From da754fdb109ffc73ad29663af4e8f827231b5243 Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Mon, 12 Apr 2021 01:39:34 +0200 Subject: [PATCH 001/109] bump PySDM version --- setup.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/setup.py b/setup.py index 9f94b720..5863cc63 100644 --- a/setup.py +++ b/setup.py @@ -4,7 +4,7 @@ name='PySDM-examples', use_scm_version=True, setup_requires=['setuptools_scm'], - install_requires=['PySDM @ git+https://github.com/atmos-cloud-sim-uj/PySDM@99fd489#egg=PySDM', + install_requires=['PySDM @ git+https://github.com/atmos-cloud-sim-uj/PySDM@78e8070#egg=PySDM', 'PyMPDATA @ git+https://github.com/atmos-cloud-sim-uj/PyMPDATA@f33d602#egg=PyMPDATA', 'pystrict>=1.1', 'matplotlib>=3.2.2', From e8658522af39f6ae832243403dcd9477480be2f0 Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Mon, 12 Apr 2021 02:06:59 +0200 Subject: [PATCH 002/109] increasind sd count in B_et_al_fig_2 --- PySDM_examples/Bartman_et_al_2021/demo_fig2.ipynb | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/PySDM_examples/Bartman_et_al_2021/demo_fig2.ipynb b/PySDM_examples/Bartman_et_al_2021/demo_fig2.ipynb index 11302eaa..feebd885 100644 --- a/PySDM_examples/Bartman_et_al_2021/demo_fig2.ipynb +++ b/PySDM_examples/Bartman_et_al_2021/demo_fig2.ipynb @@ -318,7 +318,7 @@ " PySDM_products.CloudDropletEffectiveRadius(radius_range=radius_range)\n", " )\n", "\n", - " settings.n_sd_per_gridbox = 128 if 'CI' not in os.environ else 32\n", + " settings.n_sd_per_gridbox = 128 if 'CI' not in os.environ else 64\n", " settings.grid = (32, 32)\n", " settings.dt = dt\n", " settings.condensation_dt_cond_range = (.25*si.s, settings.dt)\n", From c92b39c1bfadbb179884352956b8709b575afdef Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Mon, 12 Apr 2021 08:39:32 +0200 Subject: [PATCH 003/109] skipping CI condition for SD number in B_et_al_2021 fig 2 --- PySDM_examples/Bartman_et_al_2021/demo_fig2.ipynb | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/PySDM_examples/Bartman_et_al_2021/demo_fig2.ipynb b/PySDM_examples/Bartman_et_al_2021/demo_fig2.ipynb index feebd885..a0d4bfb3 100644 --- a/PySDM_examples/Bartman_et_al_2021/demo_fig2.ipynb +++ b/PySDM_examples/Bartman_et_al_2021/demo_fig2.ipynb @@ -318,7 +318,7 @@ " PySDM_products.CloudDropletEffectiveRadius(radius_range=radius_range)\n", " )\n", "\n", - " settings.n_sd_per_gridbox = 128 if 'CI' not in os.environ else 64\n", + " settings.n_sd_per_gridbox = 128\n", " settings.grid = (32, 32)\n", " settings.dt = dt\n", " settings.condensation_dt_cond_range = (.25*si.s, settings.dt)\n", From 4dae7b2ddf5302166a12f7a840d06e5965f61c86 Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Wed, 14 Apr 2021 12:02:52 +0200 Subject: [PATCH 004/109] skipping one run on CI in B_et_al_2021 example --- PySDM_examples/Bartman_et_al_2021/demo_fig2.ipynb | 4 +++- 1 file changed, 3 insertions(+), 1 deletion(-) diff --git a/PySDM_examples/Bartman_et_al_2021/demo_fig2.ipynb b/PySDM_examples/Bartman_et_al_2021/demo_fig2.ipynb index a0d4bfb3..a6032bce 100644 --- a/PySDM_examples/Bartman_et_al_2021/demo_fig2.ipynb +++ b/PySDM_examples/Bartman_et_al_2021/demo_fig2.ipynb @@ -69,7 +69,9 @@ " {'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': False, 'condensation_substeps': 16}},\n", " {'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': False, 'condensation_substeps': 8}},\n", " {'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': False, 'condensation_substeps': 4}},\n", - ")" + ")\n", + "if 'CI' in os.environ:\n", + " runs = runs[0:-1]\n" ] }, { From f19be5f9c5e8df5dfff4222b4fa2548bd90ef4c0 Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Sat, 17 Apr 2021 00:24:49 +0200 Subject: [PATCH 005/109] synx with PySDM --- .../Partridge_et_al_2011/settings.py | 25 +++++++++++++++++++ .../Partridge_et_al_2011/simulation.py | 3 +++ .../Shipway_and_Hill_2012/settings.py | 2 +- 3 files changed, 29 insertions(+), 1 deletion(-) create mode 100644 PySDM_examples/Partridge_et_al_2011/settings.py create mode 100644 PySDM_examples/Partridge_et_al_2011/simulation.py diff --git a/PySDM_examples/Partridge_et_al_2011/settings.py b/PySDM_examples/Partridge_et_al_2011/settings.py new file mode 100644 index 00000000..1829219c --- /dev/null +++ b/PySDM_examples/Partridge_et_al_2011/settings.py @@ -0,0 +1,25 @@ +from pystrict import strict + + +class _Settings: + pass + + +@strict +class MarineArctic(_Settings): + color = 'cyan' + + +@strict +class MarineAverage(_Settings): + color = 'blue' + + +@strict +class RuralContinental(_Settings): + color = 'green' + + +@strict +class PollutedContinental(_Settings): + color = 'red' diff --git a/PySDM_examples/Partridge_et_al_2011/simulation.py b/PySDM_examples/Partridge_et_al_2011/simulation.py new file mode 100644 index 00000000..0588a5ee --- /dev/null +++ b/PySDM_examples/Partridge_et_al_2011/simulation.py @@ -0,0 +1,3 @@ +class Simulation: + def __init__(self, settings): + self.settings = settings diff --git a/PySDM_examples/Shipway_and_Hill_2012/settings.py b/PySDM_examples/Shipway_and_Hill_2012/settings.py index 6b34e512..90f93620 100644 --- a/PySDM_examples/Shipway_and_Hill_2012/settings.py +++ b/PySDM_examples/Shipway_and_Hill_2012/settings.py @@ -5,7 +5,7 @@ from scipy.interpolate import interp1d from scipy.integrate import solve_ivp from PySDM.initialisation.spectra import Lognormal -from PySDM.backends.numba.numba_helpers import temperature_pressure_RH +from PySDM.physics.formulae import temperature_pressure_RH from PySDM.dynamics import condensation from pystrict import strict From 9c256fe40b98a13ba74d138f10adc2b3cb1b7519 Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Sat, 17 Apr 2021 00:32:26 +0200 Subject: [PATCH 006/109] missing __init__.py --- PySDM_examples/Partridge_et_al_2011/__init__.py | 0 1 file changed, 0 insertions(+), 0 deletions(-) create mode 100644 PySDM_examples/Partridge_et_al_2011/__init__.py diff --git a/PySDM_examples/Partridge_et_al_2011/__init__.py b/PySDM_examples/Partridge_et_al_2011/__init__.py new file mode 100644 index 00000000..e69de29b From 2ad8f1cc2b4a65e10ef1850c8a76eea1c0efc2c0 Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Sat, 17 Apr 2021 11:54:38 +0200 Subject: [PATCH 007/109] bump PySDM requirement in setup.py --- setup.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/setup.py b/setup.py index 5863cc63..03723768 100644 --- a/setup.py +++ b/setup.py @@ -4,7 +4,7 @@ name='PySDM-examples', use_scm_version=True, setup_requires=['setuptools_scm'], - install_requires=['PySDM @ git+https://github.com/atmos-cloud-sim-uj/PySDM@78e8070#egg=PySDM', + install_requires=['PySDM @ git+https://github.com/atmos-cloud-sim-uj/PySDM@a33b7db#egg=PySDM', 'PyMPDATA @ git+https://github.com/atmos-cloud-sim-uj/PyMPDATA@f33d602#egg=PyMPDATA', 'pystrict>=1.1', 'matplotlib>=3.2.2', From 80d47d42f03354fbfc633b53dfcf81bd61b732de Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Sun, 18 Apr 2021 01:58:41 +0200 Subject: [PATCH 008/109] sync with upcoming changes in PySDM --- .../Arabas_et_al_2015/simulation.py | 6 +-- .../fig_5_BDF_VS_ADAPTIVE.py | 2 +- .../Bartman_et_al_2021/demo_fig2.ipynb | 54 +++++++++---------- PySDM_examples/Yang_et_al_2018/fig_2.ipynb | 17 +++--- PySDM_examples/Yang_et_al_2018/simulation.py | 5 +- 5 files changed, 44 insertions(+), 40 deletions(-) diff --git a/PySDM_examples/Arabas_et_al_2015/simulation.py b/PySDM_examples/Arabas_et_al_2015/simulation.py index 8d6f76ac..9bfda2c3 100644 --- a/PySDM_examples/Arabas_et_al_2015/simulation.py +++ b/PySDM_examples/Arabas_et_al_2015/simulation.py @@ -13,6 +13,7 @@ from PySDM.initialisation import spectral_sampling, spatial_sampling from PySDM import products as PySDM_products from PySDM.state.arakawa_c import Fields +from PySDM.physics.formulae import Formulae from .mpdata import MPDATA from .dummy_controller import DummyController from .spin_up import SpinUp @@ -32,8 +33,8 @@ def products(self): return self.core.products def reinit(self, products=None): - - builder = Builder(n_sd=self.settings.n_sd, backend=self.backend) + formulae = Formulae(condensation_coord=self.settings.condensation_coord) + builder = Builder(n_sd=self.settings.n_sd, backend=self.backend, formulae=formulae) environment = Kinematic2D(dt=self.settings.dt, grid=self.settings.grid, size=self.settings.size, @@ -78,7 +79,6 @@ def reinit(self, products=None): kappa=self.settings.kappa, rtol_x=self.settings.condensation_rtol_x, rtol_thd=self.settings.condensation_rtol_thd, - coord=self.settings.condensation_coord, adaptive=self.settings.condensation_adaptive, substeps=self.settings.condensation_substeps, dt_cond_range=self.settings.condensation_dt_cond_range, diff --git a/PySDM_examples/Bartman_2020_MasterThesis/fig_5_BDF_VS_ADAPTIVE.py b/PySDM_examples/Bartman_2020_MasterThesis/fig_5_BDF_VS_ADAPTIVE.py index 72bef6a0..66a22d3d 100644 --- a/PySDM_examples/Bartman_2020_MasterThesis/fig_5_BDF_VS_ADAPTIVE.py +++ b/PySDM_examples/Bartman_2020_MasterThesis/fig_5_BDF_VS_ADAPTIVE.py @@ -23,7 +23,7 @@ def data(n_output, rtols, schemes, setups_num): settings = setups[settings_idx] settings.n_output = n_output simulation = Simulation(settings) - bdf.patch_core(simulation.core, settings.coord) + bdf.patch_core(simulation.core) results = simulation.run() for rtol in rtols: resultant_data[scheme][rtol].append(results) diff --git a/PySDM_examples/Bartman_et_al_2021/demo_fig2.ipynb b/PySDM_examples/Bartman_et_al_2021/demo_fig2.ipynb index a6032bce..6cfa03f5 100644 --- a/PySDM_examples/Bartman_et_al_2021/demo_fig2.ipynb +++ b/PySDM_examples/Bartman_et_al_2021/demo_fig2.ipynb @@ -14,14 +14,14 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 2, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ - "/home/slayoo/devel/PySDM/PySDM_examples/Bartman_et_al_2021/../../PySDM/backends/__init__.py:29: UserWarning: CUDA library found but cuInit() failed (error code: 999; message: unknown error)\n", + "/home/slayoo/devel/PySDM/PySDM/backends/__init__.py:29: UserWarning: CUDA library found but cuInit() failed (error code: 999; message: unknown error)\n", " warnings.warn(\n" ] } @@ -55,7 +55,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 3, "metadata": {}, "outputs": [], "source": [ @@ -69,14 +69,12 @@ " {'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': False, 'condensation_substeps': 16}},\n", " {'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': False, 'condensation_substeps': 8}},\n", " {'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': False, 'condensation_substeps': 4}},\n", - ")\n", - "if 'CI' in os.environ:\n", - " runs = runs[0:-1]\n" + ")" ] }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 4, "metadata": { "scrolled": false }, @@ -84,7 +82,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "d7a7a0849bfb426f8d545c382e264214", + "model_id": "b1b885d78d854b28bb2b09aa20273a64", "version_major": 2, "version_minor": 0 }, @@ -98,7 +96,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "dba52cfb2e1443899f67d8b9bac2f3b0", + "model_id": "f6dbfaea2bd3473fb7ce8a008833c08b", "version_major": 2, "version_minor": 0 }, @@ -112,7 +110,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "138f0d39f49e48bdb332b40538475671", + "model_id": "bce5612ddee442d8b7941ff879576141", "version_major": 2, "version_minor": 0 }, @@ -126,7 +124,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "c6164660db724e48b24d147a768d2675", + "model_id": "0acc3f50065b4db48e8a74a0a9b79a5f", "version_major": 2, "version_minor": 0 }, @@ -140,7 +138,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "48062342e46e4638a8a127bb0ffb8d09", + "model_id": "740393c0b55543998bb7ee3fd9ef4dc4", "version_major": 2, "version_minor": 0 }, @@ -154,7 +152,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "a071af9913524bcca5bafed2bff8a575", + "model_id": "8e6bb9d6748a4599a6a9d1d960ed0f05", "version_major": 2, "version_minor": 0 }, @@ -168,7 +166,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "e260429f47484c23bc56849e71587a38", + "model_id": "43ea3eca4dd849fd834884026c571819", "version_major": 2, "version_minor": 0 }, @@ -182,7 +180,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "37da48195cfb4bc69b2327e77c87f1e6", + "model_id": "10c5b27c77064aea89382ea79ddcf714", "version_major": 2, "version_minor": 0 }, @@ -196,7 +194,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "cbf3a538930844d09481270e50f3d2b6", + "model_id": "eccd153865434e088f201050b3fd93c4", "version_major": 2, "version_minor": 0 }, @@ -210,7 +208,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "aa5707c009664a09a0dbbf37acb95e73", + "model_id": "c4c09d71c1e64462a632e19c79ca7afa", "version_major": 2, "version_minor": 0 }, @@ -224,7 +222,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "ba040bb875674b4b97bec1ff517a0f49", + "model_id": "f252e1bd4e2b4269b2302bbebe719bc5", "version_major": 2, "version_minor": 0 }, @@ -238,7 +236,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "75b07e4c78464e7695298d71b1bf7606", + "model_id": "46f215cb70f0403eb6ba926e2e1149b2", "version_major": 2, "version_minor": 0 }, @@ -252,7 +250,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "f2ceb45fb6b04d8383f8ecce35757267", + "model_id": "c0149395c7e84159bf14d2991ad0b834", "version_major": 2, "version_minor": 0 }, @@ -266,7 +264,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "db4d9c7052b9422b947cf6912e0a116d", + "model_id": "27f9c43be47e47708fb0fdfde956092f", "version_major": 2, "version_minor": 0 }, @@ -280,7 +278,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "4a33d97ab1274d4db9e85b9479b93945", + "model_id": "74788a04d3a946109b180440a75c9cc7", "version_major": 2, "version_minor": 0 }, @@ -294,7 +292,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "53eaab56d5d5413f88520f3c25750163", + "model_id": "97d6c01a507f4885afbdaf4e806a3e6a", "version_major": 2, "version_minor": 0 }, @@ -350,14 +348,14 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 5, "metadata": { "scrolled": false }, "outputs": [ { "data": { - "image/png": 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\n", 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\n", "text/plain": [ "
" ] @@ -370,12 +368,12 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "1ab639c5218845e9a09d434ec0ffdce0", + "model_id": "f3cfae5a574b48e1853c5c23f15aad30", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "HTML(value=\"../utils/temporary_files/tmpdgz…" + "HTML(value=\"./tmpx5nv3cf9.pdf
\")" ] }, "metadata": {}, @@ -453,7 +451,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 6, "metadata": {}, "outputs": [], "source": [ diff --git a/PySDM_examples/Yang_et_al_2018/fig_2.ipynb b/PySDM_examples/Yang_et_al_2018/fig_2.ipynb index ff5e5c83..5aafb594 100644 --- a/PySDM_examples/Yang_et_al_2018/fig_2.ipynb +++ b/PySDM_examples/Yang_et_al_2018/fig_2.ipynb @@ -38,7 +38,7 @@ "metadata": {}, "outputs": [], "source": [ - "#from PySDM_tests.smoke_tests.utils import bdf\n", + "from PySDM.backends.numba.bdf import patch_core\n", "from PySDM_examples.Yang_et_al_2018.example import Simulation\n", "from PySDM_examples.Yang_et_al_2018.settings import Settings\n", "from PySDM.physics import formulae as phys\n", @@ -73,14 +73,19 @@ }, { "cell_type": "code", - "execution_count": 7, - "metadata": {}, + "execution_count": null, "outputs": [], "source": [ "# schemes = ['default','non_adaptive', 'BDF']\n", "schemes = ['default']\n", "# schemes = ['BDF']" - ] + ], + "metadata": { + "collapsed": false, + "pycharm": { + "name": "#%%\n" + } + } }, { "cell_type": "code", @@ -103,7 +108,7 @@ " simulation = Simulation(settings)\n", " if scheme == 'BDF':\n", " rtol_bdf = 1e-4\n", - " bdf.patch_particles(simulation.particles, settings.coord, rtol=rtol_bdf)\n", + " bdf.patch_core(simulation.particles, rtol=rtol_bdf)\n", "\n", " \n", " output = simulation.run()\n", @@ -367,4 +372,4 @@ }, "nbformat": 4, "nbformat_minor": 4 -} +} \ No newline at end of file diff --git a/PySDM_examples/Yang_et_al_2018/simulation.py b/PySDM_examples/Yang_et_al_2018/simulation.py index a5db0705..270f08e4 100644 --- a/PySDM_examples/Yang_et_al_2018/simulation.py +++ b/PySDM_examples/Yang_et_al_2018/simulation.py @@ -9,6 +9,7 @@ from PySDM.dynamics import Condensation from PySDM.environments import Parcel from PySDM.physics import formulae as phys +from PySDM.physics.formulae import Formulae import PySDM.products as PySDM_products @@ -20,7 +21,8 @@ def __init__(self, settings, backend=CPU): while (dt_output / self.n_substeps >= settings.dt_max): self.n_substeps += 1 self.bins_edges = phys.volume(settings.r_bins_edges) - builder = Builder(backend=backend, n_sd=settings.n_sd) + formulae = Formulae(condensation_coord=settings.coord) + builder = Builder(backend=backend, n_sd=settings.n_sd, formulae=formulae) builder.set_environment(Parcel( dt=dt_output / self.n_substeps, mass_of_dry_air=settings.mass_of_dry_air, @@ -35,7 +37,6 @@ def __init__(self, settings, backend=CPU): builder.add_dynamic(AmbientThermodynamics()) condensation = Condensation( kappa=settings.kappa, - coord=settings.coord, adaptive=settings.adaptive, rtol_x=settings.rtol_x, rtol_thd=settings.rtol_thd From 4b8839aa5bfcca647d55da3c1601d66670b05788 Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Sun, 18 Apr 2021 03:14:24 +0200 Subject: [PATCH 009/109] bump PySDM requirement --- setup.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/setup.py b/setup.py index 03723768..c31fdd65 100644 --- a/setup.py +++ b/setup.py @@ -4,7 +4,7 @@ name='PySDM-examples', use_scm_version=True, setup_requires=['setuptools_scm'], - install_requires=['PySDM @ git+https://github.com/atmos-cloud-sim-uj/PySDM@a33b7db#egg=PySDM', + install_requires=['PySDM @ git+https://github.com/atmos-cloud-sim-uj/PySDM@1fcf380#egg=PySDM', 'PyMPDATA @ git+https://github.com/atmos-cloud-sim-uj/PyMPDATA@f33d602#egg=PyMPDATA', 'pystrict>=1.1', 'matplotlib>=3.2.2', From abe20723184ecf992339614a47257e9650da9f58 Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Mon, 19 Apr 2021 12:08:43 +0200 Subject: [PATCH 010/109] notebook update --- .../Bartman_et_al_2021/demo_fig2.ipynb | 136 +++++------------- 1 file changed, 39 insertions(+), 97 deletions(-) diff --git a/PySDM_examples/Bartman_et_al_2021/demo_fig2.ipynb b/PySDM_examples/Bartman_et_al_2021/demo_fig2.ipynb index 6cfa03f5..715cfee6 100644 --- a/PySDM_examples/Bartman_et_al_2021/demo_fig2.ipynb +++ b/PySDM_examples/Bartman_et_al_2021/demo_fig2.ipynb @@ -16,16 +16,7 @@ "cell_type": "code", "execution_count": 2, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/slayoo/devel/PySDM/PySDM/backends/__init__.py:29: UserWarning: CUDA library found but cuInit() failed (error code: 999; message: unknown error)\n", - " warnings.warn(\n" - ] - } - ], + "outputs": [], "source": [ "from PySDM_examples.Arabas_et_al_2015.settings import Settings\n", "from PySDM_examples.Arabas_et_al_2015.simulation import Simulation\n", @@ -55,7 +46,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 5, "metadata": {}, "outputs": [], "source": [ @@ -63,18 +54,18 @@ "runs = (\n", " {'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': True, 'condensation_rtol_thd': 2e-5/m/m}},\n", " {'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': True, 'condensation_rtol_thd': 2e-5/m}},\n", - " {'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': True, 'condensation_rtol_thd': 2e-5}},\n", - " {'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': True, 'condensation_rtol_thd': 2e-5*m}},\n", - " {'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': False, 'condensation_substeps': 32}},\n", - " {'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': False, 'condensation_substeps': 16}},\n", - " {'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': False, 'condensation_substeps': 8}},\n", - " {'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': False, 'condensation_substeps': 4}},\n", + " #{'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': True, 'condensation_rtol_thd': 2e-5}},\n", + " #{'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': True, 'condensation_rtol_thd': 2e-5*m}},\n", + " {'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': False, 'condensation_substeps': 40}},\n", + " {'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': False, 'condensation_substeps': 20}},\n", + " {'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': False, 'condensation_substeps': 10}},\n", + " {'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': False, 'condensation_substeps': 5}},\n", ")" ] }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 6, "metadata": { "scrolled": false }, @@ -82,12 +73,12 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "b1b885d78d854b28bb2b09aa20273a64", + "model_id": "249058e6ab084ab78946f08fe7650565", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "FloatProgress(value=0.0, description='run 1/8', max=1.0)" + "FloatProgress(value=0.0, description='run 1/6', max=1.0)" ] }, "metadata": {}, @@ -96,7 +87,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "f6dbfaea2bd3473fb7ce8a008833c08b", + "model_id": "fd52916106c445c6998b47ef5ca114e0", "version_major": 2, "version_minor": 0 }, @@ -110,77 +101,28 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "bce5612ddee442d8b7941ff879576141", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "FloatProgress(value=0.0, description='run 2/8', max=1.0)" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "0acc3f50065b4db48e8a74a0a9b79a5f", + "model_id": "b44f2ca0c3ca4401b0c8fc90067cb44b", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "FloatProgress(value=0.0, description='netCDF', max=1.0)" + "FloatProgress(value=0.0, description='run 2/6', max=1.0)" ] }, "metadata": {}, "output_type": "display_data" }, { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "740393c0b55543998bb7ee3fd9ef4dc4", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "FloatProgress(value=0.0, description='run 3/8', max=1.0)" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "8e6bb9d6748a4599a6a9d1d960ed0f05", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "FloatProgress(value=0.0, description='netCDF', max=1.0)" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "43ea3eca4dd849fd834884026c571819", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "FloatProgress(value=0.0, description='run 4/8', max=1.0)" - ] - }, - "metadata": {}, - "output_type": "display_data" + "name": "stdout", + "output_type": "stream", + "text": [ + "failed to find interval\n" + ] }, { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "10c5b27c77064aea89382ea79ddcf714", + "model_id": "99decfb8b1dc416ab763e1fd65c279b1", "version_major": 2, "version_minor": 0 }, @@ -194,12 +136,12 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "eccd153865434e088f201050b3fd93c4", + "model_id": "14299fd4ccf54d45a355d0727c32220a", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "FloatProgress(value=0.0, description='run 5/8', max=1.0)" + "FloatProgress(value=0.0, description='run 3/6', max=1.0)" ] }, "metadata": {}, @@ -208,7 +150,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "c4c09d71c1e64462a632e19c79ca7afa", + "model_id": "82b591db225c429f9a31de7037253025", "version_major": 2, "version_minor": 0 }, @@ -222,12 +164,12 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "f252e1bd4e2b4269b2302bbebe719bc5", + "model_id": "f65016b52af84410b8728856dc11ffc7", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "FloatProgress(value=0.0, description='run 6/8', max=1.0)" + "FloatProgress(value=0.0, description='run 4/6', max=1.0)" ] }, "metadata": {}, @@ -236,7 +178,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "46f215cb70f0403eb6ba926e2e1149b2", + "model_id": "b8beb99c791f4d3888d529bd692758ae", "version_major": 2, "version_minor": 0 }, @@ -250,12 +192,12 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "c0149395c7e84159bf14d2991ad0b834", + "model_id": "cfe55af6bec44d26bc1a43b5d60eddf3", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "FloatProgress(value=0.0, description='run 7/8', max=1.0)" + "FloatProgress(value=0.0, description='run 5/6', max=1.0)" ] }, "metadata": {}, @@ -264,7 +206,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "27f9c43be47e47708fb0fdfde956092f", + "model_id": "44c2c1c2e2394800ab4926d9b29b9725", "version_major": 2, "version_minor": 0 }, @@ -278,12 +220,12 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "74788a04d3a946109b180440a75c9cc7", + "model_id": "5d9effcc49fd4bdba00993cffdfb7ccd", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "FloatProgress(value=0.0, description='run 8/8', max=1.0)" + "FloatProgress(value=0.0, description='run 6/6', max=1.0)" ] }, "metadata": {}, @@ -292,7 +234,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "97d6c01a507f4885afbdaf4e806a3e6a", + "model_id": "20e6240217e745e68acd678517a0b4f0", "version_major": 2, "version_minor": 0 }, @@ -306,7 +248,7 @@ ], "source": [ "radius_range = (.5*si.um, 25*si.um)\n", - "dt = 32 * si.s\n", + "dt = 30 * si.s\n", "\n", "for i, run in enumerate(runs):\n", " settings = Settings()\n", @@ -348,14 +290,14 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 7, "metadata": { "scrolled": false }, "outputs": [ { "data": { - "image/png": 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\n", 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\n", "text/plain": [ "
" ] @@ -368,12 +310,12 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "f3cfae5a574b48e1853c5c23f15aad30", + "model_id": "14f7163970db4a339ecc772e551ab6aa", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "HTML(value=\"./tmpx5nv3cf9.pdf
\")" + "HTML(value=\"./tmpxq_sujbi.pdf
\")" ] }, "metadata": {}, @@ -384,7 +326,7 @@ "matplotlib.rcParams[\"figure.figsize\"] = (7.3, 18)\n", "\n", "colors = (\n", - " '#5940ff', '#5980ff', '#59c0ff', '#59e0ff',\n", + " '#5940ff', '#5980ff',# '#59c0ff', '#59e0ff',\n", " '#dd0000', '#dd6666', '#dd9999', '#ddcccc'\n", ")\n", "skip_steps = 30\n", @@ -451,7 +393,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 8, "metadata": {}, "outputs": [], "source": [ From 382ba6151283b01d6dd1b91920caad7221e8a1b4 Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Wed, 21 Apr 2021 19:19:26 +0200 Subject: [PATCH 011/109] update to match PySDM physics refactor --- PySDM_examples/Arabas_and_Shima_2017/settings.py | 6 +++++- PySDM_examples/Arabas_and_Shima_2017/simulation.py | 2 +- PySDM_examples/Arabas_et_al_2015/demo_settings.py | 10 +--------- PySDM_examples/Arabas_et_al_2015/settings.py | 9 +++++---- PySDM_examples/Arabas_et_al_2015/simulation.py | 4 +--- PySDM_examples/Berry_1967/example.py | 2 +- PySDM_examples/Berry_1967/figs_5_8_10.ipynb | 2 +- PySDM_examples/Berry_1967/settings.py | 2 +- PySDM_examples/Kreidenweis_et_al_2003/settings.py | 7 +++++-- PySDM_examples/Kreidenweis_et_al_2003/simulation.py | 4 ++-- PySDM_examples/Shima_et_al_2009/settings.py | 2 +- PySDM_examples/Shipway_and_Hill_2012/settings.py | 9 ++++++--- PySDM_examples/Shipway_and_Hill_2012/simulation.py | 4 ++-- PySDM_examples/Yang_et_al_2018/settings.py | 4 ++-- PySDM_examples/Yang_et_al_2018/simulation.py | 2 +- 15 files changed, 35 insertions(+), 34 deletions(-) diff --git a/PySDM_examples/Arabas_and_Shima_2017/settings.py b/PySDM_examples/Arabas_and_Shima_2017/settings.py index b06abbb4..981d4768 100644 --- a/PySDM_examples/Arabas_and_Shima_2017/settings.py +++ b/PySDM_examples/Arabas_and_Shima_2017/settings.py @@ -5,6 +5,7 @@ from PySDM.physics.constants import si from PySDM.physics import constants as const, formulae as phys from PySDM.dynamics import condensation +from PySDM.physics.formulae import Formulae import numpy as np from pystrict import strict @@ -12,13 +13,16 @@ @strict class Settings: def __init__(self, w_avg: float, N_STP: float, r_dry: float, mass_of_dry_air: float): + self.formulae = Formulae(saturation_vapour_pressure='AugustRocheMagnus') + self.p0 = 1000 * si.hectopascals self.RH0 = .98 self.kappa = .2 # TODO #441 self.T0 = 300 * si.kelvin self.z_half = 150 * si.metres - self.q0 = const.eps / (self.p0 / self.RH0 / phys.pvs(self.T0) - 1) + pvs = self.formulae.saturation_vapour_pressure.pvs_Celsius(self.T0 - const.T0) + self.q0 = const.eps / (self.p0 / self.RH0 / pvs - 1) self.w_avg = w_avg self.r_dry = r_dry self.N_STP = N_STP diff --git a/PySDM_examples/Arabas_and_Shima_2017/simulation.py b/PySDM_examples/Arabas_and_Shima_2017/simulation.py index f2ccd229..93165395 100644 --- a/PySDM_examples/Arabas_and_Shima_2017/simulation.py +++ b/PySDM_examples/Arabas_and_Shima_2017/simulation.py @@ -24,7 +24,7 @@ def __init__(self, settings, backend=CPU): while dt_output / self.n_substeps >= settings.dt_max: # TODO #334 dt_max self.n_substeps += 1 - builder = Builder(backend=backend, n_sd=1) + builder = Builder(backend=backend, n_sd=1, formulae=settings.formulae) builder.set_environment(Parcel( dt=dt_output / self.n_substeps, mass_of_dry_air=settings.mass_of_dry_air, diff --git a/PySDM_examples/Arabas_et_al_2015/demo_settings.py b/PySDM_examples/Arabas_et_al_2015/demo_settings.py index 01f2f52a..ef81d346 100644 --- a/PySDM_examples/Arabas_et_al_2015/demo_settings.py +++ b/PySDM_examples/Arabas_et_al_2015/demo_settings.py @@ -43,10 +43,6 @@ def __init__(self): self.ui_coalescence_adaptive = Checkbox( value=settings.condensation_adaptive, description='coalescence adaptive time-step') - self.ui_condensation_coord = Dropdown( - options=['volume', 'volume logarithm'], - value=settings.condensation_coord, - description='condensational variable coordinate') self.ui_processes = [Checkbox(value=settings.processes[key], description=key) for key in settings.processes.keys()] self.ui_sdpg = IntSlider(value=settings.n_sd_per_gridbox, description="n_sd/gridbox", min=1, max=1000) self.fct_description = "MPDATA: flux-corrected transport option" @@ -137,10 +133,6 @@ def condensation_adaptive(self): def coalescence_adaptive(self): return self.ui_coalescence_adaptive.value - @property - def condensation_coord(self): - return self.ui_condensation_coord.value - @property def processes(self): result = {} @@ -186,7 +178,7 @@ def box(self): VBox([*self.ui_processes]), VBox([self.ui_nx, self.ui_nz, self.ui_sdpg, self.ui_dt, self.ui_simulation_time, self.ui_condensation_rtol_x, self.ui_condensation_rtol_thd, - self.ui_condensation_adaptive, self.ui_coalescence_adaptive, self.ui_condensation_coord, + self.ui_condensation_adaptive, self.ui_coalescence_adaptive *self.ui_mpdata_options]), ]) layout.set_title(0, 'environment parameters') diff --git a/PySDM_examples/Arabas_et_al_2015/settings.py b/PySDM_examples/Arabas_et_al_2015/settings.py index 1fc34506..c0bbcdbe 100644 --- a/PySDM_examples/Arabas_et_al_2015/settings.py +++ b/PySDM_examples/Arabas_et_al_2015/settings.py @@ -12,12 +12,13 @@ import PySDM from PySDM.dynamics import condensation -from PySDM.dynamics.coalescence import coalescence -from PySDM.dynamics.coalescence.kernels import Geometric +from PySDM.dynamics import coalescence +from PySDM.physics.coalescence_kernels import Geometric from PySDM.initialisation.spectra import Lognormal from PySDM.initialisation.spectra import Sum from PySDM.physics import constants as const from PySDM.physics import formulae as phys +from PySDM.physics.formulae import Formulae from PySDM.physics.constants import si @@ -26,13 +27,13 @@ @strict class Settings: def __dir__(self) -> Iterable[str]: - return 'dt', 'grid', 'size', 'n_spin_up', 'versions', 'steps_per_output_interval' + return 'dt', 'grid', 'size', 'n_spin_up', 'versions', 'steps_per_output_interval', 'formulae' def __init__(self): key_packages = (PySDM, numba, numpy, scipy) self.versions = str({pkg.__name__: pkg.__version__ for pkg in key_packages}) - self.condensation_coord = 'volume logarithm' + self.formulae = Formulae(condensation_coordinate='VolumeLogarithm') self.condensation_rtol_x = condensation.default_rtol_x self.condensation_rtol_thd = condensation.default_rtol_thd diff --git a/PySDM_examples/Arabas_et_al_2015/simulation.py b/PySDM_examples/Arabas_et_al_2015/simulation.py index 9bfda2c3..84a830b8 100644 --- a/PySDM_examples/Arabas_et_al_2015/simulation.py +++ b/PySDM_examples/Arabas_et_al_2015/simulation.py @@ -13,7 +13,6 @@ from PySDM.initialisation import spectral_sampling, spatial_sampling from PySDM import products as PySDM_products from PySDM.state.arakawa_c import Fields -from PySDM.physics.formulae import Formulae from .mpdata import MPDATA from .dummy_controller import DummyController from .spin_up import SpinUp @@ -33,8 +32,7 @@ def products(self): return self.core.products def reinit(self, products=None): - formulae = Formulae(condensation_coord=self.settings.condensation_coord) - builder = Builder(n_sd=self.settings.n_sd, backend=self.backend, formulae=formulae) + builder = Builder(n_sd=self.settings.n_sd, backend=self.backend, formulae=self.settings.formulae) environment = Kinematic2D(dt=self.settings.dt, grid=self.settings.grid, size=self.settings.size, diff --git a/PySDM_examples/Berry_1967/example.py b/PySDM_examples/Berry_1967/example.py index 4126f8f4..4c97cf08 100644 --- a/PySDM_examples/Berry_1967/example.py +++ b/PySDM_examples/Berry_1967/example.py @@ -4,7 +4,7 @@ import numpy as np -from PySDM.dynamics.coalescence.kernels import Geometric, Hydrodynamic, Electric +from PySDM.physics.coalescence_kernels import Geometric, Hydrodynamic, Electric from PySDM_examples.Berry_1967.settings import Settings from PySDM_examples.Berry_1967.spectrum_plotter import SpectrumPlotter from PySDM.attributes.physics.terminal_velocity import gunn_and_kinzer diff --git a/PySDM_examples/Berry_1967/figs_5_8_10.ipynb b/PySDM_examples/Berry_1967/figs_5_8_10.ipynb index e0aa672c..ce32c790 100644 --- a/PySDM_examples/Berry_1967/figs_5_8_10.ipynb +++ b/PySDM_examples/Berry_1967/figs_5_8_10.ipynb @@ -40,7 +40,7 @@ "source": [ "from numpy import errstate\n", "from PySDM.backends import CPU, GPU\n", - "from PySDM.dynamics.coalescence.kernels import Geometric, Hydrodynamic, Electric\n", + "from PySDM.physics.coalescence_kernels import Geometric, Hydrodynamic, Electric\n", "from PySDM_examples.Berry_1967.spectrum_plotter import SpectrumPlotter\n", "from PySDM_examples.Berry_1967.settings import Settings\n", "from PySDM_examples.Shima_et_al_2009.example import run\n", diff --git a/PySDM_examples/Berry_1967/settings.py b/PySDM_examples/Berry_1967/settings.py index ad01b10d..9bf20bb2 100644 --- a/PySDM_examples/Berry_1967/settings.py +++ b/PySDM_examples/Berry_1967/settings.py @@ -4,7 +4,7 @@ import numpy as np from PySDM.initialisation.spectra import Exponential -from PySDM.dynamics.coalescence.kernels import Geometric +from PySDM.physics.coalescence_kernels import Geometric from PySDM.physics.constants import si from PySDM.physics import formulae as phys from pystrict import strict diff --git a/PySDM_examples/Kreidenweis_et_al_2003/settings.py b/PySDM_examples/Kreidenweis_et_al_2003/settings.py index 367cc044..446c1d90 100644 --- a/PySDM_examples/Kreidenweis_et_al_2003/settings.py +++ b/PySDM_examples/Kreidenweis_et_al_2003/settings.py @@ -5,14 +5,17 @@ from PySDM.physics import constants as const from chempy import Substance import numpy as np -from PySDM.dynamics.aqueous_chemistry.support import AQUEOUS_COMPOUNDS +from PySDM.physics.aqueous_chemistry.support import AQUEOUS_COMPOUNDS from pystrict import strict +from PySDM.physics.formulae import Formulae @strict class Settings: def __init__(self, dt: float, n_sd: int, n_substep: int, spectral_sampling: spec_sampling.SpectralSampling = spec_sampling.Logarithmic): + self.formulae = Formulae(saturation_vapour_pressure='AugustRocheMagnus') + self.DRY_RHO = 1800 * si.kg / (si.m ** 3) self.system_type = 'closed' @@ -28,7 +31,7 @@ def __init__(self, dt: float, n_sd: int, n_substep: int, self.p0 = 950 * si.mbar self.T0 = 285.2 * si.K - pv0 = .95 * phys.pvs(self.T0) + pv0 = .95 * self.formulae.saturation_vapour_pressure.pvs_Celsius(self.T0 - const.T0) self.q0 = const.eps * pv0 / (self.p0 - pv0) self.kappa = .61 # TODO #442 diff --git a/PySDM_examples/Kreidenweis_et_al_2003/simulation.py b/PySDM_examples/Kreidenweis_et_al_2003/simulation.py index 9a7d5f98..744883b8 100644 --- a/PySDM_examples/Kreidenweis_et_al_2003/simulation.py +++ b/PySDM_examples/Kreidenweis_et_al_2003/simulation.py @@ -3,7 +3,7 @@ from PySDM.backends import CPU from PySDM.physics import si from PySDM.dynamics import AmbientThermodynamics, Condensation, AqueousChemistry -from PySDM.dynamics.aqueous_chemistry.support import AQUEOUS_COMPOUNDS, GASEOUS_COMPOUNDS +from PySDM.physics.aqueous_chemistry.support import AQUEOUS_COMPOUNDS, GASEOUS_COMPOUNDS import PySDM.products as PySDM_products import numpy as np @@ -13,7 +13,7 @@ def __init__(self, settings): env = Parcel(dt=settings.dt, mass_of_dry_air=settings.mass_of_dry_air, p0=settings.p0, q0=settings.q0, T0=settings.T0, w=settings.w, g=settings.g) - builder = Builder(n_sd=settings.n_sd, backend=CPU) + builder = Builder(n_sd=settings.n_sd, backend=CPU, formulae=settings.formulae) builder.set_environment(env) attributes = env.init_attributes( diff --git a/PySDM_examples/Shima_et_al_2009/settings.py b/PySDM_examples/Shima_et_al_2009/settings.py index 999e71d0..c5313ca7 100644 --- a/PySDM_examples/Shima_et_al_2009/settings.py +++ b/PySDM_examples/Shima_et_al_2009/settings.py @@ -4,7 +4,7 @@ import numpy as np from PySDM.initialisation.spectra import Exponential -from PySDM.dynamics.coalescence.kernels import Golovin +from PySDM.physics.coalescence_kernels import Golovin from PySDM.physics.constants import si from PySDM.physics.formulae import volume from pystrict import strict diff --git a/PySDM_examples/Shipway_and_Hill_2012/settings.py b/PySDM_examples/Shipway_and_Hill_2012/settings.py index 90f93620..0e249e87 100644 --- a/PySDM_examples/Shipway_and_Hill_2012/settings.py +++ b/PySDM_examples/Shipway_and_Hill_2012/settings.py @@ -5,8 +5,9 @@ from scipy.interpolate import interp1d from scipy.integrate import solve_ivp from PySDM.initialisation.spectra import Lognormal -from PySDM.physics.formulae import temperature_pressure_RH +from PySDM.physics.formulae import temperature_pressure_pv from PySDM.dynamics import condensation +from PySDM.physics.formulae import Formulae from pystrict import strict @@ -14,6 +15,7 @@ class Settings: def __init__(self, n_sd_per_gridbox: int, w_1: float = 2*si.m/si.s, dt: float = 1*si.s, dz: float = 25*si.m, precip: bool = True): + self.formulae = Formulae() self.n_sd_per_gridbox = n_sd_per_gridbox self.kappa = .9 # TODO #414: not in the paper self.wet_radius_spectrum_per_mass_of_dry_air = Lognormal( @@ -41,8 +43,9 @@ def __init__(self, n_sd_per_gridbox: int, w_1: float = 2*si.m/si.s, dt: float = self.rhod0 = phys.ThStd.rho_d(p0, self.qv(0), self._th(0)) def drhod_dz(z, rhod): - T, p, _ = temperature_pressure_RH(rhod[0], self.thd(z), self.qv(z)) - return phys.Hydrostatic.drho_dz(g, p, T, self.qv(z)) + T, p, _ = temperature_pressure_pv(rhod[0], self.thd(z), self.qv(z)) + lv = self.formulae.latent_heat.lv(T) + return phys.Hydrostatic.drho_dz(g, p, T, self.qv(z), lv) z_points = np.arange(0, self.z_max, self.dz / 2) rhod_solution = solve_ivp( diff --git a/PySDM_examples/Shipway_and_Hill_2012/simulation.py b/PySDM_examples/Shipway_and_Hill_2012/simulation.py index d2dd1f56..67a3c25e 100644 --- a/PySDM_examples/Shipway_and_Hill_2012/simulation.py +++ b/PySDM_examples/Shipway_and_Hill_2012/simulation.py @@ -5,7 +5,7 @@ import PySDM.products as PySDM_products from PySDM.state.mesh import Mesh from PySDM.initialisation import spectral_sampling, spatial_sampling -from PySDM.dynamics.coalescence.kernels import Geometric +from PySDM.physics.coalescence_kernels import Geometric from .mpdata_1d import MPDATA_1D import numpy as np @@ -15,7 +15,7 @@ class Simulation: def __init__(self, settings, backend=CPU): self.nt = settings.nt - builder = Builder(backend=backend, n_sd=settings.n_sd) + builder = Builder(backend=backend, n_sd=settings.n_sd, formulae=settings.formulae) mesh = Mesh(grid=(settings.nz,), size=(settings.z_max,)) env = Kinematic1D(dt=settings.dt, mesh=mesh, thd_of_z=settings.thd, rhod_of_z=settings.rhod) diff --git a/PySDM_examples/Yang_et_al_2018/settings.py b/PySDM_examples/Yang_et_al_2018/settings.py index f0fe08ba..873fadc1 100644 --- a/PySDM_examples/Yang_et_al_2018/settings.py +++ b/PySDM_examples/Yang_et_al_2018/settings.py @@ -14,7 +14,7 @@ @strict class Settings: - def __init__(self, n_sd: int=100, dt_output: float=1 * si.second, dt_max: float=1 * si.second): + def __init__(self, n_sd: int = 100, dt_output: float = 1 * si.second, dt_max: float = 1 * si.second): self.total_time = 3 * si.hours self.mass_of_dry_air = 1000 * si.kilogram # TODO #335 doubled with jupyter si unit @@ -34,7 +34,7 @@ def __init__(self, n_sd: int=100, dt_output: float=1 * si.second, dt_max: float= self.r_bins_edges = np.linspace(0 * si.micrometre, 20 * si.micrometre, 101, endpoint=True) self.backend = CPU - self.coord = 'volume logarithm' + self.coord = 'VolumeLogarithm' self.adaptive = True self.rtol_x = condensation.default_rtol_x self.rtol_thd = condensation.default_rtol_thd diff --git a/PySDM_examples/Yang_et_al_2018/simulation.py b/PySDM_examples/Yang_et_al_2018/simulation.py index 270f08e4..1177882b 100644 --- a/PySDM_examples/Yang_et_al_2018/simulation.py +++ b/PySDM_examples/Yang_et_al_2018/simulation.py @@ -21,7 +21,7 @@ def __init__(self, settings, backend=CPU): while (dt_output / self.n_substeps >= settings.dt_max): self.n_substeps += 1 self.bins_edges = phys.volume(settings.r_bins_edges) - formulae = Formulae(condensation_coord=settings.coord) + formulae = Formulae(condensation_coord=settings.coord, saturation_vapour_pressure='AugustRocheMagnus') builder = Builder(backend=backend, n_sd=settings.n_sd, formulae=formulae) builder.set_environment(Parcel( dt=dt_output / self.n_substeps, From 06fcdc34ff246cdaf961f965b10a6eb44e79bb41 Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Wed, 21 Apr 2021 19:23:14 +0200 Subject: [PATCH 012/109] temporary PySDM requirement --- setup.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/setup.py b/setup.py index 5863cc63..33b0692f 100644 --- a/setup.py +++ b/setup.py @@ -4,7 +4,7 @@ name='PySDM-examples', use_scm_version=True, setup_requires=['setuptools_scm'], - install_requires=['PySDM @ git+https://github.com/atmos-cloud-sim-uj/PySDM@78e8070#egg=PySDM', + install_requires=['PySDM @ git+https://github.com/slayoo/PySDM@2062fce#egg=PySDM', 'PyMPDATA @ git+https://github.com/atmos-cloud-sim-uj/PyMPDATA@f33d602#egg=PyMPDATA', 'pystrict>=1.1', 'matplotlib>=3.2.2', From fb935919fcc6d36e2d4791e45895355719f67672 Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Wed, 21 Apr 2021 19:26:40 +0200 Subject: [PATCH 013/109] fix --- PySDM_examples/Yang_et_al_2018/simulation.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/PySDM_examples/Yang_et_al_2018/simulation.py b/PySDM_examples/Yang_et_al_2018/simulation.py index 1177882b..8c60a2cb 100644 --- a/PySDM_examples/Yang_et_al_2018/simulation.py +++ b/PySDM_examples/Yang_et_al_2018/simulation.py @@ -21,7 +21,7 @@ def __init__(self, settings, backend=CPU): while (dt_output / self.n_substeps >= settings.dt_max): self.n_substeps += 1 self.bins_edges = phys.volume(settings.r_bins_edges) - formulae = Formulae(condensation_coord=settings.coord, saturation_vapour_pressure='AugustRocheMagnus') + formulae = Formulae(condensation_coordinate=settings.coord, saturation_vapour_pressure='AugustRocheMagnus') builder = Builder(backend=backend, n_sd=settings.n_sd, formulae=formulae) builder.set_environment(Parcel( dt=dt_output / self.n_substeps, From 13eaf83b6b764401f865c65b76e8d281103200dc Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Wed, 21 Apr 2021 21:24:32 +0200 Subject: [PATCH 014/109] fixes --- PySDM_examples/Arabas_et_al_2015/demo_settings.py | 3 ++- PySDM_examples/Berry_1967/example.py | 2 +- 2 files changed, 3 insertions(+), 2 deletions(-) diff --git a/PySDM_examples/Arabas_et_al_2015/demo_settings.py b/PySDM_examples/Arabas_et_al_2015/demo_settings.py index ef81d346..546132bf 100644 --- a/PySDM_examples/Arabas_et_al_2015/demo_settings.py +++ b/PySDM_examples/Arabas_et_al_2015/demo_settings.py @@ -57,6 +57,7 @@ def __init__(self): ] # TODO #37 + self.formulae = settings.formulae self.v_bins = settings.v_bins self.n_sd = settings.n_sd self.size = settings.size @@ -178,7 +179,7 @@ def box(self): VBox([*self.ui_processes]), VBox([self.ui_nx, self.ui_nz, self.ui_sdpg, self.ui_dt, self.ui_simulation_time, self.ui_condensation_rtol_x, self.ui_condensation_rtol_thd, - self.ui_condensation_adaptive, self.ui_coalescence_adaptive + self.ui_condensation_adaptive, self.ui_coalescence_adaptive, *self.ui_mpdata_options]), ]) layout.set_title(0, 'environment parameters') diff --git a/PySDM_examples/Berry_1967/example.py b/PySDM_examples/Berry_1967/example.py index 4c97cf08..c128d524 100644 --- a/PySDM_examples/Berry_1967/example.py +++ b/PySDM_examples/Berry_1967/example.py @@ -7,7 +7,7 @@ from PySDM.physics.coalescence_kernels import Geometric, Hydrodynamic, Electric from PySDM_examples.Berry_1967.settings import Settings from PySDM_examples.Berry_1967.spectrum_plotter import SpectrumPlotter -from PySDM.attributes.physics.terminal_velocity import gunn_and_kinzer +from PySDM.physics.terminal_velocity import gunn_and_kinzer from PySDM_examples.Shima_et_al_2009.example import run From 307f1b6323b61c44e8052134ff691127645cbca9 Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Thu, 22 Apr 2021 02:05:56 +0200 Subject: [PATCH 015/109] sync with PySDM --- .../Bartman_2020_MasterThesis/fig_5_BDF_VS_ADAPTIVE.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/PySDM_examples/Bartman_2020_MasterThesis/fig_5_BDF_VS_ADAPTIVE.py b/PySDM_examples/Bartman_2020_MasterThesis/fig_5_BDF_VS_ADAPTIVE.py index 66a22d3d..501521dd 100644 --- a/PySDM_examples/Bartman_2020_MasterThesis/fig_5_BDF_VS_ADAPTIVE.py +++ b/PySDM_examples/Bartman_2020_MasterThesis/fig_5_BDF_VS_ADAPTIVE.py @@ -4,7 +4,7 @@ from PySDM_examples.Arabas_and_Shima_2017.simulation import Simulation from PySDM_examples.Arabas_and_Shima_2017.settings import setups -from PySDM.backends.numba import bdf +from PySDM.backends.numba.test_helpers import bdf import numpy as np import matplotlib.pyplot as plt From 3556e37591291dd05647c0f6c327c7d6f6cbf5bb Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Thu, 22 Apr 2021 02:07:51 +0200 Subject: [PATCH 016/109] bump PySDM requirement --- setup.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/setup.py b/setup.py index 33b0692f..7abf9b21 100644 --- a/setup.py +++ b/setup.py @@ -4,7 +4,7 @@ name='PySDM-examples', use_scm_version=True, setup_requires=['setuptools_scm'], - install_requires=['PySDM @ git+https://github.com/slayoo/PySDM@2062fce#egg=PySDM', + install_requires=['PySDM @ git+https://github.com/slayoo/PySDM@f8fc6a9#egg=PySDM', 'PyMPDATA @ git+https://github.com/atmos-cloud-sim-uj/PyMPDATA@f33d602#egg=PyMPDATA', 'pystrict>=1.1', 'matplotlib>=3.2.2', From ea131f04cb25894ab5dbb7d28c945b5b38aca140 Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Thu, 22 Apr 2021 10:53:25 +0200 Subject: [PATCH 017/109] import fix --- PySDM_examples/Yang_et_al_2018/fig_2.ipynb | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/PySDM_examples/Yang_et_al_2018/fig_2.ipynb b/PySDM_examples/Yang_et_al_2018/fig_2.ipynb index 5aafb594..35886826 100644 --- a/PySDM_examples/Yang_et_al_2018/fig_2.ipynb +++ b/PySDM_examples/Yang_et_al_2018/fig_2.ipynb @@ -38,7 +38,7 @@ "metadata": {}, "outputs": [], "source": [ - "from PySDM.backends.numba.bdf import patch_core\n", + "from PySDM.backends.numba.test_helpers.bdf import patch_core\n", "from PySDM_examples.Yang_et_al_2018.example import Simulation\n", "from PySDM_examples.Yang_et_al_2018.settings import Settings\n", "from PySDM.physics import formulae as phys\n", From 1934615661f8f0bcd5bb567dc3bd3b1977076be0 Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Thu, 22 Apr 2021 12:21:07 +0200 Subject: [PATCH 018/109] coord parameter in AS settings --- PySDM_examples/Arabas_and_Shima_2017/settings.py | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/PySDM_examples/Arabas_and_Shima_2017/settings.py b/PySDM_examples/Arabas_and_Shima_2017/settings.py index 981d4768..fd6487c6 100644 --- a/PySDM_examples/Arabas_and_Shima_2017/settings.py +++ b/PySDM_examples/Arabas_and_Shima_2017/settings.py @@ -12,8 +12,8 @@ @strict class Settings: - def __init__(self, w_avg: float, N_STP: float, r_dry: float, mass_of_dry_air: float): - self.formulae = Formulae(saturation_vapour_pressure='AugustRocheMagnus') + def __init__(self, w_avg: float, N_STP: float, r_dry: float, mass_of_dry_air: float, coord: str = 'VolumeLogarithm'): + self.formulae = Formulae(saturation_vapour_pressure='AugustRocheMagnus', condensation_coordinate=coord) self.p0 = 1000 * si.hectopascals self.RH0 = .98 From 585da6c825463446c8a446f18f0c56eebdab23ba Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Thu, 22 Apr 2021 21:45:09 +0200 Subject: [PATCH 019/109] removing drop temperature code --- PySDM_examples/Arabas_et_al_2015/settings.py | 2 -- PySDM_examples/Yang_et_al_2018/settings.py | 2 +- PySDM_examples/Yang_et_al_2018/simulation.py | 3 ++- 3 files changed, 3 insertions(+), 4 deletions(-) diff --git a/PySDM_examples/Arabas_et_al_2015/settings.py b/PySDM_examples/Arabas_et_al_2015/settings.py index c0bbcdbe..504e7d28 100644 --- a/PySDM_examples/Arabas_et_al_2015/settings.py +++ b/PySDM_examples/Arabas_et_al_2015/settings.py @@ -81,8 +81,6 @@ def __init__(self): # "relaxation": False # TODO #338 } - self.enable_particle_temperatures = False - self.mpdata_iters = 2 self.mpdata_iga = True self.mpdata_fct = True diff --git a/PySDM_examples/Yang_et_al_2018/settings.py b/PySDM_examples/Yang_et_al_2018/settings.py index 873fadc1..7a94b68c 100644 --- a/PySDM_examples/Yang_et_al_2018/settings.py +++ b/PySDM_examples/Yang_et_al_2018/settings.py @@ -38,7 +38,7 @@ def __init__(self, n_sd: int = 100, dt_output: float = 1 * si.second, dt_max: fl self.adaptive = True self.rtol_x = condensation.default_rtol_x self.rtol_thd = condensation.default_rtol_thd - self.enable_particle_temperatures = False + self.dt_cond_range = condensation.default_cond_range self.T0 = 284.3 * si.kelvin self.q0 = 7.6 * si.grams / si.kilogram diff --git a/PySDM_examples/Yang_et_al_2018/simulation.py b/PySDM_examples/Yang_et_al_2018/simulation.py index 8c60a2cb..7df7dbee 100644 --- a/PySDM_examples/Yang_et_al_2018/simulation.py +++ b/PySDM_examples/Yang_et_al_2018/simulation.py @@ -39,7 +39,8 @@ def __init__(self, settings, backend=CPU): kappa=settings.kappa, adaptive=settings.adaptive, rtol_x=settings.rtol_x, - rtol_thd=settings.rtol_thd + rtol_thd=settings.rtol_thd, + dt_cond_range=settings.dt_cond_range ) builder.add_dynamic(condensation) From b5ddb198e8788b803b3908dd31a78c1745d20985 Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Fri, 23 Apr 2021 01:44:05 +0200 Subject: [PATCH 020/109] bump PySDM req; demo fig sync --- .../Bartman_et_al_2021/demo_fig2.ipynb | 134 ++++++++++++------ setup.py | 2 +- 2 files changed, 93 insertions(+), 43 deletions(-) diff --git a/PySDM_examples/Bartman_et_al_2021/demo_fig2.ipynb b/PySDM_examples/Bartman_et_al_2021/demo_fig2.ipynb index 715cfee6..7c5f8dfe 100644 --- a/PySDM_examples/Bartman_et_al_2021/demo_fig2.ipynb +++ b/PySDM_examples/Bartman_et_al_2021/demo_fig2.ipynb @@ -46,26 +46,27 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 7, "metadata": {}, "outputs": [], "source": [ - "m = 7\n", + "tol = 1e-6\n", + "m = 2\n", "runs = (\n", - " {'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': True, 'condensation_rtol_thd': 2e-5/m/m}},\n", - " {'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': True, 'condensation_rtol_thd': 2e-5/m}},\n", - " #{'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': True, 'condensation_rtol_thd': 2e-5}},\n", - " #{'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': True, 'condensation_rtol_thd': 2e-5*m}},\n", - " {'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': False, 'condensation_substeps': 40}},\n", - " {'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': False, 'condensation_substeps': 20}},\n", - " {'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': False, 'condensation_substeps': 10}},\n", - " {'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': False, 'condensation_substeps': 5}},\n", + " {'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': True, 'condensation_rtol_thd': tol}},\n", + " {'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': True, 'condensation_rtol_thd': tol*m}},\n", + " {'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': True, 'condensation_rtol_thd': tol*m*m}},\n", + " {'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': True, 'condensation_rtol_thd': tol*m*m*m}},\n", + " {'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': False, 'condensation_substeps': 32}},\n", + " {'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': False, 'condensation_substeps': 16}},\n", + " {'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': False, 'condensation_substeps': 8}},\n", + " {'file': TemporaryFile('.nc'), 'settings': {'condensation_adaptive': False, 'condensation_substeps': 4}},\n", ")" ] }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 8, "metadata": { "scrolled": false }, @@ -73,12 +74,40 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "249058e6ab084ab78946f08fe7650565", + "model_id": "e93ebba0660241868dad86bf10c3eb58", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "FloatProgress(value=0.0, description='run 1/8', max=1.0)" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "a6447aa1cc2c4263a92373252b41e3b2", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "FloatProgress(value=0.0, description='netCDF', max=1.0)" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "ce52ba410d194c349d69a746c52850e7", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "FloatProgress(value=0.0, description='run 1/6', max=1.0)" + "FloatProgress(value=0.0, description='run 2/8', max=1.0)" ] }, "metadata": {}, @@ -87,7 +116,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "fd52916106c445c6998b47ef5ca114e0", + "model_id": "bc28f77e0342464f8bffb2268abe9f18", "version_major": 2, "version_minor": 0 }, @@ -101,28 +130,49 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "b44f2ca0c3ca4401b0c8fc90067cb44b", + "model_id": "8ef27bc5872a465fb09170af4d914d5d", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "FloatProgress(value=0.0, description='run 2/6', max=1.0)" + "FloatProgress(value=0.0, description='run 3/8', max=1.0)" ] }, "metadata": {}, "output_type": "display_data" }, { - "name": "stdout", - "output_type": "stream", - "text": [ - "failed to find interval\n" - ] + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "c7b9d3afc28745e28a328de4bd047a74", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "FloatProgress(value=0.0, description='netCDF', max=1.0)" + ] + }, + "metadata": {}, + "output_type": "display_data" }, { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "99decfb8b1dc416ab763e1fd65c279b1", + "model_id": "d957ecfc777849e4910b83965814cd2f", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "FloatProgress(value=0.0, description='run 4/8', max=1.0)" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "c0f99136e7444592866563619066e1c1", "version_major": 2, "version_minor": 0 }, @@ -136,12 +186,12 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "14299fd4ccf54d45a355d0727c32220a", + "model_id": "6596873c3e644af4b43e32efde2bfe36", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "FloatProgress(value=0.0, description='run 3/6', max=1.0)" + "FloatProgress(value=0.0, description='run 5/8', max=1.0)" ] }, "metadata": {}, @@ -150,7 +200,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "82b591db225c429f9a31de7037253025", + "model_id": "26d4defeb433485aae6958b57eee6620", "version_major": 2, "version_minor": 0 }, @@ -164,12 +214,12 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "f65016b52af84410b8728856dc11ffc7", + "model_id": "c91052cd1dde48caae0de1a57510dfed", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "FloatProgress(value=0.0, description='run 4/6', max=1.0)" + "FloatProgress(value=0.0, description='run 6/8', max=1.0)" ] }, "metadata": {}, @@ -178,7 +228,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "b8beb99c791f4d3888d529bd692758ae", + "model_id": "5d9b946833bf4174bfc74ef17974f1cb", "version_major": 2, "version_minor": 0 }, @@ -192,12 +242,12 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "cfe55af6bec44d26bc1a43b5d60eddf3", + "model_id": "a588ea4cacb343ee8e8a107a940bf94e", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "FloatProgress(value=0.0, description='run 5/6', max=1.0)" + "FloatProgress(value=0.0, description='run 7/8', max=1.0)" ] }, "metadata": {}, @@ -206,7 +256,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "44c2c1c2e2394800ab4926d9b29b9725", + "model_id": "3f53a4d646c641e0b600cde04272c1a6", "version_major": 2, "version_minor": 0 }, @@ -220,12 +270,12 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "5d9effcc49fd4bdba00993cffdfb7ccd", + "model_id": "1f457315499c4e7a9cdbdbd72d1b2609", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "FloatProgress(value=0.0, description='run 6/6', max=1.0)" + "FloatProgress(value=0.0, description='run 8/8', max=1.0)" ] }, "metadata": {}, @@ -234,7 +284,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "20e6240217e745e68acd678517a0b4f0", + "model_id": "9bed0874dea143c783b04402c557258d", "version_major": 2, "version_minor": 0 }, @@ -248,7 +298,7 @@ ], "source": [ "radius_range = (.5*si.um, 25*si.um)\n", - "dt = 30 * si.s\n", + "dt = 32 * si.s\n", "\n", "for i, run in enumerate(runs):\n", " settings = Settings()\n", @@ -290,14 +340,14 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 9, "metadata": { "scrolled": false }, "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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\n", "text/plain": [ "
" ] @@ -310,12 +360,12 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "14f7163970db4a339ecc772e551ab6aa", + "model_id": "6a7b45a0f8574188a51a265a1bf82ea8", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "HTML(value=\"./tmpxq_sujbi.pdf
\")" + "HTML(value=\"./tmpw9yghhi4.pdf
\")" ] }, "metadata": {}, @@ -326,7 +376,7 @@ "matplotlib.rcParams[\"figure.figsize\"] = (7.3, 18)\n", "\n", "colors = (\n", - " '#5940ff', '#5980ff',# '#59c0ff', '#59e0ff',\n", + " '#5940ff', '#5980ff', '#59c0ff', '#59e0ff',\n", " '#dd0000', '#dd6666', '#dd9999', '#ddcccc'\n", ")\n", "skip_steps = 30\n", @@ -337,7 +387,7 @@ " 'r_eff': (2, 18),\n", " 'dt_cond_min': (-2.5, 5.5)\n", "}\n", - "window = 6\n", + "window = 5\n", "\n", "fig, axs = pyplot.subplots(len(bin_range),1)\n", "for plot_i, var in enumerate(bin_range.keys()):\n", @@ -393,7 +443,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 6, "metadata": {}, "outputs": [], "source": [ diff --git a/setup.py b/setup.py index 7abf9b21..8f2429b1 100644 --- a/setup.py +++ b/setup.py @@ -4,7 +4,7 @@ name='PySDM-examples', use_scm_version=True, setup_requires=['setuptools_scm'], - install_requires=['PySDM @ git+https://github.com/slayoo/PySDM@f8fc6a9#egg=PySDM', + install_requires=['PySDM @ git+https://github.com/slayoo/PySDM@c960b79#egg=PySDM', 'PyMPDATA @ git+https://github.com/atmos-cloud-sim-uj/PyMPDATA@f33d602#egg=PyMPDATA', 'pystrict>=1.1', 'matplotlib>=3.2.2', From 05cbdc9583109c79128f11feb43eaf025731259a Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Fri, 23 Apr 2021 15:58:59 +0200 Subject: [PATCH 021/109] fastmath as an argument to A&S settings ctor --- PySDM_examples/Arabas_et_al_2015/settings.py | 5 +++-- 1 file changed, 3 insertions(+), 2 deletions(-) diff --git a/PySDM_examples/Arabas_et_al_2015/settings.py b/PySDM_examples/Arabas_et_al_2015/settings.py index 504e7d28..e18c0dd0 100644 --- a/PySDM_examples/Arabas_et_al_2015/settings.py +++ b/PySDM_examples/Arabas_et_al_2015/settings.py @@ -20,6 +20,7 @@ from PySDM.physics import formulae as phys from PySDM.physics.formulae import Formulae from PySDM.physics.constants import si +from PySDM.backends.numba.conf import JIT_FLAGS # from PyMPDATA import __version__ as TODO #339 @@ -29,11 +30,11 @@ class Settings: def __dir__(self) -> Iterable[str]: return 'dt', 'grid', 'size', 'n_spin_up', 'versions', 'steps_per_output_interval', 'formulae' - def __init__(self): + def __init__(self, fastmath: bool = JIT_FLAGS['fastmath']): key_packages = (PySDM, numba, numpy, scipy) self.versions = str({pkg.__name__: pkg.__version__ for pkg in key_packages}) - self.formulae = Formulae(condensation_coordinate='VolumeLogarithm') + self.formulae = Formulae(condensation_coordinate='VolumeLogarithm', fastmath=fastmath) self.condensation_rtol_x = condensation.default_rtol_x self.condensation_rtol_thd = condensation.default_rtol_thd From 1d611f46a95c3859b80342dc011aa6737f9d114f Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Sat, 24 Apr 2021 11:24:21 +0200 Subject: [PATCH 022/109] bump PySDM req --- setup.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/setup.py b/setup.py index 8f2429b1..eb9af23d 100644 --- a/setup.py +++ b/setup.py @@ -4,7 +4,7 @@ name='PySDM-examples', use_scm_version=True, setup_requires=['setuptools_scm'], - install_requires=['PySDM @ git+https://github.com/slayoo/PySDM@c960b79#egg=PySDM', + install_requires=['PySDM @ git+https://github.com/slayoo/PySDM@76554b2#egg=PySDM', 'PyMPDATA @ git+https://github.com/atmos-cloud-sim-uj/PyMPDATA@f33d602#egg=PyMPDATA', 'pystrict>=1.1', 'matplotlib>=3.2.2', From 9bf5c5420b22b9c20c295233f9f1140ef372d433 Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Sun, 25 Apr 2021 00:12:50 +0200 Subject: [PATCH 023/109] bump PySDM req; default dt cond range in AS example; --- PySDM_examples/Arabas_and_Shima_2017/settings.py | 2 +- setup.py | 2 +- 2 files changed, 2 insertions(+), 2 deletions(-) diff --git a/PySDM_examples/Arabas_and_Shima_2017/settings.py b/PySDM_examples/Arabas_and_Shima_2017/settings.py index fd6487c6..e71dbcc6 100644 --- a/PySDM_examples/Arabas_and_Shima_2017/settings.py +++ b/PySDM_examples/Arabas_and_Shima_2017/settings.py @@ -33,7 +33,7 @@ def __init__(self, w_avg: float, N_STP: float, r_dry: float, mass_of_dry_air: fl self.rtol_x = condensation.default_rtol_x self.rtol_thd = condensation.default_rtol_thd self.coord = 'volume logarithm' - self.dt_cond_range = (1e-10 * si.s, 1 * si.s) + self.dt_cond_range = condensation.default_cond_range @property def dt_max(self): diff --git a/setup.py b/setup.py index eb9af23d..508e31c3 100644 --- a/setup.py +++ b/setup.py @@ -4,7 +4,7 @@ name='PySDM-examples', use_scm_version=True, setup_requires=['setuptools_scm'], - install_requires=['PySDM @ git+https://github.com/slayoo/PySDM@76554b2#egg=PySDM', + install_requires=['PySDM @ git+https://github.com/slayoo/PySDM@b67873b#egg=PySDM', 'PyMPDATA @ git+https://github.com/atmos-cloud-sim-uj/PyMPDATA@f33d602#egg=PyMPDATA', 'pystrict>=1.1', 'matplotlib>=3.2.2', From 54bb9662c9542f9f8b09fe3a076081bfb253ed2f Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Sun, 25 Apr 2021 13:29:26 +0200 Subject: [PATCH 024/109] bump PySDM req (sigma, RH_eq) --- setup.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/setup.py b/setup.py index 508e31c3..987b00cd 100644 --- a/setup.py +++ b/setup.py @@ -4,7 +4,7 @@ name='PySDM-examples', use_scm_version=True, setup_requires=['setuptools_scm'], - install_requires=['PySDM @ git+https://github.com/slayoo/PySDM@b67873b#egg=PySDM', + install_requires=['PySDM @ git+https://github.com/slayoo/PySDM@c1cf88b#egg=PySDM', 'PyMPDATA @ git+https://github.com/atmos-cloud-sim-uj/PyMPDATA@f33d602#egg=PyMPDATA', 'pystrict>=1.1', 'matplotlib>=3.2.2', From 82d637819b5c75e1d338d86c732a9c179e30fdd1 Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Sun, 25 Apr 2021 19:59:57 +0200 Subject: [PATCH 025/109] fixing Yang example --- PySDM_examples/Yang_et_al_2018/fig_2.ipynb | 4 +++- 1 file changed, 3 insertions(+), 1 deletion(-) diff --git a/PySDM_examples/Yang_et_al_2018/fig_2.ipynb b/PySDM_examples/Yang_et_al_2018/fig_2.ipynb index 35886826..296db1e3 100644 --- a/PySDM_examples/Yang_et_al_2018/fig_2.ipynb +++ b/PySDM_examples/Yang_et_al_2018/fig_2.ipynb @@ -42,6 +42,7 @@ "from PySDM_examples.Yang_et_al_2018.example import Simulation\n", "from PySDM_examples.Yang_et_al_2018.settings import Settings\n", "from PySDM.physics import formulae as phys\n", + "import PySDM.physics.constants as const\n", "import numpy as np\n", "import os\n", "import matplotlib.pyplot as plt\n", @@ -138,7 +139,8 @@ " result['rtol_bdf'] = rtol_bdf\n", " \n", " arg_T = result['T'].reshape(-1,1).repeat(len(result['n']), axis = 1)\n", - " result['r_cr'] = phys.r_cr(settings.kappa, settings.r_dry, arg_T).transpose()\n", + " sgm = const.sgm # note: ignoring sigma dependence on T, rd, rw\n", + " result['r_cr'] = simulation.formulae.hygroscopicity.r_cr(settings.kappa, settings.r_dry, arg_T, sgm).transpose()\n", " result['ripening_rate'] = output['ripening_rate']\n", " return result" ] From e0937995fa5f7bdc2592726dc33e80c5a6fb4e7c Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Sun, 25 Apr 2021 21:00:25 +0200 Subject: [PATCH 026/109] fixing Yang example --- PySDM_examples/Yang_et_al_2018/simulation.py | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/PySDM_examples/Yang_et_al_2018/simulation.py b/PySDM_examples/Yang_et_al_2018/simulation.py index 7df7dbee..c0daca10 100644 --- a/PySDM_examples/Yang_et_al_2018/simulation.py +++ b/PySDM_examples/Yang_et_al_2018/simulation.py @@ -21,8 +21,8 @@ def __init__(self, settings, backend=CPU): while (dt_output / self.n_substeps >= settings.dt_max): self.n_substeps += 1 self.bins_edges = phys.volume(settings.r_bins_edges) - formulae = Formulae(condensation_coordinate=settings.coord, saturation_vapour_pressure='AugustRocheMagnus') - builder = Builder(backend=backend, n_sd=settings.n_sd, formulae=formulae) + self.formulae = Formulae(condensation_coordinate=settings.coord, saturation_vapour_pressure='AugustRocheMagnus') + builder = Builder(backend=backend, n_sd=settings.n_sd, formulae=self.formulae) builder.set_environment(Parcel( dt=dt_output / self.n_substeps, mass_of_dry_air=settings.mass_of_dry_air, From cc8e198e9faafc5f17453e1aa3c7ddf80482cecb Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Mon, 26 Apr 2021 00:26:59 +0200 Subject: [PATCH 027/109] sync to match formula updates --- PySDM_examples/Arabas_and_Shima_2017/simulation.py | 4 ++-- PySDM_examples/Arabas_et_al_2015/settings.py | 4 +++- PySDM_examples/Kreidenweis_et_al_2003/settings.py | 2 +- PySDM_examples/Shipway_and_Hill_2012/settings.py | 2 +- PySDM_examples/Yang_et_al_2018/simulation.py | 6 +++--- 5 files changed, 10 insertions(+), 8 deletions(-) diff --git a/PySDM_examples/Arabas_and_Shima_2017/simulation.py b/PySDM_examples/Arabas_and_Shima_2017/simulation.py index 93165395..b187c536 100644 --- a/PySDM_examples/Arabas_and_Shima_2017/simulation.py +++ b/PySDM_examples/Arabas_and_Shima_2017/simulation.py @@ -43,11 +43,11 @@ def __init__(self, settings, backend=CPU): )) attributes = {} r_dry = np.array([settings.r_dry]) - attributes['dry volume'] = phys.volume(radius=r_dry) + attributes['dry volume'] = settings.formulae.trivia.volume(radius=r_dry) attributes['n'] = np.array([settings.n_in_dv], dtype=np.int64) environment = builder.core.environment r_wet = r_wet_init(r_dry, environment, np.zeros_like(attributes['n']), settings.kappa) - attributes['volume'] = phys.volume(radius=r_wet) + attributes['volume'] = settings.formulae.trivia.volume(radius=r_wet) products = [ PySDM_products.ParticleMeanRadius(), PySDM_products.CondensationTimestepMin(), diff --git a/PySDM_examples/Arabas_et_al_2015/settings.py b/PySDM_examples/Arabas_et_al_2015/settings.py index e18c0dd0..c32f8e19 100644 --- a/PySDM_examples/Arabas_et_al_2015/settings.py +++ b/PySDM_examples/Arabas_et_al_2015/settings.py @@ -59,7 +59,9 @@ def __init__(self, fastmath: bool = JIT_FLAGS['fastmath']): self.dt = 5 * si.second self.spin_up_time = 1 * si.hour - self.v_bins = phys.volume(np.logspace(np.log10(0.001 * si.micrometre), np.log10(100 * si.micrometre), 101, endpoint=True)) + self.v_bins = self.formulae.trivia.volume( + np.logspace(np.log10(0.001 * si.micrometre), np.log10(100 * si.micrometre), 101, endpoint=True) + ) self.mode_1 = Lognormal( norm_factor=60 / si.centimetre ** 3 / const.rho_STP, diff --git a/PySDM_examples/Kreidenweis_et_al_2003/settings.py b/PySDM_examples/Kreidenweis_et_al_2003/settings.py index 446c1d90..d9623c09 100644 --- a/PySDM_examples/Kreidenweis_et_al_2003/settings.py +++ b/PySDM_examples/Kreidenweis_et_al_2003/settings.py @@ -64,7 +64,7 @@ def __init__(self, dt: float, n_sd: int, n_substep: int, self.starting_amounts = { "moles_"+k: - phys.volume(self.r_dry) * self.DRY_RHO / (Substance.from_formula("NH4HSO4").mass * si.gram / si.mole) + self.formulae.trivia.volume(self.r_dry) * self.DRY_RHO / (Substance.from_formula("NH4HSO4").mass * si.gram / si.mole) if k in ("N_mIII", "S_VI") else np.zeros(self.n_sd) for k in AQUEOUS_COMPOUNDS.keys() diff --git a/PySDM_examples/Shipway_and_Hill_2012/settings.py b/PySDM_examples/Shipway_and_Hill_2012/settings.py index 0e249e87..6576aa61 100644 --- a/PySDM_examples/Shipway_and_Hill_2012/settings.py +++ b/PySDM_examples/Shipway_and_Hill_2012/settings.py @@ -63,7 +63,7 @@ def drhod_dz(z, rhod): self.condensation_adaptive = True self.coalescence_adaptive = True - self.v_bin_edges = phys.volume(np.logspace(np.log10(0.001 * si.um), np.log10(100 * si.um), 101, endpoint=True)) + self.v_bin_edges = self.formulae.trivia.volume(np.logspace(np.log10(0.001 * si.um), np.log10(100 * si.um), 101, endpoint=True)) self.cloud_water_radius_range = [1 * si.um, 50 * si.um] self.rain_water_radius_range = [50 * si.um, np.inf * si.um] diff --git a/PySDM_examples/Yang_et_al_2018/simulation.py b/PySDM_examples/Yang_et_al_2018/simulation.py index c0daca10..34b70b25 100644 --- a/PySDM_examples/Yang_et_al_2018/simulation.py +++ b/PySDM_examples/Yang_et_al_2018/simulation.py @@ -20,8 +20,8 @@ def __init__(self, settings, backend=CPU): self.n_substeps = 1 # TODO #334 use condensation substeps while (dt_output / self.n_substeps >= settings.dt_max): self.n_substeps += 1 - self.bins_edges = phys.volume(settings.r_bins_edges) self.formulae = Formulae(condensation_coordinate=settings.coord, saturation_vapour_pressure='AugustRocheMagnus') + self.bins_edges = self.formulae.trivia.volume(settings.r_bins_edges) builder = Builder(backend=backend, n_sd=settings.n_sd, formulae=self.formulae) builder.set_environment(Parcel( dt=dt_output / self.n_substeps, @@ -45,7 +45,7 @@ def __init__(self, settings, backend=CPU): builder.add_dynamic(condensation) products = [ - PySDM_products.ParticlesWetSizeSpectrum(v_bins=phys.volume(settings.r_bins_edges)), + PySDM_products.ParticlesWetSizeSpectrum(v_bins=self.formulae.trivia.volume(settings.r_bins_edges)), PySDM_products.CondensationTimestepMin(), PySDM_products.CondensationTimestepMax(), PySDM_products.RipeningRate() @@ -65,7 +65,7 @@ def save(self, output): cell_id = 0 output["r_bins_values"].append(self.core.products["Particles Wet Size Spectrum"].get()) volume = self.core.particles['volume'].to_ndarray() - output["r"].append(phys.radius(volume=volume)) + output["r"].append(self.formulae.trivia.radius(volume=volume)) output["S"].append(self.core.environment["RH"][cell_id] - 1) output["qv"].append(self.core.environment["qv"][cell_id]) output["T"].append(self.core.environment["T"][cell_id]) From 0ab8d34d6c9ef80411728c48394e9596edd961e8 Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Mon, 26 Apr 2021 00:31:28 +0200 Subject: [PATCH 028/109] sync to match formula updates (vol/rad in trivia) --- setup.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/setup.py b/setup.py index 987b00cd..9d8d6eae 100644 --- a/setup.py +++ b/setup.py @@ -4,7 +4,7 @@ name='PySDM-examples', use_scm_version=True, setup_requires=['setuptools_scm'], - install_requires=['PySDM @ git+https://github.com/slayoo/PySDM@c1cf88b#egg=PySDM', + install_requires=['PySDM @ git+https://github.com/slayoo/PySDM@8e5fdb6#egg=PySDM', 'PyMPDATA @ git+https://github.com/atmos-cloud-sim-uj/PyMPDATA@f33d602#egg=PyMPDATA', 'pystrict>=1.1', 'matplotlib>=3.2.2', From 2ab0c9919556dd99042b13cdb4c4535e49427fe6 Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Mon, 26 Apr 2021 08:49:24 +0200 Subject: [PATCH 029/109] fixes --- PySDM_examples/Arabas_et_al_2015/demo_viewer.py | 2 +- PySDM_examples/Shima_et_al_2009/example.py | 2 +- PySDM_examples/Shima_et_al_2009/settings.py | 6 ++++-- 3 files changed, 6 insertions(+), 4 deletions(-) diff --git a/PySDM_examples/Arabas_et_al_2015/demo_viewer.py b/PySDM_examples/Arabas_et_al_2015/demo_viewer.py index 019a2823..5a85bca8 100644 --- a/PySDM_examples/Arabas_et_al_2015/demo_viewer.py +++ b/PySDM_examples/Arabas_et_al_2015/demo_viewer.py @@ -43,7 +43,7 @@ def reinit(self, products): if len(val.shape) == 2 ] - r_bins = phys.radius(volume=self.settings.v_bins) + r_bins = self.settings.formulae.trivia.radius(volume=self.settings.v_bins) const.convert_to(r_bins, const.si.micrometres) self.spectrumOutput = Output() with self.spectrumOutput: diff --git a/PySDM_examples/Shima_et_al_2009/example.py b/PySDM_examples/Shima_et_al_2009/example.py index 19f3105b..034073f8 100644 --- a/PySDM_examples/Shima_et_al_2009/example.py +++ b/PySDM_examples/Shima_et_al_2009/example.py @@ -17,7 +17,7 @@ def run(settings, backend=CPU, observers=()): - builder = Builder(n_sd=settings.n_sd, backend=backend) + builder = Builder(n_sd=settings.n_sd, backend=backend, formulae=settings.formulae) builder.set_environment(Box(dv=settings.dv, dt=settings.dt)) attributes = {} attributes['volume'], attributes['n'] = ConstantMultiplicity(settings.spectrum).sample(settings.n_sd) diff --git a/PySDM_examples/Shima_et_al_2009/settings.py b/PySDM_examples/Shima_et_al_2009/settings.py index c5313ca7..64905961 100644 --- a/PySDM_examples/Shima_et_al_2009/settings.py +++ b/PySDM_examples/Shima_et_al_2009/settings.py @@ -6,16 +6,18 @@ from PySDM.initialisation.spectra import Exponential from PySDM.physics.coalescence_kernels import Golovin from PySDM.physics.constants import si -from PySDM.physics.formulae import volume +from PySDM.physics.formulae import Formulae from pystrict import strict +@strict class Settings: def __init__(self): + self.formulae = Formulae() self.n_sd = 2 ** 13 self.n_part = 2 ** 23 / si.metre**3 - self.X0 = volume(radius=30.531 * si.micrometres) + self.X0 = self.formulae.trivia.volume(radius=30.531 * si.micrometres) self.dv = 1e6 * si.metres**3 self.norm_factor = self.n_part * self.dv self.rho = 1000 * si.kilogram / si.metre**3 From ee37d0495c023bf64a318553be06d0d14e1e9759 Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Mon, 26 Apr 2021 20:14:27 +0200 Subject: [PATCH 030/109] GH job name --- .github/workflows/main.yml | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/.github/workflows/main.yml b/.github/workflows/main.yml index 0f576df1..bb5ae671 100644 --- a/.github/workflows/main.yml +++ b/.github/workflows/main.yml @@ -1,4 +1,4 @@ -name: Build Status +name: PySDM-examples defaults: run: From d7b22c9d864bd095bcc4ff5dd8e0f9bcb00450fc Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Mon, 26 Apr 2021 20:14:55 +0200 Subject: [PATCH 031/109] syncing S&H with formulae API update --- PySDM_examples/Shipway_and_Hill_2012/settings.py | 3 +-- 1 file changed, 1 insertion(+), 2 deletions(-) diff --git a/PySDM_examples/Shipway_and_Hill_2012/settings.py b/PySDM_examples/Shipway_and_Hill_2012/settings.py index 6576aa61..dbfa5d5e 100644 --- a/PySDM_examples/Shipway_and_Hill_2012/settings.py +++ b/PySDM_examples/Shipway_and_Hill_2012/settings.py @@ -5,7 +5,6 @@ from scipy.interpolate import interp1d from scipy.integrate import solve_ivp from PySDM.initialisation.spectra import Lognormal -from PySDM.physics.formulae import temperature_pressure_pv from PySDM.dynamics import condensation from PySDM.physics.formulae import Formulae from pystrict import strict @@ -43,7 +42,7 @@ def __init__(self, n_sd_per_gridbox: int, w_1: float = 2*si.m/si.s, dt: float = self.rhod0 = phys.ThStd.rho_d(p0, self.qv(0), self._th(0)) def drhod_dz(z, rhod): - T, p, _ = temperature_pressure_pv(rhod[0], self.thd(z), self.qv(z)) + T, p, _ = self.formulae.state_variable_triplet.temperature_pressure_pv(rhod[0], self.thd(z), self.qv(z)) lv = self.formulae.latent_heat.lv(T) return phys.Hydrostatic.drho_dz(g, p, T, self.qv(z), lv) From 820724f5ffc84dcff8cd5eb477b5d46090d7163c Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Mon, 26 Apr 2021 20:19:02 +0200 Subject: [PATCH 032/109] bump PySDM req --- setup.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/setup.py b/setup.py index 9d8d6eae..80899bfd 100644 --- a/setup.py +++ b/setup.py @@ -4,7 +4,7 @@ name='PySDM-examples', use_scm_version=True, setup_requires=['setuptools_scm'], - install_requires=['PySDM @ git+https://github.com/slayoo/PySDM@8e5fdb6#egg=PySDM', + install_requires=['PySDM @ git+https://github.com/slayoo/PySDM@7f6dda1#egg=PySDM', 'PyMPDATA @ git+https://github.com/atmos-cloud-sim-uj/PyMPDATA@f33d602#egg=PyMPDATA', 'pystrict>=1.1', 'matplotlib>=3.2.2', From 812013d6038ecd9a55b8984cd823e742f1489077 Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Tue, 27 Apr 2021 16:49:32 +0200 Subject: [PATCH 033/109] fixing settings in S&H example --- PySDM_examples/Shipway_and_Hill_2012/settings.py | 3 ++- 1 file changed, 2 insertions(+), 1 deletion(-) diff --git a/PySDM_examples/Shipway_and_Hill_2012/settings.py b/PySDM_examples/Shipway_and_Hill_2012/settings.py index dbfa5d5e..c0f78565 100644 --- a/PySDM_examples/Shipway_and_Hill_2012/settings.py +++ b/PySDM_examples/Shipway_and_Hill_2012/settings.py @@ -42,7 +42,8 @@ def __init__(self, n_sd_per_gridbox: int, w_1: float = 2*si.m/si.s, dt: float = self.rhod0 = phys.ThStd.rho_d(p0, self.qv(0), self._th(0)) def drhod_dz(z, rhod): - T, p, _ = self.formulae.state_variable_triplet.temperature_pressure_pv(rhod[0], self.thd(z), self.qv(z)) + T = self.formulae.state_variable_triplet.T(rhod[0], self.thd(z)) + p = self.formulae.state_variable_triplet.p(rhod[0], T, self.qv(z)) lv = self.formulae.latent_heat.lv(T) return phys.Hydrostatic.drho_dz(g, p, T, self.qv(z), lv) From b1e52c28a2083a2dc6c5cabf5b9688ea9caad81e Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Tue, 27 Apr 2021 22:32:05 +0200 Subject: [PATCH 034/109] bump PySDM req --- setup.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/setup.py b/setup.py index 80899bfd..be5d9a72 100644 --- a/setup.py +++ b/setup.py @@ -4,7 +4,7 @@ name='PySDM-examples', use_scm_version=True, setup_requires=['setuptools_scm'], - install_requires=['PySDM @ git+https://github.com/slayoo/PySDM@7f6dda1#egg=PySDM', + install_requires=['PySDM @ git+https://github.com/slayoo/PySDM@bff6df4#egg=PySDM', 'PyMPDATA @ git+https://github.com/atmos-cloud-sim-uj/PyMPDATA@f33d602#egg=PyMPDATA', 'pystrict>=1.1', 'matplotlib>=3.2.2', From 5a3dfee48086f2de50c3d176eba897211b3fea31 Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Thu, 29 Apr 2021 18:47:22 +0200 Subject: [PATCH 035/109] fixing Berry settings (volume) --- PySDM_examples/Berry_1967/settings.py | 10 +++++----- 1 file changed, 5 insertions(+), 5 deletions(-) diff --git a/PySDM_examples/Berry_1967/settings.py b/PySDM_examples/Berry_1967/settings.py index 9bf20bb2..7b468dba 100644 --- a/PySDM_examples/Berry_1967/settings.py +++ b/PySDM_examples/Berry_1967/settings.py @@ -5,20 +5,20 @@ import numpy as np from PySDM.initialisation.spectra import Exponential from PySDM.physics.coalescence_kernels import Geometric -from PySDM.physics.constants import si -from PySDM.physics import formulae as phys +from PySDM.physics import si, Formulae from pystrict import strict @strict class Settings: def __init__(self): - self.init_x_min = phys.volume(radius=3.94 * si.micrometre) - self.init_x_max = phys.volume(radius=25 * si.micrometres) + self.formulae = Formulae() + self.init_x_min = self.formulae.trivia.volume(radius=3.94 * si.micrometre) + self.init_x_max = self.formulae.trivia.volume(radius=25 * si.micrometres) self.n_sd = 2 ** 13 self.n_part = 239 / si.cm**3 - self.X0 = phys.volume(radius=10 * si.micrometres) + self.X0 = self.formulae.trivia.volume(radius=10 * si.micrometres) self.dv = 1e1 * si.metres**3 # TODO #336 1e6 do not work with ThrustRTC (overflow?) self.norm_factor = self.n_part * self.dv self.rho = 1000 * si.kilogram / si.metre**3 From fb74148dcb8bb321982b940178d080d88d517770 Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Thu, 29 Apr 2021 19:07:11 +0200 Subject: [PATCH 036/109] bump PySDM req --- setup.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/setup.py b/setup.py index be5d9a72..e159929a 100644 --- a/setup.py +++ b/setup.py @@ -4,7 +4,7 @@ name='PySDM-examples', use_scm_version=True, setup_requires=['setuptools_scm'], - install_requires=['PySDM @ git+https://github.com/slayoo/PySDM@bff6df4#egg=PySDM', + install_requires=['PySDM @ git+https://github.com/slayoo/PySDM@09158e0#egg=PySDM', 'PyMPDATA @ git+https://github.com/atmos-cloud-sim-uj/PyMPDATA@f33d602#egg=PyMPDATA', 'pystrict>=1.1', 'matplotlib>=3.2.2', From a34dbdd26523e437dcf8c69e823378a6817b25c5 Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Fri, 30 Apr 2021 00:08:49 +0200 Subject: [PATCH 037/109] sync with PySDM (displacement scheme) --- PySDM_examples/Arabas_et_al_2015/simulation.py | 1 - 1 file changed, 1 deletion(-) diff --git a/PySDM_examples/Arabas_et_al_2015/simulation.py b/PySDM_examples/Arabas_et_al_2015/simulation.py index 84a830b8..2695860c 100644 --- a/PySDM_examples/Arabas_et_al_2015/simulation.py +++ b/PySDM_examples/Arabas_et_al_2015/simulation.py @@ -97,7 +97,6 @@ def reinit(self, products=None): if self.settings.processes["particle advection"]: displacement = Displacement( courant_field=fields.courant_field, - scheme='FTBS', enable_sedimentation=self.settings.processes["sedimentation"]) builder.add_dynamic(displacement) products.append(PySDM_products.SurfacePrecipitation()) # TODO #37 ditto From 5507c52eff033ba92a9c7820517bf86ea102a19b Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Fri, 30 Apr 2021 00:10:46 +0200 Subject: [PATCH 038/109] bump PySDM req. --- setup.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/setup.py b/setup.py index e159929a..1618d041 100644 --- a/setup.py +++ b/setup.py @@ -4,7 +4,7 @@ name='PySDM-examples', use_scm_version=True, setup_requires=['setuptools_scm'], - install_requires=['PySDM @ git+https://github.com/slayoo/PySDM@09158e0#egg=PySDM', + install_requires=['PySDM @ git+https://github.com/slayoo/PySDM@6d1716d#egg=PySDM', 'PyMPDATA @ git+https://github.com/atmos-cloud-sim-uj/PyMPDATA@f33d602#egg=PyMPDATA', 'pystrict>=1.1', 'matplotlib>=3.2.2', From 0e7cb2948ca67667836d2c92423632604a605342 Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Mon, 3 May 2021 00:34:39 +0200 Subject: [PATCH 039/109] th_dry API sync --- PySDM_examples/Arabas_et_al_2015/settings.py | 2 +- PySDM_examples/Shipway_and_Hill_2012/settings.py | 2 +- setup.py | 2 +- 3 files changed, 3 insertions(+), 3 deletions(-) diff --git a/PySDM_examples/Arabas_et_al_2015/settings.py b/PySDM_examples/Arabas_et_al_2015/settings.py index c32f8e19..3906b09d 100644 --- a/PySDM_examples/Arabas_et_al_2015/settings.py +++ b/PySDM_examples/Arabas_et_al_2015/settings.py @@ -117,7 +117,7 @@ def output_steps(self) -> np.ndarray: @property def field_values(self): return { - 'th': phys.th_dry(self.th_std0, self.qv0), + 'th': self.formulae.state_variable_triplet.th_dry(self.th_std0, self.qv0), 'qv': self.qv0 } diff --git a/PySDM_examples/Shipway_and_Hill_2012/settings.py b/PySDM_examples/Shipway_and_Hill_2012/settings.py index c0f78565..4bbf991d 100644 --- a/PySDM_examples/Shipway_and_Hill_2012/settings.py +++ b/PySDM_examples/Shipway_and_Hill_2012/settings.py @@ -35,7 +35,7 @@ def __init__(self, n_sd_per_gridbox: int, w_1: float = 2*si.m/si.s, dt: float = self._th = interp1d((0, 740, 3260), (297.9, 297.9, 312.66)) self.qv = interp1d((0, 740, 3260), (.015, .0138, .0024)) # TODO #414: is initial particle water included in initial qv? (q1 logic) - self.thd = lambda z: phys.th_dry(self._th(z), self.qv(z)) + self.thd = lambda z: self.formulae.state_variable_triplet.th_dry(self._th(z), self.qv(z)) p0 = 975 * si.hPa # TODO #414: not in the paper? g = const.g_std diff --git a/setup.py b/setup.py index 1618d041..a877eb30 100644 --- a/setup.py +++ b/setup.py @@ -4,7 +4,7 @@ name='PySDM-examples', use_scm_version=True, setup_requires=['setuptools_scm'], - install_requires=['PySDM @ git+https://github.com/slayoo/PySDM@6d1716d#egg=PySDM', + install_requires=['PySDM @ git+https://github.com/slayoo/PySDM@0abd64d#egg=PySDM', 'PyMPDATA @ git+https://github.com/atmos-cloud-sim-uj/PyMPDATA@f33d602#egg=PyMPDATA', 'pystrict>=1.1', 'matplotlib>=3.2.2', From 46c8169b5c0893069278373a097bf7682e516569 Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Tue, 4 May 2021 01:02:37 +0200 Subject: [PATCH 040/109] formulae API sync --- PySDM_examples/Arabas_et_al_2015/settings.py | 4 ++-- PySDM_examples/Shima_et_al_2009/spectrum_plotter.py | 5 ++--- PySDM_examples/Shipway_and_Hill_2012/settings.py | 4 ++-- 3 files changed, 6 insertions(+), 7 deletions(-) diff --git a/PySDM_examples/Arabas_et_al_2015/settings.py b/PySDM_examples/Arabas_et_al_2015/settings.py index 3906b09d..61a48a70 100644 --- a/PySDM_examples/Arabas_et_al_2015/settings.py +++ b/PySDM_examples/Arabas_et_al_2015/settings.py @@ -130,6 +130,6 @@ def stream_function(self, xX, zZ): return - self.rho_w_max * X / np.pi * np.sin(np.pi * zZ) * np.cos(2 * np.pi * xX) def rhod(self, zZ): - p = phys.Hydrostatic.p_of_z_assuming_const_th_and_qv(self.g, self.p0, self.th_std0, self.qv0, z=zZ * self.size[-1]) - rhod = phys.ThStd.rho_d(p, self.qv0, self.th_std0) + p = self.formulae.hydrostatics.p_of_z_assuming_const_th_and_qv(self.g, self.p0, self.th_std0, self.qv0, z=zZ * self.size[-1]) + rhod = self.formulae.state_variable_triplet.rho_d(p, self.qv0, self.th_std0) return rhod diff --git a/PySDM_examples/Shima_et_al_2009/spectrum_plotter.py b/PySDM_examples/Shima_et_al_2009/spectrum_plotter.py index c0522d52..9be8c8f2 100644 --- a/PySDM_examples/Shima_et_al_2009/spectrum_plotter.py +++ b/PySDM_examples/Shima_et_al_2009/spectrum_plotter.py @@ -5,7 +5,6 @@ import numpy as np from matplotlib import pyplot from PySDM.physics.constants import si -from PySDM.physics import formulae as phys from .error_measure import error_measure from ..utils.show_plot import show_plot from distutils.version import StrictVersion @@ -91,7 +90,7 @@ def plot_analytic_solution(self, settings, t, spectrum=None): x=x, t=t, x_0=settings.X0, N_0=settings.n_part ) - volume_bins_edges = phys.volume(settings.radius_bins_edges) + volume_bins_edges = self.settings.formulae.trivia.volume(settings.radius_bins_edges) dm = np.diff(volume_bins_edges) dr = np.diff(settings.radius_bins_edges) @@ -102,7 +101,7 @@ def plot_analytic_solution(self, settings, t, spectrum=None): pdf_r_y = pdf_m_y * dm / dr * pdf_r_x x = pdf_r_x * si.metres / si.micrometres - y_true = pdf_r_y * phys.volume(radius=pdf_r_x) * settings.rho / settings.dv * si.kilograms / si.grams + y_true = pdf_r_y * self.settings.formulae.trivia.volume(radius=pdf_r_x) * settings.rho / settings.dv * si.kilograms / si.grams self.ax.plot(x, y_true, color='black') diff --git a/PySDM_examples/Shipway_and_Hill_2012/settings.py b/PySDM_examples/Shipway_and_Hill_2012/settings.py index 4bbf991d..bb3e3b28 100644 --- a/PySDM_examples/Shipway_and_Hill_2012/settings.py +++ b/PySDM_examples/Shipway_and_Hill_2012/settings.py @@ -39,13 +39,13 @@ def __init__(self, n_sd_per_gridbox: int, w_1: float = 2*si.m/si.s, dt: float = p0 = 975 * si.hPa # TODO #414: not in the paper? g = const.g_std - self.rhod0 = phys.ThStd.rho_d(p0, self.qv(0), self._th(0)) + self.rhod0 = self.formulae.state_variable_triplet.rho_d(p0, self.qv(0), self._th(0)) def drhod_dz(z, rhod): T = self.formulae.state_variable_triplet.T(rhod[0], self.thd(z)) p = self.formulae.state_variable_triplet.p(rhod[0], T, self.qv(z)) lv = self.formulae.latent_heat.lv(T) - return phys.Hydrostatic.drho_dz(g, p, T, self.qv(z), lv) + return self.formulae.hydrostatics.drho_dz(g, p, T, self.qv(z), lv) z_points = np.arange(0, self.z_max, self.dz / 2) rhod_solution = solve_ivp( From 78177410dc275e7e72a9dbaf63c1c6b61e7a0b82 Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Tue, 4 May 2021 01:09:49 +0200 Subject: [PATCH 041/109] formulae API sync - PySDM version bump --- setup.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/setup.py b/setup.py index a877eb30..cebc4bb6 100644 --- a/setup.py +++ b/setup.py @@ -4,7 +4,7 @@ name='PySDM-examples', use_scm_version=True, setup_requires=['setuptools_scm'], - install_requires=['PySDM @ git+https://github.com/slayoo/PySDM@0abd64d#egg=PySDM', + install_requires=['PySDM @ git+https://github.com/slayoo/PySDM@2b23902#egg=PySDM', 'PyMPDATA @ git+https://github.com/atmos-cloud-sim-uj/PyMPDATA@f33d602#egg=PyMPDATA', 'pystrict>=1.1', 'matplotlib>=3.2.2', From 1c620fd1a8c14d3b9dac429f6b68030279902f12 Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Wed, 5 May 2021 11:45:10 +0200 Subject: [PATCH 042/109] formulae controls in demo_settings --- .../Arabas_et_al_2015/demo_settings.py | 28 ++++++++++++++++++- 1 file changed, 27 insertions(+), 1 deletion(-) diff --git a/PySDM_examples/Arabas_et_al_2015/demo_settings.py b/PySDM_examples/Arabas_et_al_2015/demo_settings.py index 546132bf..f0d8b02c 100644 --- a/PySDM_examples/Arabas_et_al_2015/demo_settings.py +++ b/PySDM_examples/Arabas_et_al_2015/demo_settings.py @@ -4,9 +4,11 @@ from ..utils.widgets import IntSlider, FloatSlider, VBox, Checkbox, Accordion, Dropdown from PySDM_examples.Arabas_et_al_2015.settings import Settings +from PySDM import physics import numpy as np import numba import os +import inspect class DemoSettings: @@ -55,9 +57,23 @@ def __init__(self): Checkbox(value=settings.mpdata_iga, description=self.iga_description), IntSlider(value=settings.mpdata_iters, description=self.nit_description, min=1, max=5) ] + self.ui_formulae_options = [ + Dropdown( + description=k, + options=physics.formulae._choices(getattr(physics, k)).keys(), + value=v.default + ) + for k, v in inspect.signature(physics.Formulae.__init__).parameters.items() + if k not in ('self', 'fastmath') + ] + self.ui_formulae_options.append( + Checkbox( + value=inspect.signature(physics.Formulae.__init__).parameters['fastmath'].default, + description='fastmath' + ) + ) # TODO #37 - self.formulae = settings.formulae self.v_bins = settings.v_bins self.n_sd = settings.n_sd self.size = settings.size @@ -78,6 +94,12 @@ def __init__(self): self.output_interval = settings.output_interval self.versions = settings.versions + @property + def formulae(self) -> physics.Formulae: + return physics.Formulae( + **{widget.description: widget.value for widget in self.ui_formulae_options} + ) + @property def steps_per_output_interval(self) -> int: return int(self.output_interval / self.ui_dt.value) @@ -181,8 +203,12 @@ def box(self): self.ui_condensation_rtol_x, self.ui_condensation_rtol_thd, self.ui_condensation_adaptive, self.ui_coalescence_adaptive, *self.ui_mpdata_options]), + VBox([ + *self.ui_formulae_options + ]) ]) layout.set_title(0, 'environment parameters') layout.set_title(1, 'processes') layout.set_title(2, 'discretisation') + layout.set_title(3, 'physics') return layout From 6494e2c1e71a7b2fe673af44c4be93cc2fbedc9a Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Wed, 5 May 2021 12:36:11 +0200 Subject: [PATCH 043/109] more settings exposed in the ICMW gui --- .../Arabas_et_al_2015/demo_settings.py | 44 +++++++++++++------ PySDM_examples/Arabas_et_al_2015/settings.py | 16 ++----- 2 files changed, 35 insertions(+), 25 deletions(-) diff --git a/PySDM_examples/Arabas_et_al_2015/demo_settings.py b/PySDM_examples/Arabas_et_al_2015/demo_settings.py index f0d8b02c..77417af3 100644 --- a/PySDM_examples/Arabas_et_al_2015/demo_settings.py +++ b/PySDM_examples/Arabas_et_al_2015/demo_settings.py @@ -16,6 +16,7 @@ class DemoSettings: def __init__(self): settings = Settings() + self.ui_th_std0 = FloatSlider(description="$\\theta_0$ [K]", value=settings.th_std0, min=280, max=300) self.ui_qv0 = FloatSlider(description="q$_{v0}$ [g/kg]", value=settings.qv0 * 1000, min=5, max=10) self.ui_p0 = FloatSlider(description="p$_0$ [hPa]", value=settings.p0 / 100, min=900, max=1100) @@ -72,27 +73,44 @@ def __init__(self): description='fastmath' ) ) + self.ui_output_options = { + 'interval': IntSlider(description='interval [s]', value=settings.output_interval, min=30, max=60*15), + 'aerosol_radius_threshold': FloatSlider( + description='aerosol/cloud threshold [um]', + value=settings.aerosol_radius_threshold / physics.si.um, + min=.1, max=1, step=.1), + 'drizzle_radius_threshold': IntSlider( + description='cloud/drizzle threshold [um]', + value=settings.drizzle_radius_threshold / physics.si.um, + min=10, max=100, step=5) + } # TODO #37 self.v_bins = settings.v_bins - self.n_sd = settings.n_sd self.size = settings.size - self.rhod = settings.rhod - self.field_values = settings.field_values - self.aerosol_radius_threshold = settings.aerosol_radius_threshold - self.drizzle_radius_threshold = settings.drizzle_radius_threshold - self.stream_function = settings.stream_function self.condensation_substeps = settings.condensation_substeps self.condensation_dt_cond_range = settings.condensation_dt_cond_range self.condensation_schedule = settings.condensation_schedule self.kernel = settings.kernel self.spectrum_per_mass_of_dry_air = settings.spectrum_per_mass_of_dry_air - self.n_spin_up = settings.n_spin_up self.coalescence_dt_coal_range = settings.coalescence_dt_coal_range self.coalescence_optimized_random = settings.coalescence_optimized_random self.coalescence_substeps = settings.coalescence_substeps - self.output_interval = settings.output_interval - self.versions = settings.versions + + for attr in ('n_sd', 'rhod', 'field_values', 'versions', 'n_spin_up', 'stream_function'): + setattr(self, attr, getattr(settings, attr)) + + @property + def aerosol_radius_threshold(self): + return self.ui_output_options['aerosol_radius_threshold'].value * physics.si.um + + @property + def drizzle_radius_threshold(self): + return self.ui_output_options['drizzle_radius_threshold'].value * physics.si.um + + @property + def output_interval(self): + return self.ui_output_options['interval'].value @property def formulae(self) -> physics.Formulae: @@ -203,12 +221,12 @@ def box(self): self.ui_condensation_rtol_x, self.ui_condensation_rtol_thd, self.ui_condensation_adaptive, self.ui_coalescence_adaptive, *self.ui_mpdata_options]), - VBox([ - *self.ui_formulae_options - ]) + VBox([*self.ui_formulae_options]), + VBox([*self.ui_output_options.values()]) ]) - layout.set_title(0, 'environment parameters') + layout.set_title(0, 'environment') layout.set_title(1, 'processes') layout.set_title(2, 'discretisation') layout.set_title(3, 'physics') + layout.set_title(4, 'output') return layout diff --git a/PySDM_examples/Arabas_et_al_2015/settings.py b/PySDM_examples/Arabas_et_al_2015/settings.py index 61a48a70..ccdf33f8 100644 --- a/PySDM_examples/Arabas_et_al_2015/settings.py +++ b/PySDM_examples/Arabas_et_al_2015/settings.py @@ -3,23 +3,15 @@ """ from typing import Iterable - import numba -import numpy -import numpy as np +import numpy, numpy as np import scipy from pystrict import strict - import PySDM -from PySDM.dynamics import condensation -from PySDM.dynamics import coalescence +from PySDM.dynamics import condensation, coalescence from PySDM.physics.coalescence_kernels import Geometric -from PySDM.initialisation.spectra import Lognormal -from PySDM.initialisation.spectra import Sum -from PySDM.physics import constants as const -from PySDM.physics import formulae as phys -from PySDM.physics.formulae import Formulae -from PySDM.physics.constants import si +from PySDM.initialisation.spectra import Lognormal, Sum +from PySDM.physics import si, Formulae, constants as const from PySDM.backends.numba.conf import JIT_FLAGS From 5eb62269bac61767778b62f408065ec80d72e5f7 Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Wed, 5 May 2021 14:11:52 +0200 Subject: [PATCH 044/109] fixes + bump PySDM req --- PySDM_examples/Arabas_and_Shima_2017/simulation.py | 2 +- setup.py | 2 +- tests/test_Arabas_et_al_2015_export.py | 2 +- 3 files changed, 3 insertions(+), 3 deletions(-) diff --git a/PySDM_examples/Arabas_and_Shima_2017/simulation.py b/PySDM_examples/Arabas_and_Shima_2017/simulation.py index b187c536..874052af 100644 --- a/PySDM_examples/Arabas_and_Shima_2017/simulation.py +++ b/PySDM_examples/Arabas_and_Shima_2017/simulation.py @@ -46,7 +46,7 @@ def __init__(self, settings, backend=CPU): attributes['dry volume'] = settings.formulae.trivia.volume(radius=r_dry) attributes['n'] = np.array([settings.n_in_dv], dtype=np.int64) environment = builder.core.environment - r_wet = r_wet_init(r_dry, environment, np.zeros_like(attributes['n']), settings.kappa) + r_wet = r_wet_init(r_dry, environment, kappa=settings.kappa) attributes['volume'] = settings.formulae.trivia.volume(radius=r_wet) products = [ PySDM_products.ParticleMeanRadius(), diff --git a/setup.py b/setup.py index cebc4bb6..0a1a7407 100644 --- a/setup.py +++ b/setup.py @@ -4,7 +4,7 @@ name='PySDM-examples', use_scm_version=True, setup_requires=['setuptools_scm'], - install_requires=['PySDM @ git+https://github.com/slayoo/PySDM@2b23902#egg=PySDM', + install_requires=['PySDM @ git+https://github.com/slayoo/PySDM@8a76fa7#egg=PySDM', 'PyMPDATA @ git+https://github.com/atmos-cloud-sim-uj/PyMPDATA@f33d602#egg=PyMPDATA', 'pystrict>=1.1', 'matplotlib>=3.2.2', diff --git a/tests/test_Arabas_et_al_2015_export.py b/tests/test_Arabas_et_al_2015_export.py index 6034c3dc..982b698b 100644 --- a/tests/test_Arabas_et_al_2015_export.py +++ b/tests/test_Arabas_et_al_2015_export.py @@ -12,7 +12,7 @@ def test_Arabas_et_al_2015_export(): settings = DemoSettings() settings.ui_simulation_time = IntSlider(value=10) settings.ui_dt = IntSlider(value=10) - settings.output_interval = settings.ui_dt.value + settings.ui_output_options['interval'] = IntSlider(value= settings.ui_dt.value) assert settings.n_steps == 1 assert len(settings.output_steps) == 2 and settings.output_steps[-1] == 1 From c19b5d6addf996a7dcf9e4146214391ac7afe4d7 Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Wed, 5 May 2021 14:52:42 +0200 Subject: [PATCH 045/109] bump PySDM req --- setup.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/setup.py b/setup.py index 0a1a7407..e59574e0 100644 --- a/setup.py +++ b/setup.py @@ -4,7 +4,7 @@ name='PySDM-examples', use_scm_version=True, setup_requires=['setuptools_scm'], - install_requires=['PySDM @ git+https://github.com/slayoo/PySDM@8a76fa7#egg=PySDM', + install_requires=['PySDM @ git+https://github.com/slayoo/PySDM@a53334c#egg=PySDM', 'PyMPDATA @ git+https://github.com/atmos-cloud-sim-uj/PyMPDATA@f33d602#egg=PyMPDATA', 'pystrict>=1.1', 'matplotlib>=3.2.2', From 8bc6fa44f826b0cca9d80c79be19e788c1247d4a Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Wed, 5 May 2021 23:08:56 +0200 Subject: [PATCH 046/109] fix simulation.py for S&H example --- PySDM_examples/Shipway_and_Hill_2012/simulation.py | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/PySDM_examples/Shipway_and_Hill_2012/simulation.py b/PySDM_examples/Shipway_and_Hill_2012/simulation.py index 67a3c25e..4804b401 100644 --- a/PySDM_examples/Shipway_and_Hill_2012/simulation.py +++ b/PySDM_examples/Shipway_and_Hill_2012/simulation.py @@ -51,8 +51,8 @@ def __init__(self, settings, backend=CPU): PySDM_products.Pressure(), PySDM_products.Temperature(), PySDM_products.WaterVapourMixingRatio(), - PySDM_products.WaterMixingRatio('ql', 'cloud', settings.cloud_water_radius_range), - PySDM_products.WaterMixingRatio('qr', 'rain', settings.rain_water_radius_range), + PySDM_products.WaterMixingRatio(name='ql', description_prefix='cloud', radius_range=settings.cloud_water_radius_range), + PySDM_products.WaterMixingRatio(name='qr', description_prefix='rain', radius_range=settings.rain_water_radius_range), PySDM_products.DryAirDensity(), PySDM_products.DryAirPotentialTemperature(), PySDM_products.ParticlesDrySizeSpectrum(v_bins=settings.v_bin_edges), From f8e1e776e5a58c1f9d462852b83041df2bc841f9 Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Thu, 6 May 2021 12:50:55 +0200 Subject: [PATCH 047/109] random seed -> formulae --- PySDM_examples/Arabas_et_al_2015/demo_settings.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/PySDM_examples/Arabas_et_al_2015/demo_settings.py b/PySDM_examples/Arabas_et_al_2015/demo_settings.py index 77417af3..0d6cb58b 100644 --- a/PySDM_examples/Arabas_et_al_2015/demo_settings.py +++ b/PySDM_examples/Arabas_et_al_2015/demo_settings.py @@ -65,7 +65,7 @@ def __init__(self): value=v.default ) for k, v in inspect.signature(physics.Formulae.__init__).parameters.items() - if k not in ('self', 'fastmath') + if k not in ('self', 'fastmath', 'seed') ] self.ui_formulae_options.append( Checkbox( From 6741e6cacc5e95137a19b3c119a6667f27ddf34e Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Thu, 6 May 2021 13:49:46 +0200 Subject: [PATCH 048/109] removing range/scale from products --- .../Arabas_et_al_2015/demo_plots.py | 35 ++++++++++++++++--- setup.py | 2 +- 2 files changed, 31 insertions(+), 6 deletions(-) diff --git a/PySDM_examples/Arabas_et_al_2015/demo_plots.py b/PySDM_examples/Arabas_et_al_2015/demo_plots.py index c769a4bb..d7bb7179 100644 --- a/PySDM_examples/Arabas_et_al_2015/demo_plots.py +++ b/PySDM_examples/Arabas_et_al_2015/demo_plots.py @@ -5,7 +5,7 @@ import matplotlib import matplotlib.pyplot as plt import numpy as np - +from PySDM import products class _Plot: @@ -37,9 +37,34 @@ def __init__(self, fig, ax, grid, size, product, show=False, lines=False, cmap=' self.lines['X'][1] = plt.plot([-1] * 2, zlim, **self.line_args)[0] self.lines['Z'][1] = plt.plot(xlim, [-1] * 2, **self.line_args)[0] - data = np.full_like(self.nans, product.range[0]) + data = np.full_like(self.nans, product_range[0]) label = f"{product.description} [{product.unit}]" - scale = product.scale + product_range, product_scale = { + products.WaterMixingRatio: ((0, 1), 'linear'), + products.TotalParticleSpecificConcentration: ((20, 50), 'linear'), + products.TotalParticleConcentration: ((20, 50), 'linear'), + products.SuperDropletCount: ((0, 10), 'linear'), + products.ParticlesVolumeSpectrum: ((20, 50), 'linear'), + products.ParticlesSizeSpectrum: ((20, 50), 'linear'), + products.AerosolConcentration: ((1e0, 1e2), 'linear'), + products.CloudDropletConcentration: ((1e0, 1e2), 'linear'), + products.DrizzleConcentration: ((1e-3, 1e1), 'log'), + products.ParticleMeanRadius: ((1, 25), 'linear'), + products.CloudDropletEffectiveRadius: ((0, 25), 'linear'), + products.AerosolSpecificConcentration: ((0, 3e2), 'linear'), + products.WaterVapourMixingRatio: ((5, 7.5), 'linear'), + products.Temperature: ((275, 305), 'linear'), + products.RelativeHumidity: ((75, 105), 'linear'), + products.Pressure: ((90000, 100000), 'linear'), + products.DryAirPotentialTemperature: ((275, 300), 'linear'), + products.DryAirDensity: ((0.95, 1.3), 'linear'), + products.PeakSupersaturation: ((-1, 1), 'linear'), + products.RipeningRate: ((1e-1, 1e1), 'log'), + products.ActivatingRate: ((1e-1, 1e1), 'log'), + products.DeactivatingRate: ((1e-1, 1e1), 'log'), + products.CollisionRateDeficit: ((0, 1e10), 'linear'), + products.CollisionRate: ((0, 1e10), 'linear'), + }[product.__class__] self.ax.set_xlabel('X [m]') self.ax.set_ylabel('Z [m]') @@ -48,11 +73,11 @@ def __init__(self, fig, ax, grid, size, product, show=False, lines=False, cmap=' origin='lower', extent=(*xlim, *zlim), cmap=cmap, - norm=matplotlib.colors.LogNorm() if scale == 'log' and np.isfinite( + norm=matplotlib.colors.LogNorm() if product_scale == 'log' and np.isfinite( data).all() else None # TODO #37 this is always None!!! ) plt.colorbar(self.im, ax=self.ax).set_label(label) - self.im.set_clim(vmin=product.range[0], vmax=product.range[1]) + self.im.set_clim(vmin=product_range[0], vmax=product_range[1]) if show: plt.show() diff --git a/setup.py b/setup.py index e59574e0..27bb5605 100644 --- a/setup.py +++ b/setup.py @@ -4,7 +4,7 @@ name='PySDM-examples', use_scm_version=True, setup_requires=['setuptools_scm'], - install_requires=['PySDM @ git+https://github.com/slayoo/PySDM@a53334c#egg=PySDM', + install_requires=['PySDM @ git+https://github.com/slayoo/PySDM@ed709d4#egg=PySDM', 'PyMPDATA @ git+https://github.com/atmos-cloud-sim-uj/PyMPDATA@f33d602#egg=PyMPDATA', 'pystrict>=1.1', 'matplotlib>=3.2.2', From 231c611fa20ff046fa2d4f46afc3d0afba7797d9 Mon Sep 17 00:00:00 2001 From: Sylwester Arabas Date: Thu, 6 May 2021 14:54:08 +0200 Subject: [PATCH 049/109] fixes --- .../Arabas_et_al_2015/demo_plots.py | 8 +- PySDM_examples/Bartman_et_al_2021/demo.ipynb | 113 +++--------------- 2 files changed, 19 insertions(+), 102 deletions(-) diff --git a/PySDM_examples/Arabas_et_al_2015/demo_plots.py b/PySDM_examples/Arabas_et_al_2015/demo_plots.py index d7bb7179..08732251 100644 --- a/PySDM_examples/Arabas_et_al_2015/demo_plots.py +++ b/PySDM_examples/Arabas_et_al_2015/demo_plots.py @@ -37,15 +37,12 @@ def __init__(self, fig, ax, grid, size, product, show=False, lines=False, cmap=' self.lines['X'][1] = plt.plot([-1] * 2, zlim, **self.line_args)[0] self.lines['Z'][1] = plt.plot(xlim, [-1] * 2, **self.line_args)[0] - data = np.full_like(self.nans, product_range[0]) - label = f"{product.description} [{product.unit}]" product_range, product_scale = { products.WaterMixingRatio: ((0, 1), 'linear'), products.TotalParticleSpecificConcentration: ((20, 50), 'linear'), products.TotalParticleConcentration: ((20, 50), 'linear'), products.SuperDropletCount: ((0, 10), 'linear'), products.ParticlesVolumeSpectrum: ((20, 50), 'linear'), - products.ParticlesSizeSpectrum: ((20, 50), 'linear'), products.AerosolConcentration: ((1e0, 1e2), 'linear'), products.CloudDropletConcentration: ((1e0, 1e2), 'linear'), products.DrizzleConcentration: ((1e-3, 1e1), 'log'), @@ -64,7 +61,12 @@ def __init__(self, fig, ax, grid, size, product, show=False, lines=False, cmap=' products.DeactivatingRate: ((1e-1, 1e1), 'log'), products.CollisionRateDeficit: ((0, 1e10), 'linear'), products.CollisionRate: ((0, 1e10), 'linear'), + products.CondensationTimestepMin: ((.01, 10), 'log'), + products.CondensationTimestepMax: ((.01, 10), 'log'), + products.CoalescenceTimestepMin: ((.01, 10), 'log'), }[product.__class__] + data = np.full_like(self.nans, product_range[0]) + label = f"{product.description} [{product.unit}]" self.ax.set_xlabel('X [m]') self.ax.set_ylabel('Z [m]') diff --git a/PySDM_examples/Bartman_et_al_2021/demo.ipynb b/PySDM_examples/Bartman_et_al_2021/demo.ipynb index 4bf338b7..649a55f6 100644 --- a/PySDM_examples/Bartman_et_al_2021/demo.ipynb +++ b/PySDM_examples/Bartman_et_al_2021/demo.ipynb @@ -14,14 +14,14 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 2, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ - "/home/slayoo/devel/PySDM/PySDM_examples/Bartman_et_al_2021/../../PySDM/backends/__init__.py:29: UserWarning: CUDA library found but cuInit() failed (error code: 999; message: unknown error)\n", + "/home/slayoo/devel/PySDM/PySDM/backends/__init__.py:29: UserWarning: CUDA library found but cuInit() failed (error code: 999; message: unknown error)\n", " warnings.warn(\n" ] } @@ -49,7 +49,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 3, "metadata": {}, "outputs": [], "source": [ @@ -66,7 +66,7 @@ "settings.n_sd_per_gridbox = 128 if 'CI' not in os.environ else 32\n", "settings.grid = (32, 32)\n", "settings.dt = 32 * si.second\n", - "settings.simulation_time = 1.75 * settings.spin_up_time\n", + "settings.simulation_time = .175 * settings.spin_up_time\n", "settings.output_interval = 1 * si.minute\n", "settings.condensation_rtol_x = 1e-6\n", "settings.condensation_rtol_thd = 5e-7\n", @@ -85,13 +85,13 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "d3674df536034ff29822a815844bfc81", + "model_id": "9112d3fa87404d9998ba6aa91f4c0913", "version_major": 2, "version_minor": 0 }, @@ -109,24 +109,9 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "101f71a13f394040955d93dde8904bad", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "FloatProgress(value=0.0, max=1.0)" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "temp_file = TemporaryFile('.nc')\n", "exporter = NetCDFExporter(storage, settings, simulation, temp_file.absolute_path)\n", @@ -135,19 +120,9 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - ":43: DeprecationWarning: `np.int` is a deprecated alias for the builtin `int`. To silence this warning, use `int` by itself. Doing this will not modify any behavior and is safe. When replacing `np.int`, you may wish to use e.g. `np.int64` or `np.int32` to specify the precision. If you wish to review your current use, check the release note link for additional information.\n", - "Deprecated in NumPy 1.20; for more details and guidance: https://numpy.org/devdocs/release/1.20.0-notes.html#deprecations\n", - " frame_list = np.arange(ncdf.variables['T'].shape[0], dtype=np.int)\n" - ] - } - ], + "outputs": [], "source": [ "default_figsize = rcParams[\"figure.figsize\"]\n", "figsize = (1.75 * default_figsize[0], 3.1* default_figsize[1])\n", @@ -213,54 +188,9 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/slayoo/devel/PySDM/PySDM_examples/Bartman_et_al_2021/../../PySDM_examples/Arabas_et_al_2015/demo_plots.py:68: RuntimeWarning: All-NaN slice encountered\n", - " self.ax.set_title(f\"min:{np.nanmin(data): .3g} max:{np.nanmax(data): .3g} t/dt:{step: >6}\")\n" - ] - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "ac485dedc4b04dd4b18602b7342ad2d2", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "HTML(value='