Add dispersion slope

Change-Id: Iced385787896793437be410a189c67e05da87714
This commit is contained in:
Alessio Ferrari
2020-05-27 01:45:16 +02:00
committed by Jan Kundrát
parent c8fa7635e0
commit b74d0a4919
3 changed files with 110 additions and 98 deletions

View File

@@ -238,6 +238,8 @@ The fiber library currently describes SSMF and NZDF but additional fiber types c
+----------------------+-----------+-----------------------------------------+
| ``dispersion`` | (number) | (s.m-1.m-1) |
+----------------------+-----------+-----------------------------------------+
| ``dispersion_slope`` | (number) | (s.m-1.m-1.m-1) |
+----------------------+-----------+-----------------------------------------+
| ``gamma`` | (number) | 2pi.n2/(lambda*Aeff) (w-1.m-1) |
+----------------------+-----------+-----------------------------------------+

View File

@@ -148,7 +148,6 @@ class FiberParams(Parameters):
self._con_in = kwargs['con_in'] if 'con_in' in kwargs else None
self._con_out = kwargs['con_out'] if 'con_out' in kwargs else None
self._gamma = kwargs['gamma'] # 1/W/m
self._dispersion = kwargs['dispersion'] # s/m/m
if 'ref_wavelength' in kwargs:
self._ref_wavelength = kwargs['ref_wavelength']
self._ref_frequency = c / self.ref_wavelength
@@ -158,8 +157,15 @@ class FiberParams(Parameters):
else:
self._ref_wavelength = 1550e-9
self._ref_frequency = c / self.ref_wavelength
self._dispersion = kwargs['dispersion'] # s/m/m
self._dispersion_slope = kwargs['dispersion_slope'] if 'dispersion_slope' in kwargs else \
-2 * self._dispersion/self.ref_wavelength # s/m/m/m
self._beta2 = -(self.ref_wavelength ** 2) * self.dispersion / (2 * pi * c) # 1/(m * Hz^2)
self._beta3 = kwargs['beta3'] if 'beta3' in kwargs else 0
# Eq. (3.23) in Abramczyk, Halina. "Dispersion phenomena in optical fibers." Virtual European University
# on Lasers. Available online: http://mitr.p.lodz.pl/evu/lectures/Abramczyk3.pdf
# (accessed on 25 March 2018) (2005).
self._beta3 = ((self.dispersion_slope - (4*pi*c/self.ref_wavelength**3) * self.beta2) /
(2*pi*c/self.ref_wavelength**2)**2)
if type(kwargs['loss_coef']) == dict:
self._loss_coef = squeeze(kwargs['loss_coef']['loss_coef_power']) * 1e-3 # lineic loss dB/m
self._f_loss_ref = squeeze(kwargs['loss_coef']['frequency']) # Hz
@@ -213,6 +219,10 @@ class FiberParams(Parameters):
def dispersion(self):
return self._dispersion
@property
def dispersion_slope(self):
return self._dispersion_slope
@property
def gamma(self):
return self._gamma

View File

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88,7.1291797553153e-05,1.4847055996011248e-08,6.011696114034367e-08
89,7.032542203609039e-05,1.4721440784517874e-08,5.930206291361685e-08
90,6.937298231673965e-05,1.4597227547292096e-08,5.849891607818969e-08
91,6.843339696762385e-05,1.447443282270653e-08,5.7706608718023645e-08
92,6.750649045006057e-05,1.4353051811356354e-08,5.6924992809748396e-08
93,6.65920896785063e-05,1.4233080214004659e-08,5.615392239860827e-08
94,6.554258932109667e-05,1.407504972937325e-08,5.5268928972034444e-08
95,6.450957734109368e-05,1.3918655180382722e-08,5.439783940506079e-08
1 signal ase nli
2 0 0.0002869472910750076 0.0002869472910749756 3.829243751386179e-08 3.829244288314411e-08 2.157043502374111e-07 2.1570435023738975e-07
3 1 0.000284426444181902 0.0002844264441819097 3.8108068606265256e-08 3.810807396068084e-08 2.1799950841472648e-07 2.1799950841473497e-07
4 2 0.0002819286625240274 0.00028192866252406385 3.7925434667811625e-08 3.792544000755193e-08 2.2023841125044652e-07 2.2023841125047751e-07
5 3 0.0002794537215642205 0.0002794537215642667 3.774451238936698e-08 3.7744517714620316e-08 2.224218994135113e-07 2.2242189941355056e-07
6 4 0.0002756243295734432 0.00027562432957345563 3.739256063612741e-08 3.739256592350871e-08 2.2343448272114653e-07 2.2343448272115905e-07
7 5 0.0002718482755003954 0.0002718482755003939 3.7044477620123535e-08 3.7044482870002475e-08 2.2437826192962217e-07 2.2437826192962336e-07
8 6 0.0002681247979313455 0.00026812479793132313 3.6700201831013766e-08 3.670020704375223e-08 2.2525495466695055e-07 2.2525495466693408e-07
9 7 0.0002644507001383656 0.000264450700138397 3.635953568122817e-08 3.635954085714981e-08 2.2606415187870565e-07 2.2606415187873477e-07
10 8 0.0002608253488031495 0.0002608253488030976 3.602242321653821e-08 3.602242835595967e-08 2.268074852150968e-07 2.2680748521505387e-07
11 9 0.00025690468888571607 0.0002569046888856947 3.564391587795796e-08 3.564392097524325e-08 2.2718285844824803e-07 2.2718285844823122e-07
12 10 0.0002530414048173237 0.0002530414048172964 3.5269661038482016e-08 3.52696660940159e-08 2.2749429758476786e-07 2.2749429758474536e-07
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15 13 0.00024174879168999762 0.00024174879169001578 3.417258192135115e-08 3.4172586853993816e-08 2.280260208417629e-07 2.280260208417818e-07
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18 16 0.00023061678363205047 0.0002306167836320285 3.30744682841412e-08 3.307447309241581e-08 2.2771816297652923e-07 2.2771816297650914e-07
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21 19 0.0002195336193536736 0.00021953361935365365 3.195819496314336e-08 3.195819964288877e-08 2.193976173454328e-07 2.1939761734541424e-07
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23 21 0.00021189361260563733 0.0002118936126056039 3.116322489050993e-08 3.116322947665684e-08 2.1117277567390236e-07 2.1117277567387026e-07
24 22 0.00020816423698459606 0.00020816423698459974 3.0773141693336075e-08 3.0773146233359933e-08 2.0716649124094935e-07 2.0716649124095414e-07
25 23 0.0002044941867087381 0.000204494186708796 3.038787321635763e-08 3.0387877710694614e-08 2.032295417993187e-07 2.0322954179937734e-07
26 24 0.00020116081520673765 0.0002011608152067422 3.00440338127331e-08 3.0044038268833097e-08 1.9963693210324778e-07 1.9963693210325328e-07
27 25 0.00019787569461895006 0.0001978756946189507 2.9704199888387147e-08 2.9704204306604607e-08 1.9610141536963145e-07 1.9610141536963302e-07
28 26 0.00019463824873065924 0.00019463824873067792 2.9368302916351224e-08 2.9368307297032184e-08 1.9262221997372471e-07 1.9262221997374404e-07
29 27 0.0001914486066928752 0.00019144860669288407 2.903632427420397e-08 2.903632861769827e-08 1.8919927457565086e-07 1.8919927457566036e-07
30 28 0.00018830616497930887 0.00018830616497929743 2.870819640079397e-08 2.870820070744311e-08 1.858317840670677e-07 1.8583178406705711e-07
31 29 0.00018521032563368435 0.0001852103256336822 2.838385281897912e-08 2.838385708911634e-08 1.8251896218718178e-07 1.8251896218718027e-07
32 30 0.00018216049720979434 0.0001821604972098109 2.8063228018898468e-08 2.8063232252848876e-08 1.7926003240909075e-07 1.7926003240910756e-07
33 31 0.0001791561867005718 0.00017915618670059162 2.7746255438682553e-08 2.774625963676283e-08 1.76054318231933e-07 1.76054318231953e-07
34 32 0.00017619680881744213 0.00017619680881745593 2.7432871709278503e-08 2.7432875871797347e-08 1.7290105534292413e-07 1.729010553429381e-07
35 33 0.00017328178390236163 0.0001732817839023698 2.7123014438128492e-08 2.712301856538676e-08 1.6979948820364567e-07 1.6979948820365403e-07
36 34 0.00017049664136784971 0.0001704966413678542 2.6828118382010868e-08 2.6828122477482957e-08 1.668331233176527e-07 1.6683312331765736e-07
37 35 0.0001677518922618999 0.00016775189226190024 2.6536524600591003e-08 2.6536528664560742e-08 1.639139770351797e-07 1.639139770351803e-07
38 36 0.00016504703499520338 0.00016504703499518105 2.6248178236430935e-08 2.624818226917535e-08 1.6104139135571758e-07 1.6104139135569604e-07
39 37 0.0001623826677977635 0.00016238266779776653 2.596311344676757e-08 2.5963117448579666e-08 1.579538179464147e-07 1.5795381794641793e-07
40 38 0.0001597582427278653 0.0001597582427278871 2.5681275450827438e-08 2.568127942199337e-08 1.549209871570718e-07 1.5492098715709327e-07
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42 40 0.00015462705891566638 0.00015462705891567335 2.512706495768609e-08 2.5127068868391087e-08 1.490160317195833e-07 1.4901603171959048e-07
43 41 0.00015212101646392648 0.00015212101646395513 2.4854546722771583e-08 2.4854550603641668e-08 1.4614388817377845e-07 1.4614388817380648e-07
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55 53 0.000123957002859191 0.00012395700285919374 2.1621335420785434e-08 2.1621338937233993e-08 1.1461743054419468e-07 1.1461743054419825e-07
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57 55 0.00011968650905779935 0.0001196865090578088 2.1101906890578305e-08 2.11019103466444e-08 1.0994951537259513e-07 1.0994951537260489e-07
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63 61 0.00010777915187087522 0.00010777915187088834 1.9613208260272527e-08 1.961321154131787e-08 9.644480679616336e-08 9.644480679617587e-08
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71 69 9.470627135913274e-05 9.470627135912848e-05 1.795373041706864e-08 1.7953733512786736e-08 8.174028142913882e-08 8.174028142913557e-08
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76 74 8.760740745800998e-05 8.760740745801088e-05 1.7025337039390582e-08 1.7025340034280735e-08 7.387513417420477e-08 7.38751341742058e-08
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81 79 8.113370706498376e-05 8.11337070649851e-05 1.6156829499842502e-08 1.615683240442047e-08 6.841617243780552e-08 6.84161724378069e-08
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86 84 7.530262080974352e-05 7.530262080974513e-05 1.5364274253504764e-08 1.5364277079429572e-08 6.349909645089537e-08 6.349909645089698e-08
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88 86 7.326723873728748e-05 7.326723873728716e-05 1.5102509684796054e-08 1.510251249079146e-08 6.17827561543225e-08 6.178275615432246e-08
89 87 7.227232864621635e-05 7.227232864620995e-05 1.497407531211962e-08 1.4974078108462424e-08 6.094379608688325e-08 6.094379608687809e-08
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91 89 7.032542203609286e-05 7.032542203609039e-05 1.4721438007057792e-08 1.4721440784517874e-08 5.930206291361871e-08 5.930206291361685e-08
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