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app: stacked_cores: split the inverter plotting into submodules

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This commit is contained in:
colin
2022-09-27 15:59:58 -07:00
parent 8fb4a3be1b
commit 049f2d1e4f
5 changed files with 1010 additions and 1002 deletions
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89
crates/applications/stacked_cores/scripts/fake_cores_db.py Normal file
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from inverter_characteristics import Piecewise
# stable inverter (ideal)
fwd_fake_step = Piecewise(
[
[ 0.0, 0.0 ],
[ 0.4, 0.0 ],
[ 0.6, 1.0 ],
[ 1.0, 1.0 ],
]
)
# stable inverter (amplifying)
fwd_fake_1_5x = Piecewise(
[
[ 0.0, 0.0 ],
[ 0.65, 1.0 ],
[ 1.0, 1.0 ],
]
)
# stable inverter (amplifying only from 0.3 -> 0.5)
fwd_fake_slope_change_before_0_5 = Piecewise(
[
[ 0.0, 0.2 ],
[ 0.3, 0.3 ],
[ 0.5, 0.6 ],
[ 1.0, 1.0 ],
]
)
# failed inverter (>1.0 slope happens too late)
# flipping x doesn't fix.
# however, shifting x by -0.1 and y by -0.2 and *then* inverting x does.
# - this gives us a concave-up 1-x like curve
fwd_fake_slope_change_after_0_5 = Piecewise(
[
[ 0.0, 0.2 ],
[ 0.3, 0.3 ],
[ 0.6, 0.5 ],
[ 1.0, 1.0 ],
]
)
slope_fake_hill = [
0.8, 0.9, 1.0, 1.1, 1.2, 1.2, 1.1, 1.0, 0.9, 0.8
]
fwd_fake_hill = Piecewise(
[ (0.1*i, 0.1 * sum(slope_fake_hill[0:i])) for i in range(11) ]
)
fwd_fake_asymmetric_hill = Piecewise(
[
(0.0, 0.20),
(0.2, 0.30),
(0.4, 0.45),
(0.6, 0.75),
(0.8, 0.80),
(1.0, 0.85),
]
)
# valid inverter; the [0.6, 1.0] -> 0.8 mapping *fixes* the logic low value to
# 1.0 - 0.8 = 0.2
# and allows anything 0.6 to 1.0 to be recognized as logic high immediately.
# i.e. "bottoming out" is a *good* thing
fwd_fake_asymmetric_flats = Piecewise(
[
(0.0, 0.20),
(0.2, 0.30),
(0.6, 0.80),
(1.0, 0.80),
]
)
fwd_fake_asymmetric_overdrive = Piecewise(
[
(0.0, 0.40),
(0.3, 0.50),
(0.6, 0.85),
(1.0, 0.90),
]
)
fwd_fake_asymmetric_bottom_out = Piecewise(
[
(0.0, 0.00),
(0.8, 0.99),
(1.0, 1.00),
]
)

1002
crates/applications/stacked_cores/scripts/inverter_characteristics.py Executable file → Normal file
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62
crates/applications/stacked_cores/scripts/plot_inverters.py Executable file
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#!/usr/bin/env python3
from fake_cores_db import *
from stacked_cores_40xx_db import *
for (name, curve) in [
# ("fake step", fwd_fake_step.logically_inverted()),
# ("fake 1.5x", fwd_fake_1_5x.logically_inverted()),
# ("fake slope-change", fwd_fake_slope_change_before_0_5.logically_inverted()),
# ("fake slope-change (delayed)", fwd_fake_slope_change_after_0_5.logically_inverted()),
# ("fake slope-change (delayed, shifted)", fwd_fake_slope_change_after_0_5.shifted_x(-0.1).logically_inverted()),
# ("fake slope-change (delayed, shifted, inv-xy)", fwd_fake_slope_change_after_0_5.shifted_x(-0.1).shifted_y(-0.2).logically_inverted_x()),
# ("fake slope-change (delayed, flipped)", fwd_fake_slope_change_after_0_5.logically_inverted_x().logically_inverted()),
# ("fake hill", fwd_fake_hill.logically_inverted()),
# ("fake asymmetric hill", fwd_fake_asymmetric_hill.logically_inverted()),
# ("fake asymmetric flats", fwd_fake_asymmetric_flats.logically_inverted()),
# ("fake asymmetric overdrive", fwd_fake_asymmetric_overdrive.logically_inverted()),
# ("fake asymmetric bottom out", fwd_fake_asymmetric_bottom_out.logically_inverted()),
# ("18", fwd_18.logically_inverted()),
# ("24 5:1 (2e10 I)", fwd_24_5_1_2e10.logically_inverted()),
# ("24 5:1 (5e10 I)", fwd_24_5_1_5e10.logically_inverted()),
# ("24 5:1 (8e10 I)", fwd_24_5_1_8e10.logically_inverted()),
# ("26", fwd_26.logically_inverted()),
# ("38 1:0 (2e10 I)", fwd_38_1_0.logically_inverted()),
# ("38 1:0 (5e10 I)", fwd_38_1_0_5e10.logically_inverted()),
# ("38 2:0 (2e10 I)", fwd_38_2_0.logically_inverted()),
# ("38 2:0 (5e10 I)", fwd_38_2_0_5e10.logically_inverted()),
# ("38 3:0 (2e10 I)", fwd_38_3_0.logically_inverted()),
# ("38 3:0 (5e10 I)", fwd_38_3_0_5e10.logically_inverted()),
# ("38 4:0 (2e10 I)", fwd_38_4_0.logically_inverted()),
# ("38 4:0 (5e10 I)", fwd_38_4_0_5e10.logically_inverted()),
# ("39 2:0 (2e10 I)", inv_39_2_0_2e10),
# ("39 2:0 (5e10 I)", inv_39_2_0_5e10),
# ("39 2:0 (8e10 I)", inv_39_2_0_8e10),
# ("39 2:0 (1e11 I)", inv_39_2_0_1e11),
# ("39 2:0 (15e10 I)", inv_39_2_0_15e10),
# ("40 12x 3:1 (400um, 5e10 I)", fwd_40_12_3_1_5e10.logically_inverted()),
# ("40 6x 3:1 (400um, 5e10 I)", fwd_40_6_3_1_5e10.logically_inverted()),
# ("40 6x 7:1 (400um, 5e10 I)", fwd_40_6_7_1_5e10.logically_inverted()),
# ("40 20x 3:1 (600um, 3e10 I)", fwd_40_600um_20_3_1_3e10.logically_inverted()),
# ("40 20x 3:1 (600um, 5e10 I)", fwd_40_600um_20_3_1_5e10.logically_inverted()),
# # ("40 20x 3:1 (600um, 5e10 I)-flipped-xy", fwd_40_600um_20_3_1_5e10.logically_inverted_x()),
# # ("40 20x 3:1 (600um, 5e10 I)-flipped", fwd_40_600um_20_3_1_5e10.logically_inverted_x()),
# # ("40 20x 3:1 (600um, 5e10 I)-shifted", fwd_40_600um_20_3_1_5e10.shifted_x(-0.10).logically_inverted()),
# ("40 20x 3:1 (600um, 1e11 I)", fwd_40_600um_20_3_1_1e11.logically_inverted()),
# ("40 20x 3:1 (600um, 2e11 I)", fwd_40_600um_20_3_1_2e11.logically_inverted()),
# ("40 12x 5:1 (600um, 5e10 I)", fwd_40_600um_12_5_1_5e10.logically_inverted()),
# ("40 12x 5:1 (600um, 1e11 I)", fwd_40_600um_12_5_1_1e11.logically_inverted()),
# ("40 12x 5:1 (600um, 2e11 I)", fwd_40_600um_12_5_1_2e11.logically_inverted()),
("40 8x 7:1 (600um, 5e10 I)", fwd_40_600um_8_7_1_5e10.logically_inverted()),
("40 8x 7:1 (600um, 1e11 I)", fwd_40_600um_8_7_1_1e11.logically_inverted()),
("40 6x 9:1 (600um, 5e10 I)", fwd_40_600um_6_9_1_5e10.logically_inverted()),
("40 6x 9:1 (600um, 1e11 I)", fwd_40_600um_6_9_1_1e11.logically_inverted()),
# ("40 6x 11:1 (600um, 5e10 I)", fwd_40_600um_6_11_1_5e10.logically_inverted()),
]:
curve.plot(title = f"{name} mapping")
curve.logically_inverted().plot_slope(title = f"{name} slope")
curve.plot_equilibrium(title = f"{name} equilibrium")
# curve.plot_integral(title = f"{name} integrated")

377
crates/applications/stacked_cores/scripts/stacked_cores_39xx_and_earlier_db.py Normal file
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from inverter_characteristics import Piecewise
fwd_17_4_0_8e10 = Piecewise(
[
[ -16381, 6688 ],
[ -15885, 6778 ],
[ -14831, 6878 ],
[ -13622, 7004 ],
[ -883, 8528 ],
[ 6252, 9496 ],
[ 7846, 9703 ],
[ 8148, 9766 ],
[ 8425, 9831 ],
[ 8705, 9892 ],
[ 8988, 9916 ],
[ 9866, 10114 ],
[ 11179, 10234 ],
[ 12033, 10382 ],
[ 12491, 10422 ],
[ 13135, 10494 ],
[ 14363, 10649 ],
]
).normalized(17000)
fwd_18 = Piecewise(
[
[ -16206, -1131 ],
[ -15192, -746 ],
[ -12827, 33 ],
[ -642, 4990 ],
[ 13082, 9652 ],
[ 16696, 10600 ],
]
).normalized(17000)
fwd_24_5_1_2e10 = Piecewise(
[
[ -12912, -8487 ],
[ -4754, -6045 ],
[ 2687, -2560 ],
[ 3936, -1774 ],
[ 4267, -1517 ],
[ 4504, -1314 ],
[ 4710, -1132 ],
[ 4820, -1075 ],
[ 4884, -1042 ],
[ 4948, -1012 ],
[ 5046, -968 ],
[ 5205, -897 ],
[ 5364, -829 ],
[ 5525, -760 ],
[ 5843, -622 ],
[ 6764, -197 ],
[ 9467, 788 ],
]
).normalized(15000)
fwd_24_5_1_5e10 = Piecewise(
[
[ -15208, -6303 ],
[ -13396, -5388 ],
[ -11992, -4516 ],
[ -11991, -4499 ],
[ -9379, -2953 ],
[ -4757, 531 ],
[ -2, 4734 ],
[ 3074, 7760 ],
[ 4854, 9784 ],
[ 5611, 10736 ],
[ 5994, 11126 ],
[ 6298, 11404 ],
[ 6678, 11757 ],
[ 7196, 12200 ],
[ 7667, 12589 ],
[ 8238, 13048 ],
[ 8239, 13046 ],
[ 9613, 14027 ],
[ 10585, 14622 ],
[ 12048, 15346 ],
]
).normalized(17000)
fwd_24_5_1_8e10 = Piecewise(
[
[ -16412, -3392 ],
[ -15266, -2681 ],
[ -14036, -1897 ],
[ -12789, -1110 ],
[ -8766, 1588 ],
[ -2052, 6544 ],
[ 2389, 9989 ],
[ 4225, 11437 ],
[ 5194, 12182 ],
[ 5971, 12438 ],
[ 6901, 12937 ],
[ 8308, 13632 ],
[ 9910, 14365 ],
[ 10583, 14662 ],
[ 11240, 14850 ],
[ 12114, 15171 ],
[ 13862, 15600 ],
]
).normalized(17000)
fwd_26 = Piecewise(
[
[ -14687, -7326 ],
[ -13049, -6503 ],
[ -11785, -5833 ],
[ -4649, -1447 ],
[ 4961, 7059 ],
[ 11283, 11147 ],
]
).normalized(17000)
fwd_38_1_0 = Piecewise(
[
[ -12817, -8131 ], # -1.00
[ -12239, -7798 ], # -0.80
[ -4859, -2587 ], # -0.50
[ 1490, 3012 ], # -0.30
[ 3866, 5327 ], # -0.20
[ 6030, 7237 ], # -0.10
[ 7747, 8357 ], # 0.00
[ 9494, 9202 ], # +0.10
[ 11261, 10011 ], # +0.20
[ 12941, 10808 ], # +0.30
[ 15415, 11986 ], # +0.50
[ 16196, 12375 ], # +0.80
# [ 16182, 12352 ], # +1.00
]
).normalized(17000)
fwd_38_1_0_5e10 = Piecewise(
[
[ -16180, -7079 ], # -1.00
[ -14443, -5965 ], # -0.50
[ -5579, -13 ], # -0.20
[ 10033, 7676 ], # 0.00
[ 14986, 9375 ], # +0.20
[ 15149, 9606 ], # +0.50
[ 15801, 9924 ], # +1.00
]
).normalized(17000)
fwd_38_2_0 = Piecewise(
[
[ (-13745 + -13012)/2, -6222 ], # -1.00
[ (-13097 + -12338)/2, -5662 ], # -0.80
[ (-4969 + -4744)/2, 2373 ], # -0.50
[ (535 + 611)/2, 8793 ], # -0.30
[ (1772 + 2070)/2, 10467 ], # -0.20
[ (3143 + 3200)/2, 11906 ], # -0.10
[ (4472 + 4114)/2, 12921 ], # 0.00
[ (5838 + 5144)/2, 13788 ], # +0.10
[ (7221 + 6291)/2, 14530 ], # +0.20
[ (8558 + 7644)/2, 15127 ], # +0.30
[ (11159 + 10397)/2, 15865 ], # +0.50
[ (12778 + 14243)/2, 16162 ], # +0.80
[ (12430 + 15653)/2, 16202 ], # +1.00
]
).normalized(17000)
fwd_38_2_0_5e10 = Piecewise(
[
[ (-16386 + -16170)/2, -3490 ], # -1.00
[ (-16107 + -15529)/2, -3035 ], # -0.80
[ (-15075 + -14122)/2, -1827 ], # -0.50
[ (-13387 + -12396)/2, -63 ], # -0.30
[ (-5358 + -5201)/2, 7423 ], # -0.20
[ (2355 + 1719)/2, 12039 ], # -0.10
[ (7563 + 5962)/2, 13479 ], # 0.00
[ (10617 + 9318)/2, 14282 ], # +0.10
[ (12779 + 12447)/2, 14796 ], # +0.20
[ (12649 + 15269)/2, 15034 ], # +0.30
[ (13077 + 16320)/2, 15140 ], # +0.50
[ (14410 + 16557)/2, 15260 ], # +0.80
[ (15281 + 16623)/2, 15331 ], # +1.00
]
).normalized(17000)
fwd_38_3_0 = Piecewise(
[
[ (-13956 + -13890 + -13077)/3, -5203 ], # -1.00
[ (-13292 + -13161 + -12374)/3, -4518 ], # -0.80
[ (-4979 + -4885 + -4717)/3, 5051 ], # -0.50
[ (381 + -153 + 31)/3, 11264 ], # -0.30
[ (1531 + 503 + 1006)/3, 12509 ], # -0.20
[ (2862 + 1120 + 1743)/3, 13549 ], # -0.10
[ (4180 + 1821 + 2239)/3, 14386 ], # 0.00
[ (5560 + 2564 + 2899)/3, 15033 ], # +0.10
[ (6986 + 3436 + 3701)/3, 15451 ], # +0.20
[ (8358 + 4396 + 4732)/3, 15738 ], # +0.30
[ (10482 + 6644 + 7735)/3, 16081 ], # +0.50
[ (11246 + 12478 + 12663)/3, 16343 ], # +0.80
[ (11436 + 13343 + 14411)/3, 16380 ], # +1.00
]
).normalized(17000)
fwd_38_3_0_5e10 = Piecewise(
[
[ (-16403 + -16389 + -16152)/3, -1175 ], # -1.00
[ (-16134 + -16084 + -15471)/3, -701 ], # -0.80
[ (-15192 + -14891 + -14016)/3, 777 ], # -0.50
[ (-13512 + -13089 + -12278)/3, 2939 ], # -0.30
[ (-5248 + -5187 + -5032)/3, 11125 ], # -0.20
[ (2099 + 645 + 708)/3, 14046 ], # -0.10
[ (7045 + 3536 + 3757)/3, 14557 ], # 0.00
[ (9729 + 6054 + 6543)/3, 14967 ], # +0.10
[ (11453 + 9238 + 10081)/3, 15393 ], # +0.20
[ (11572 + 13274 + 13839)/3, 15759 ], # +0.30
[ (12534 + 15192 + 16090)/3, 15925 ], # +0.50
[ (14013 + 16353 + 16508)/3, 16007 ], # +0.80
[ (14944 + 16565 + 16606)/3, 16033 ], # +1.00
]
).normalized(17000)
fwd_38_4_0 = Piecewise(
[
[ (-14020 + -14112 + -13935 + -13091)/4, -4701 ], # -1.00
[ (-13353 + -13363 + -13185 + -12381)/4, -3947 ], # -0.80
[ (-4982 + -4912 + -4870 + -4696)/4, 6398 ], # -0.50
[ (338 + -243 + -352 + -254)/4, 12205 ], # -0.30
[ (1469 + 303 + 107 + 510)/4, 13165 ], # -0.20
[ (2789 + 839 + 443 + 1089)/4, 13989 ], # -0.10
[ (4150 + 1560 + 653 + 1416)/4, 14727 ], # 0.00
[ (5562 + 2421 + 979 + 1899)/4, 15224 ], # +0.10
[ (7027 + 3336 + 1460 + 2518)/4, 15551 ], # +0.20
[ (8402 + 4357 + 2093 + 3293)/4, 15802 ], # +0.30
[ (10385 + 7210 + 5554 + 5998)/4, 16123 ], # +0.50
[ (11301 + 12558 + 13004 + 12508)/4, 16388 ], # +0.80
[ (11462 + 13429 + 13829 + 13370)/4, 16408 ], # +1.00
]
).normalized(17000)
fwd_38_4_0_5e10 = Piecewise(
[
[ (-16395 + -16418 + -16377 + -16134)/4, 346 ], # -1.00
[ (-16128 + -16140 + -16066 + -15431)/4, 843 ], # -0.80
[ (-15217 + -15075 + -14834 + -13958)/4, 2407 ], # -0.50
[ (-13556 + -13263 + -13009 + -12226)/4, 4772 ], # -0.30
[ (-5186 + -5134 + -5083 + -4922)/4, 12813 ], # -0.20
[ (1894 + 537 + -149 + 331)/4, 14556 ], # -0.10
[ (6845 + 3237 + 1699 + 2725)/4, 14936 ], # 0.00
[ (9591 + 5649 + 3599 + 5023)/4, 15250 ], # +0.10
[ (11255 + 8605 + 7601 + 8571)/4, 15647 ], # +0.20
[ (11268 + 12837 + 13307 + 13021)/4, 15944 ], # +0.30
[ (12388 + 14744 + 15209 + 15530)/4, 16104 ], # +0.50
[ (13871 + 16190 + 16345 + 16412)/4, 16178 ], # +0.80
[ (14774 + 16497 + 16563 + 16559)/4, 16197 ], # +1.00
]
).normalized(17000)
inv_39_2_0_2e10 = Piecewise(
[
[ -12902, 10759 ],
[ -12339, 11336 ],
[ -8581, 11274 ],
[ -4821, 10571 ],
[ -822, 9463 ],
[ 3117, 8265 ],
[ 4938, 7704 ],
[ 6441, 7221 ],
[ 7234, 6912 ],
[ 7844, 6662 ],
[ 8282, 6551 ],
[ 8674, 6443 ],
[ 9071, 6325 ],
[ 9479, 6191 ],
[ 10311, 5885 ],
[ 11153, 5541 ],
[ 12833, 4788 ],
[ 14097, 4071 ],
[ 14561, 3816 ],
]
).normalized(15000)
inv_39_2_0_5e10 = Piecewise(
[
[ -15691, 9609 ],
[ -15154, 9450 ],
[ -14498, 9327 ],
[ -14086, 9217 ],
[ -13501, 9113 ],
[ -12664, 8923 ],
[ -9677, 7937 ],
[ -4868, 5948 ],
[ 222, 3390 ],
[ 5223, 610 ],
[ 9175, -1732 ],
[ 11286, -2820 ],
[ 12505, -3439 ],
[ 13504, -3957 ],
[ 14679, -4588 ],
[ 15127, -4830 ],
[ 15667, -5110 ],
[ 16156, -5353 ],
[ 16350, -5450 ],
]
).normalized(17000)
inv_39_2_0_8e10 = Piecewise(
[
[ -16465, 6854 ],
[ -16318, 6905 ],
[ -16079, 6824 ],
[ -15789, 6623 ],
[ -15296, 6435 ],
[ -14593, 6212 ],
[ -14052, 5989 ],
[ -13259, 5563 ],
[ -8825, 3572 ],
[ -1149, -218 ],
[ 6004, -3851 ],
[ 10704, -6032 ],
[ 13131, -6986 ],
[ 14268, -7421 ],
[ 14894, -7683 ],
[ 15301, -7829 ],
[ 15839, -8028 ],
[ 16356, -8243 ],
[ 16507, -8292 ],
]
).normalized(17000)
inv_39_2_0_1e11 = Piecewise(
[
[ -16651, 5123 ],
[ -16567, 5111 ],
[ -16429, 5092 ],
[ -16312, 5120 ],
[ -16102, 5078 ],
[ -15572, 4837 ],
[ -15109, 4545 ],
[ -14393, 4298 ],
[ -13129, 3647 ],
[ -5324, -167 ],
[ 3762, -4392 ],
[ 10248, -7171 ],
[ 13522, -8341 ],
[ 14221, -8595 ],
[ 14851, -8807 ],
[ 15280, -8964 ],
[ 15864, -9130 ],
[ 16440, -9363 ],
[ 16585, -9409 ],
]
).normalized(17000)
inv_39_2_0_15e10 = Piecewise(
[
[ -16854, 1899 ],
[ -16811, 1926 ],
[ -16759, 1908 ],
[ -16723, 1910 ],
[ -16670, 1908 ],
[ -16569, 1907 ],
[ -16466, 1877 ],
[ -16269, 1775 ],
[ -15731, 1520 ],
[ -13797, 601 ],
[ -1756, -4314 ],
[ 9395, -7804 ],
[ 13461, -8670 ],
[ 14026, -8763 ],
[ 14766, -8878 ],
[ 15279, -9140 ],
[ 16084, -9300 ],
[ 16568, -9413 ],
[ 16672, -9386 ],
]
).normalized(17000)

482
crates/applications/stacked_cores/scripts/stacked_cores_40xx_db.py Normal file
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@@ -0,0 +1,482 @@
from inverter_characteristics import Piecewise
# ./stacked_cores_39xx.py ../../../../out/applications/stacked_cores/40-0.0004rad-12coupling-3_1_winding-5e10-drive-
fwd_40_12_3_1_5e10 = Piecewise(
[
[ -16453, -5877 ], # -2.0
[ -16171, -5444 ], # -1.5
[ -15617, -4900 ], # -1.0
[ -15086, -4405 ], # -0.8
[ -14357, -3941 ], # -0.6
[ -13828, -3800 ], # -0.5
[ -13111, -3294 ], # -0.4
[ -12203, -2582 ], # -0.3
[ -9321, -169 ], # -0.25
[ -4645, 4342 ], # -0.2
[ -1619, 7434 ], # -0.17
[ 422, 9543 ], # -0.15
[ 2471, 11641 ], # -0.13
[ 5472, 14584 ], # -0.1
[ 7482, 15921 ], # -0.07
[ 8233, 16078 ], # -0.05
[ 9249, 16224 ], # 0.0
[ 9700, 16263 ], # 0.05
[ 10044, 16286 ], # 0.1
[ 10643, 16323 ], # 0.2
[ 11168, 16348 ], # 0.3
[ 11605, 16367 ], # 0.5
[ 12054, 16387 ], # 0.8
[ 12411, 16402 ], # 1.0
[ 13301, 16442 ], # 1.5
[ 14146, 16474 ], # 2.0
]
).normalized(17000)
# ./stacked_cores_39xx.py ../../../../out/applications/stacked_cores/40-0.0004rad-6coupling-3_1_winding-5e10-drive-
fwd_40_6_3_1_5e10 = Piecewise(
[
[ -16689, -6116 ], # -2.0
[ -16510, -5954 ], # -1.5
[ -16046, -5674 ], # -1.0
[ -15523, -5367 ], # -0.8
[ -14807, -4923 ], # -0.6
[ -14350, -4632 ], # -0.5
[ -13668, -4326 ], # -0.4
[ -12591, -3719 ], # -0.3
[ -9752, -1873 ], # -0.25
[ -5310, 1484 ], # -0.2
[ -2675, 3634 ], # -0.17
[ -1048, 4991 ], # -0.15
[ 474, 6252 ], # -0.13
[ 2517, 7918 ], # -0.1
[ 4274, 9344 ], # -0.07
[ 5284, 10134 ], # -0.05
[ 7297, 11623 ], # 0.0
[ 8629, 12439 ], # 0.05
[ 9611, 12955 ], # 0.1
[ 11360, 13845 ], # 0.2
[ 12188, 14174 ], # 0.3
[ 12831, 14537 ], # 0.5
[ 13573, 14838 ], # 0.8
[ 14082, 14999 ], # 1.0
[ 15309, 15457 ], # 1.5
[ 16329, 15683 ], # 2.0
]
).normalized(17000)
# ./stacked_cores_39xx.py ../../../../out/applications/stacked_cores/40-0.0004rad-6coupling-7_1_winding-5e10-drive-
fwd_40_6_7_1_5e10 = Piecewise(
[
[ -16244, -8159 ], # -2.0
[ -15756, -7835 ], # -1.5
[ -14687, -7326 ], # -1.0
[ -14108, -7030 ], # -0.8
[ -13435, -6690 ], # -0.6
[ -13049, -6503 ], # -0.5
[ -12522, -6223 ], # -0.4
[ -11785, -5833 ], # -0.3
[ -9190, -4410 ], # -0.25
[ -4649, -1447 ], # -0.2
[ -1703, 727 ], # -0.17
[ 250, 2263 ], # -0.15
[ 1821, 3566 ], # -0.13
[ 3132, 4799 ], # -0.1
[ 3928, 5689 ], # -0.07
[ 4306, 6177 ], # -0.05
[ 4961, 7059 ], # 0.0
[ 5320, 7400 ], # 0.05
[ 5631, 7670 ], # 0.1
[ 6516, 8370 ], # 0.2
[ 8605, 9674 ], # 0.3
[ 9764, 10342 ], # 0.5
[ 10753, 10874 ], # 0.8
[ 11283, 11147 ], # 1.0
[ 12329, 11657 ], # 1.5
[ 13223, 12045 ], # 2.0
]
).normalized(15000)
# ./stacked_cores_39xx.py ../../../../out/applications/stacked_cores/40-0.00059999997rad-20coupling-3_1_winding-3e10-drive-
fwd_40_600um_20_3_1_3e10 = Piecewise(
[
[ -9940, -2886 ], # -2.0
[ -9292, -2432 ], # -1.5
[ -8364, -1816 ], # -1.0
[ -7849, -1487 ], # -0.8
[ -6885, -1141 ], # -0.6
[ -4088, 260 ], # -0.5
[ -408, 2478 ], # -0.4
[ 2176, 4614 ], # -0.3
[ 3050, 5423 ], # -0.25
[ 3816, 6050 ], # -0.2
[ 4229, 6382 ], # -0.17
[ 4472, 6579 ], # -0.15
[ 4680, 6751 ], # -0.13
[ 4927, 6955 ], # -0.1
[ 5107, 7052 ], # -0.07
[ 5185, 7056 ], # -0.05
[ 5354, 7045 ], # 0.0
[ 5513, 7025 ], # 0.05
[ 5663, 7003 ], # 0.1
[ 5948, 6957 ], # 0.2
[ 6214, 6917 ], # 0.3
[ 6696, 6857 ], # 0.5
[ 7144, 6766 ], # 0.8
[ 7327, 6732 ], # 1.0
[ 7699, 6755 ], # 1.5
[ 8113, 6906 ], # 2.0
]
).normalized(10000)
# ./stacked_cores_39xx.py ../../../../out/applications/stacked_cores/40-0.00059999997rad-20coupling-3_1_winding-5e10-drive-
fwd_40_600um_20_3_1_5e10 = Piecewise(
[
[ -11623, -2886 ], # -2.0
[ -10847, -2125 ], # -1.5
[ -9878, -1348 ], # -1.0
[ -9392, -985 ], # -0.8
[ -8694, -508 ], # -0.6
[ -8256, -360 ], # -0.5
[ -7609, -221 ], # -0.4
[ -4128, 1930 ], # -0.3
[ -974, 4269 ], # -0.25
[ 2142, 6978 ], # -0.2
[ 3339, 8247 ], # -0.17
[ 3895, 8940 ], # -0.15
[ 4394, 9598 ], # -0.13
[ 5049, 10512 ], # -0.1
[ 5564, 11276 ], # -0.07
[ 5838, 11677 ], # -0.05
[ 6192, 11925 ], # 0.0
[ 6415, 12017 ], # 0.05
[ 6613, 12086 ], # 0.1
[ 6960, 12202 ], # 0.2
[ 7282, 12311 ], # 0.3
[ 7658, 12407 ], # 0.5
[ 8037, 12562 ], # 0.8
[ 8272, 12695 ], # 1.0
[ 8790, 13075 ], # 1.5
[ 9248, 13503 ], # 2.0
]
).normalized(19000)
# ./stacked_cores_39xx.py ../../../../out/applications/stacked_cores/40-0.00059999997rad-20coupling-3_1_winding-1e11-drive-
fwd_40_600um_20_3_1_1e11 = Piecewise(
[
[ -14284, -3414 ], # -2.0
[ -13332, -2406 ], # -1.5
[ -12167, -1233 ], # -1.0
[ -11552, -655 ], # -0.8
[ -10820, -93 ], # -0.6
[ -10370, 199 ], # -0.5
[ -9825, 434 ], # -0.4
[ -9043, 844 ], # -0.3
[ -8573, 1101 ], # -0.25
[ -7905, 1565 ], # -0.2
[ -6613, 2609 ], # -0.17
[ -4197, 4541 ], # -0.15
[ -1670, 6569 ], # -0.13
[ 1886, 9344 ], # -0.1
[ 4013, 11023 ], # -0.07
[ 5011, 11888 ], # -0.05
[ 6604, 12899 ], # 0.0
[ 7358, 13302 ], # 0.05
[ 7932, 13602 ], # 0.1
[ 8423, 13730 ], # 0.2
[ 8645, 13888 ], # 0.3
[ 8942, 13962 ], # 0.5
[ 9318, 14166 ], # 0.8
[ 9554, 14252 ], # 1.0
[ 10166, 14547 ], # 1.5
[ 10774, 14789 ], # 2.0
]
).normalized(15000)
# ./stacked_cores_39xx.py ../../../../out/applications/stacked_cores/40-0.00059999997rad-20coupling-3_1_winding-2e11-drive-
fwd_40_600um_20_3_1_2e11 = Piecewise(
[
[ -17130, -2396 ], # -2.0
[ -16555, -1969 ], # -1.5
[ -15189, -1044 ], # -1.0
[ -14486, -584 ], # -0.8
[ -13641, -20 ], # -0.6
[ -13147, 302 ], # -0.5
[ -12539, 723 ], # -0.4
[ -11816, 1218 ], # -0.3
[ -11388, 1501 ], # -0.25
[ -10882, 1826 ], # -0.2
[ -10473, 2112 ], # -0.17
[ -10095, 2383 ], # -0.15
[ -9674, 2701 ], # -0.13
[ -8747, 3406 ], # -0.1
[ -3356, 6322 ], # -0.07
[ 747, 8265 ], # -0.05
[ 6051, 9708 ], # 0.0
[ 8022, 10412 ], # 0.05
[ 8421, 10382 ], # 0.1
[ 8817, 10592 ], # 0.2
[ 9116, 10658 ], # 0.3
[ 9620, 10803 ], # 0.5
[ 10324, 11056 ], # 0.8
[ 10785, 11303 ], # 1.0
[ 11938, 11738 ], # 1.5
[ 13090, 12062 ], # 2.0
]
).normalized(15000)
# ./stacked_cores_39xx.py ../../../../out/applications/stacked_cores/40-0.00059999997rad-12coupling-5_1_winding-5e10-drive-
fwd_40_600um_12_5_1_5e10 = Piecewise(
[
[ -11347, -6303 ], # -2.0
[ -10626, -5304 ], # -1.5
[ -9680, -4520 ], # -1.0
[ -9156, -4477 ], # -0.8
[ -8432, -4378 ], # -0.6
[ -8023, -4242 ], # -0.5
[ -7423, -4024 ], # -0.4
[ -4149, -2537 ], # -0.3
[ -1033, -850 ], # -0.25
[ 1286, 777 ], # -0.2
[ 2067, 1524 ], # -0.17
[ 2496, 2006 ], # -0.15
[ 2874, 2482 ], # -0.13
[ 3338, 3142 ], # -0.1
[ 3686, 3723 ], # -0.07
[ 3865, 4057 ], # -0.05
[ 4147, 4400 ], # 0.0
[ 4326, 4538 ], # 0.05
[ 4486, 4651 ], # 0.1
[ 4891, 4972 ], # 0.2
[ 5437, 5353 ], # 0.3
[ 5897, 5559 ], # 0.5
[ 6370, 5741 ], # 0.8
[ 6616, 5858 ], # 1.0
[ 7278, 6265 ], # 1.5
[ 7937, 6759 ], # 2.0
]
).normalized(12000)
# ./stacked_cores_39xx.py ../../../../out/applications/stacked_cores/40-0.00059999997rad-12coupling-5_1_winding-1e11-drive-
fwd_40_600um_12_5_1_1e11 = Piecewise(
[
[ -14026, -4901 ], # -2.0
[ -13014, -4368 ], # -1.5
[ -11814, -3658 ], # -1.0
[ -11192, -3265 ], # -0.8
[ -10456, -2801 ], # -0.6
[ -10025, -2587 ], # -0.5
[ -9522, -2256 ], # -0.4
[ -8805, -1836 ], # -0.3
[ -8362, -1556 ], # -0.25
[ -7702, -1105 ], # -0.2
[ -6613, -274 ], # -0.17
[ -4268, 1258 ], # -0.15
[ -2026, 2809 ], # -0.13
[ 315, 4617 ], # -0.1
[ 1954, 6243 ], # -0.07
[ 2810, 7246 ], # -0.05
[ 4359, 9016 ], # 0.0
[ 5225, 9707 ], # 0.05
[ 5981, 10366 ], # 0.1
[ 6782, 10836 ], # 0.2
[ 7084, 11037 ], # 0.3
[ 7501, 11328 ], # 0.5
[ 8045, 11716 ], # 0.8
[ 8395, 12070 ], # 1.0
[ 9248, 12388 ], # 1.5
[ 10140, 13087 ], # 2.0
]
).normalized(14000)
# ./stacked_cores_39xx.py ../../../../out/applications/stacked_cores/40-0.00059999997rad-12coupling-5_1_winding-2e11-drive-
fwd_40_600um_12_5_1_2e11 = Piecewise(
[
[ -17015, -1518 ], # -2.0
[ -16471, -1243 ], # -1.5
[ -15036, -499 ], # -1.0
[ -14316, -134 ], # -0.8
[ -13477, 290 ], # -0.6
[ -12998, 524 ], # -0.5
[ -12426, 801 ], # -0.4
[ -11761, 1134 ], # -0.3
[ -11372, 1315 ], # -0.25
[ -10905, 1547 ], # -0.2
[ -10526, 1731 ], # -0.17
[ -10172, 1926 ], # -0.15
[ -9747, 2188 ], # -0.13
[ -8733, 2765 ], # -0.1
[ -4346, 5002 ], # -0.07
[ -1335, 6369 ], # -0.05
[ 3759, 8707 ], # 0.0
[ 6392, 9509 ], # 0.05
[ 7090, 9733 ], # 0.1
[ 7637, 9681 ], # 0.2
[ 8041, 9839 ], # 0.3
[ 8724, 9855 ], # 0.5
[ 9635, 10142 ], # 0.8
[ 10214, 10435 ], # 1.0
[ 11594, 10686 ], # 1.5
[ 12900, 10836 ], # 2.0
]
).normalized(14000)
# ./stacked_cores_39xx.py ../../../../out/applications/stacked_cores/40-0.00059999997rad-8coupling-7_1_winding-5e10-drive-
fwd_40_600um_8_7_1_5e10 = Piecewise(
[
[ -11191, -8744 ], # -2.0
[ -10386, -8104 ], # -1.5
[ -9433, -7450 ], # -1.0
[ -8946, -7292 ], # -0.8
[ -8265, -7035 ], # -0.6
[ -7873, -6805 ], # -0.5
[ -7292, -6588 ], # -0.4
[ -4183, -5572 ], # -0.3
[ -1326, -4520 ], # -0.25
[ 385, -3634 ], # -0.2
[ 1083, -3152 ], # -0.17
[ 1463, -2837 ], # -0.15
[ 1801, -2531 ], # -0.13
[ 2207, -2095 ], # -0.1
[ 2521, -1693 ], # -0.07
[ 2685, -1451 ], # -0.05
[ 2988, -1084 ], # 0.0
[ 3186, -916 ], # 0.05
[ 3382, -764 ], # 0.1
[ 3998, -338 ], # 0.2
[ 4755, 99 ], # 0.3
[ 5265, 344 ], # 0.5
[ 5782, 539 ], # 0.8
[ 6062, 652 ], # 1.0
[ 6868, 1020 ], # 1.5
[ 7684, 1464 ], # 2.0
]
).normalized(12000)
# ./stacked_cores_39xx.py ../../../../out/applications/stacked_cores/40-0.00059999997rad-8coupling-7_1_winding-1e11-drive-
fwd_40_600um_8_7_1_1e11 = Piecewise(
[
[ -14253, -5453 ], # -2.0
[ -13129, -5047 ], # -1.5
[ -11874, -4604 ], # -1.0
[ -11257, -4275 ], # -0.8
[ -10540, -4074 ], # -0.6
[ -10145, -3874 ], # -0.5
[ -9684, -3722 ], # -0.4
[ -9016, -3401 ], # -0.3
[ -8575, -3221 ], # -0.25
[ -7816, -2849 ], # -0.2
[ -6723, -2182 ], # -0.17
[ -4777, -1380 ], # -0.15
[ -3087, -580 ], # -0.13
[ -1072, 696 ], # -0.1
[ 487, 1724 ], # -0.07
[ 1344, 2397 ], # -0.05
[ 3043, 3893 ], # 0.0
[ 4117, 4567 ], # 0.05
[ 5132, 5187 ], # 0.1
[ 6206, 5762 ], # 0.2
[ 6580, 5966 ], # 0.3
[ 7096, 6239 ], # 0.5
[ 7783, 6638 ], # 0.8
[ 8223, 6861 ], # 1.0
[ 9254, 7438 ], # 1.5
[ 10288, 7992 ], # 2.0
]
).normalized(12000)
# ./stacked_cores_39xx.py ../../../../out/applications/stacked_cores/40-0.00059999997rad-6coupling-9_1_winding-5e10-drive-
fwd_40_600um_6_9_1_5e10 = Piecewise(
[
[ -11138, -9779 ], # -2.0
[ -10280, -9491 ], # -1.5
[ -9298, -9070 ], # -1.0
[ -8827, -8906 ], # -0.8
[ -8171, -8585 ], # -0.6
[ -7786, -8410 ], # -0.5
[ -7209, -8166 ], # -0.4
[ -4205, -7466 ], # -0.3
[ -1652, -6796 ], # -0.25
[ -89, -6232 ], # -0.2
[ 580, -5919 ], # -0.17
[ 940, -5712 ], # -0.15
[ 1260, -5491 ], # -0.13
[ 1644, -5196 ], # -0.1
[ 1941, -4928 ], # -0.07
[ 2099, -4755 ], # -0.05
[ 2412, -4431 ], # 0.0
[ 2629, -4251 ], # 0.05
[ 2853, -4088 ], # 0.1
[ 3581, -3693 ], # 0.2
[ 4449, -3306 ], # 0.3
[ 4986, -3048 ], # 0.5
[ 5509, -2843 ], # 0.8
[ 5803, -2733 ], # 1.0
[ 6678, -2391 ], # 1.5
[ 7561, -1986 ], # 2.0
]
).normalized(12000)
# ./stacked_cores_39xx.py ../../../../out/applications/stacked_cores/40-0.00059999997rad-6coupling-9_1_winding-1e11-drive-
fwd_40_600um_6_9_1_1e11 = Piecewise(
[
[ -14471, -5820 ], # -2.0
[ -13297, -5501 ], # -1.5
[ -12009, -5126 ], # -1.0
[ -11389, -4911 ], # -0.8
[ -10680, -4725 ], # -0.6
[ -10302, -4603 ], # -0.5
[ -9865, -4457 ], # -0.4
[ -9237, -4234 ], # -0.3
[ -8811, -4089 ], # -0.25
[ -8049, -3862 ], # -0.2
[ -7004, -3391 ], # -0.17
[ -5300, -2848 ], # -0.15
[ -3750, -2294 ], # -0.13
[ -1836, -1408 ], # -0.1
[ -309, -584 ], # -0.07
[ 551, -36 ], # -0.05
[ 2324, 1083 ], # 0.0
[ 3513, 1623 ], # 0.05
[ 4680, 2080 ], # 0.1
[ 5918, 2563 ], # 0.2
[ 6333, 2691 ], # 0.3
[ 6896, 2970 ], # 0.5
[ 7657, 3297 ], # 0.8
[ 8136, 3399 ], # 1.0
[ 9255, 3962 ], # 1.5
[ 10362, 4340 ], # 2.0
]
).normalized(12000)
# ./stacked_cores_39xx.py ../../../../out/applications/stacked_cores/40-0.00059999997rad-6coupling-11_1_winding-5e10-drive-
fwd_40_600um_6_11_1_5e10 = Piecewise(
[
[ -10841, -10684 ], # -2.0
[ -10118, -10416 ], # -1.5
[ -9209, -10033 ], # -1.0
[ -8755, -9809 ], # -0.8
[ -8113, -9520 ], # -0.6
[ -7741, -9312 ], # -0.5
[ -7180, -9051 ], # -0.4
[ -4152, -8422 ], # -0.3
[ -1328, -7790 ], # -0.25
[ 117, -7317 ], # -0.2
[ 720, -7057 ], # -0.17
[ 1037, -6894 ], # -0.15
[ 1291, -6744 ], # -0.13
[ 1580, -6541 ], # -0.1
[ 1773, -6366 ], # -0.07
[ 1870, -6257 ], # -0.05
[ 2055, -6046 ], # 0.0
[ 2191, -5921 ], # 0.05
[ 2366, -5783 ], # 0.1
[ 3097, -5430 ], # 0.2
[ 4014, -5084 ], # 0.3
[ 4496, -4826 ], # 0.5
[ 4942, -4641 ], # 0.8
[ 5175, -4562 ], # 1.0
[ 5884, -4342 ], # 1.5
[ 6611, -4071 ], # 2.0
]
).normalized(11000)