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12 | 12 | folder = Path("examples/data") |
13 | 13 |
|
14 | 14 | vmecpp_nestor = h5py.File(folder / "w7x_free_bdy_vac_nestor.out.h5", "r") |
15 | | -nfp = vmecpp_nestor["/wout/nfp"][()] |
16 | | -ns = vmecpp_nestor["/wout/ns"][()] |
17 | | -mnmax = vmecpp_nestor["/wout/mnmax"][()] |
18 | | -xm = vmecpp_nestor["/wout/xm"][()] |
19 | | -xn = vmecpp_nestor["/wout/xn"][()] |
| 15 | +ref_nfp = vmecpp_nestor["/wout/nfp"][()] |
| 16 | +ref_ns = vmecpp_nestor["/wout/ns"][()] |
| 17 | +ref_mnmax = vmecpp_nestor["/wout/mnmax"][()] |
| 18 | +ref_xm = vmecpp_nestor["/wout/xm"][()] |
| 19 | +ref_xn = vmecpp_nestor["/wout/xn"][()] |
20 | 20 | ref_rmnc = vmecpp_nestor["/wout/rmnc"][()] |
21 | 21 | ref_zmns = vmecpp_nestor["/wout/zmns"][()] |
22 | 22 |
|
23 | 23 | vmecpp_only_coils = h5py.File(folder / "w7x_free_bdy_vac_only_coils.out.h5", "r") |
24 | | -# assume the rest is consistent |
| 24 | +tst_nfp = vmecpp_only_coils["/wout/nfp"][()] |
| 25 | +tst_ns = vmecpp_only_coils["/wout/ns"][()] |
| 26 | +tst_mnmax = vmecpp_only_coils["/wout/mnmax"][()] |
| 27 | +tst_xm = vmecpp_only_coils["/wout/xm"][()] |
| 28 | +tst_xn = vmecpp_only_coils["/wout/xn"][()] |
25 | 29 | tst_rmnc = vmecpp_only_coils["/wout/rmnc"][()] |
26 | 30 | tst_zmns = vmecpp_only_coils["/wout/zmns"][()] |
27 | 31 |
|
|
30 | 34 | theta = np.linspace(0.0, 2.0 * np.pi, ntheta) |
31 | 35 | for phi_degrees in [0, 18, 36]: |
32 | 36 | phi = np.deg2rad(phi_degrees) |
33 | | - kernel = np.outer(xm, theta) - np.outer(xn, phi) |
34 | | - cos_kernel = np.cos(kernel) |
35 | | - sin_kernel = np.sin(kernel) |
| 37 | + |
| 38 | + ref_kernel = np.outer(ref_xm, theta) - np.outer(ref_xn, phi) |
| 39 | + ref_cos_kernel = np.cos(ref_kernel) |
| 40 | + ref_sin_kernel = np.sin(ref_kernel) |
| 41 | + |
| 42 | + tst_kernel = np.outer(tst_xm, theta) - np.outer(tst_xn, phi) |
| 43 | + tst_cos_kernel = np.cos(tst_kernel) |
| 44 | + tst_sin_kernel = np.sin(tst_kernel) |
36 | 45 |
|
37 | 46 | plt.figure() |
38 | | - for j in [0, 2**2, 4**2, 6**2, 50]: |
39 | | - ref_r = np.dot(ref_rmnc[j, :], cos_kernel) |
40 | | - ref_z = np.dot(ref_zmns[j, :], sin_kernel) |
| 47 | + for j in [0, 2**2, 4**2, 6**2, -1]: |
| 48 | + ref_r = np.dot(ref_rmnc[j, :], ref_cos_kernel) |
| 49 | + ref_z = np.dot(ref_zmns[j, :], ref_sin_kernel) |
41 | 50 | if j == 0: |
42 | 51 | plt.plot(ref_r, ref_z, "ro", label="Nestor") |
43 | 52 | else: |
44 | 53 | plt.plot(ref_r, ref_z, "r-", lw=2) |
45 | 54 |
|
46 | | - tst_r = np.dot(tst_rmnc[j, :], cos_kernel) |
47 | | - tst_z = np.dot(tst_zmns[j, :], sin_kernel) |
| 55 | + tst_r = np.dot(tst_rmnc[j, :], tst_cos_kernel) |
| 56 | + tst_z = np.dot(tst_zmns[j, :], tst_sin_kernel) |
48 | 57 | if j == 0: |
49 | 58 | plt.plot(tst_r, tst_z, "bx", label="only coils") |
50 | 59 | else: |
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