Optical constants
Refractive index of AgGaSe2 (Silver gallium selenide, AGSe)
Kato et al. 2021: n(o) 0.81–18 µm
- Data
- formula 4
- Range
- 0.81–18 µm
- Temperature
- 294 K
- Optical axis
- o
- Licence
- CC0-1.0
Uniaxial crystal, axes: oe
Plot
Click the plot to set the calculator wavelength.
At one wavelength
- Refractive index n
- 2.61956
- Extinction coefficient k
- 0
- Permittivity ε1
- 6.86209
- Permittivity ε2
- 0
- Absorption coefficient α
- 0 cm⁻¹
- Penetration depth δ = λ/(2πk)
- — nm
- Abbe number Vd
- —
- Chromatic dispersion dn/dλ
- -0.0047978 µm⁻¹
- Group index ng
- 2.63789
- Group velocity dispersion
- 190.442 fs²/mm
- Dispersion parameter D
- -24.5831 ps/(nm·km)
- Photon energy
- 0.324566 eV
ε = (n + ik)², α = 4πk/λ, ng = n − λ dn/dλ, GVD = λ³/(2πc²) d²n/dλ², D = −(λ/c) d²n/dλ². Group-velocity dispersion is given for formula data only.
Use it in Lightsmith
Load this data in Python, simulate in one more line
pip install lightsmith
import lightsmith as ls
# AgGaSe2 (Silver gallium selenide, AGSe): Kato et al. 2021: n(o) 0.81–18 µm
aggase2 = ls.fetch_refractiveindex("main", "AgGaSe2", "Kato-o", ref="c5c2f188e848453def5970e347399d653df2ffc2")
print(aggase2.range_nm) # (810, 18000) nm
eps = aggase2.eps([3820]) # complex permittivity
Downloads the original record once (pinned to the imported snapshot) and caches it.
import json, urllib.request
import lightsmith as ls
url = "https://materials.lightsmith.dev/v1/datasets/ds_5b698a2ce4da/lightsmith"
aggase2 = ls.Tabulated.model_validate(json.load(urllib.request.urlopen(url)))
print(aggase2.source) # citation and provenance travel with the data
Any dataset here, as the library's Tabulated material (aggase2/kato-2021-o).
# ... load aggase2 as above, then:
sim = ls.Simulation(
particles=[ls.Particle(shape=ls.Sphere(radius_nm=50), material=aggase2)],
medium_index=1.0,
wavelengths=ls.WavelengthRange(start_nm=810, stop_nm=1000, num=81),
)
res = ls.solve(sim) # exact Mie for a sphere
print(res.q_ext) # extinction efficiency at each wavelength
Same spec runs with DDA, FDTD, BEM or T-matrix: ls.compare(sim, ["mie", "dda"]).
Lightsmith is open source (MIT): Mie, T-matrix, BEM, DDA, FDTD, RCWA, TMM, mode solvers and inverse design behind one spec, on CPU or GPU. GitHub.
Dispersion formula
RefractiveIndex.INFO (formula 4), λ in µmValid from 0.81 to 18.0 µm.
Coefficients as stored
| Ci | Value |
|---|---|
| C1 | 11.62264 |
| C2 | 0.43221 |
| C3 | 0.0 |
| C4 | 0.15597 |
| C5 | 1.0 |
| C6 | 18868.52 |
| C7 | 0.0 |
| C8 | 3953.34 |
| C9 | 1.0 |
Comments and conditions
Conditions
- temperature
- 294 K
- direction
- o
References
- doi:10.1364/ao.401828 Refined Sellmeier equations for AgGaSe<sub>2</sub> up to 18 µm, Applied Optics (2021)
Cite
Kiyoshi Kato, Kentaro Miyata and Valentin Petrov. Refined Sellmeier equations for AgGaSe<sub>2</sub> up to 18 µm. Applied Optics, 60, 805 (2021), doi:10.1364/ao.401828; Data from the refractiveindex.info database (M. N. Polyanskiy, Sci. Data 11, 94 (2024), doi:10.1038/s41597-023-02898-2)
Data
Computed on 400 wavelengths, the same grid as the API and the library| λ (µm) | n |
|---|---|
| 0.81 | 2.777272 |
| 0.81632 | 2.774135 |
| 0.822689 | 2.771072 |
| 0.829108 | 2.768081 |
| 0.835577 | 2.765159 |
| 0.842097 | 2.762305 |
| 0.848667 | 2.759517 |
| 0.855289 | 2.756792 |
| 0.861962 | 2.75413 |
| 0.868688 | 2.751527 |
| 0.875466 | 2.748983 |
| 0.882296 | 2.746495 |
| 0.88918 | 2.744062 |
| 0.896118 | 2.741683 |
| 0.90311 | 2.739356 |
| 0.910157 | 2.73708 |
| 0.917258 | 2.734853 |
| 0.924415 | 2.732674 |
| 0.931628 | 2.730542 |
| 0.938897 | 2.728455 |
| 0.946222 | 2.726412 |
| 0.953605 | 2.724412 |
| 0.961046 | 2.722454 |
| 0.968544 | 2.720538 |
| 0.976101 | 2.71866 |
| 0.983717 | 2.716822 |
| 0.991392 | 2.715022 |
| 0.999128 | 2.713258 |
| 1.00692 | 2.71153 |
| 1.01478 | 2.709838 |
| 1.0227 | 2.708179 |
| 1.03068 | 2.706554 |
| 1.03872 | 2.704961 |
| 1.04682 | 2.7034 |
| 1.05499 | 2.70187 |
| 1.06322 | 2.700371 |
| 1.07152 | 2.698901 |
| 1.07988 | 2.697459 |
| 1.0883 | 2.696046 |
| 1.0968 | 2.69466 |
| 1.10535 | 2.693301 |
| 1.11398 | 2.691969 |
| 1.12267 | 2.690662 |
| 1.13143 | 2.689379 |
| 1.14026 | 2.688122 |
| 1.14915 | 2.686888 |
| 1.15812 | 2.685678 |
| 1.16716 | 2.68449 |
| 1.17626 | 2.683325 |
| 1.18544 | 2.682182 |
| 1.19469 | 2.68106 |
| 1.20401 | 2.679959 |
| 1.21341 | 2.678878 |
| 1.22287 | 2.677817 |
| 1.23242 | 2.676776 |
| 1.24203 | 2.675754 |
| 1.25172 | 2.674751 |
| 1.26149 | 2.673766 |
| 1.27133 | 2.672799 |
| 1.28125 | 2.671849 |
| 1.29125 | 2.670917 |
| 1.30132 | 2.670001 |
| 1.31148 | 2.669102 |
| 1.32171 | 2.668219 |
| 1.33202 | 2.667352 |
| 1.34241 | 2.6665 |
| 1.35289 | 2.665664 |
| 1.36344 | 2.664842 |
| 1.37408 | 2.664034 |
| 1.3848 | 2.663241 |
| 1.39561 | 2.662462 |
| 1.4065 | 2.661697 |
| 1.41747 | 2.660944 |
| 1.42853 | 2.660205 |
| 1.43968 | 2.659479 |
| 1.45091 | 2.658765 |
| 1.46223 | 2.658064 |
| 1.47364 | 2.657375 |
| 1.48514 | 2.656697 |
| 1.49673 | 2.656031 |
| 1.5084 | 2.655377 |
| 1.52017 | 2.654733 |
| 1.53203 | 2.654101 |
| 1.54399 | 2.653479 |
| 1.55603 | 2.652868 |
| 1.56818 | 2.652267 |
| 1.58041 | 2.651676 |
| 1.59274 | 2.651095 |
| 1.60517 | 2.650524 |
| 1.61769 | 2.649962 |
| 1.63032 | 2.64941 |
| 1.64304 | 2.648867 |
| 1.65586 | 2.648332 |
| 1.66878 | 2.647807 |
| 1.6818 | 2.64729 |
| 1.69492 | 2.646782 |
| 1.70814 | 2.646282 |
| 1.72147 | 2.64579 |
| 1.7349 | 2.645306 |
| 1.74844 | 2.64483 |
| 1.76208 | 2.644361 |
| 1.77583 | 2.643901 |
| 1.78968 | 2.643447 |
| 1.80365 | 2.643001 |
| 1.81772 | 2.642562 |
| 1.8319 | 2.64213 |
| 1.8462 | 2.641705 |
| 1.8606 | 2.641286 |
| 1.87512 | 2.640874 |
| 1.88975 | 2.640469 |
| 1.90449 | 2.64007 |
| 1.91935 | 2.639677 |
| 1.93433 | 2.63929 |
| 1.94942 | 2.638909 |
| 1.96463 | 2.638534 |
| 1.97996 | 2.638165 |
| 1.99541 | 2.637802 |
| 2.01098 | 2.637444 |
| 2.02667 | 2.637092 |
| 2.04248 | 2.636745 |
| 2.05842 | 2.636403 |
| 2.07448 | 2.636066 |
| 2.09067 | 2.635734 |
| 2.10698 | 2.635408 |
| 2.12342 | 2.635086 |
| 2.13999 | 2.634769 |
| 2.15668 | 2.634456 |
| 2.17351 | 2.634148 |
| 2.19047 | 2.633845 |
| 2.20756 | 2.633546 |
| 2.22478 | 2.633252 |
| 2.24214 | 2.632961 |
| 2.25964 | 2.632675 |
| 2.27727 | 2.632393 |
| 2.29504 | 2.632115 |
| 2.31294 | 2.631841 |
| 2.33099 | 2.63157 |
| 2.34918 | 2.631304 |
| 2.36751 | 2.631041 |
| 2.38598 | 2.630782 |
| 2.4046 | 2.630526 |
| 2.42336 | 2.630274 |
| 2.44227 | 2.630025 |
| 2.46132 | 2.629779 |
| 2.48053 | 2.629537 |
| 2.49988 | 2.629298 |
| 2.51938 | 2.629062 |
| 2.53904 | 2.62883 |
| 2.55885 | 2.6286 |
| 2.57882 | 2.628373 |
| 2.59894 | 2.628149 |
| 2.61922 | 2.627928 |
| 2.63965 | 2.62771 |
| 2.66025 | 2.627494 |
| 2.68101 | 2.627281 |
| 2.70192 | 2.627071 |
| 2.72301 | 2.626863 |
| 2.74425 | 2.626658 |
| 2.76566 | 2.626455 |
| 2.78724 | 2.626254 |
| 2.80899 | 2.626056 |
| 2.83091 | 2.62586 |
| 2.85299 | 2.625667 |
| 2.87526 | 2.625475 |
| 2.89769 | 2.625286 |
| 2.9203 | 2.625098 |
| 2.94308 | 2.624913 |
| 2.96605 | 2.62473 |
| 2.98919 | 2.624548 |
| 3.01251 | 2.624369 |
| 3.03602 | 2.624191 |
| 3.05971 | 2.624015 |
| 3.08358 | 2.623841 |
| 3.10764 | 2.623668 |
| 3.13189 | 2.623498 |
| 3.15632 | 2.623328 |
| 3.18095 | 2.623161 |
| 3.20577 | 2.622994 |
| 3.23078 | 2.62283 |
| 3.25599 | 2.622666 |
| 3.28139 | 2.622505 |
| 3.307 | 2.622344 |
| 3.3328 | 2.622185 |
| 3.3588 | 2.622027 |
| 3.38501 | 2.62187 |
| 3.41142 | 2.621714 |
| 3.43804 | 2.62156 |
| 3.46486 | 2.621407 |
| 3.4919 | 2.621254 |
| 3.51914 | 2.621103 |
| 3.5466 | 2.620953 |
| 3.57427 | 2.620804 |
| 3.60216 | 2.620655 |
| 3.63027 | 2.620508 |
| 3.65859 | 2.620361 |
| 3.68714 | 2.620215 |
| 3.71591 | 2.62007 |
| 3.7449 | 2.619925 |
| 3.77412 | 2.619782 |
| 3.80357 | 2.619639 |
| 3.83324 | 2.619496 |
| 3.86315 | 2.619354 |
| 3.89329 | 2.619213 |
| 3.92367 | 2.619072 |
| 3.95429 | 2.618932 |
| 3.98514 | 2.618792 |
| 4.01623 | 2.618652 |
| 4.04757 | 2.618513 |
| 4.07915 | 2.618374 |
| 4.11098 | 2.618235 |
| 4.14305 | 2.618097 |
| 4.17538 | 2.617959 |
| 4.20796 | 2.617821 |
| 4.24079 | 2.617683 |
| 4.27388 | 2.617546 |
| 4.30723 | 2.617408 |
| 4.34083 | 2.617271 |
| 4.3747 | 2.617133 |
| 4.40883 | 2.616996 |
| 4.44323 | 2.616858 |
| 4.4779 | 2.616721 |
| 4.51284 | 2.616583 |
| 4.54805 | 2.616445 |
| 4.58354 | 2.616307 |
| 4.6193 | 2.616169 |
| 4.65534 | 2.61603 |
| 4.69167 | 2.615891 |
| 4.72827 | 2.615752 |
| 4.76516 | 2.615613 |
| 4.80234 | 2.615473 |
| 4.83981 | 2.615332 |
| 4.87758 | 2.615191 |
| 4.91563 | 2.61505 |
| 4.95399 | 2.614908 |
| 4.99264 | 2.614766 |
| 5.0316 | 2.614623 |
| 5.07085 | 2.614479 |
| 5.11042 | 2.614334 |
| 5.15029 | 2.614189 |
| 5.19048 | 2.614043 |
| 5.23098 | 2.613897 |
| 5.27179 | 2.613749 |
| 5.31292 | 2.613601 |
| 5.35438 | 2.613451 |
| 5.39615 | 2.613301 |
| 5.43826 | 2.61315 |
| 5.48069 | 2.612998 |
| 5.52345 | 2.612844 |
| 5.56655 | 2.61269 |
| 5.60998 | 2.612534 |
| 5.65375 | 2.612378 |
| 5.69787 | 2.61222 |
| 5.74232 | 2.612061 |
| 5.78713 | 2.6119 |
| 5.83228 | 2.611738 |
| 5.87779 | 2.611575 |
| 5.92365 | 2.611411 |
| 5.96987 | 2.611244 |
| 6.01645 | 2.611077 |
| 6.06339 | 2.610908 |
| 6.1107 | 2.610737 |
| 6.15838 | 2.610565 |
| 6.20643 | 2.610391 |
| 6.25485 | 2.610215 |
| 6.30366 | 2.610037 |
| 6.35284 | 2.609858 |
| 6.40241 | 2.609677 |
| 6.45236 | 2.609494 |
| 6.50271 | 2.609309 |
| 6.55344 | 2.609122 |
| 6.60458 | 2.608933 |
| 6.65611 | 2.608741 |
| 6.70804 | 2.608548 |
| 6.76038 | 2.608353 |
| 6.81313 | 2.608155 |
| 6.86629 | 2.607955 |
| 6.91986 | 2.607752 |
| 6.97385 | 2.607547 |
| 7.02827 | 2.60734 |
| 7.0831 | 2.60713 |
| 7.13837 | 2.606918 |
| 7.19407 | 2.606703 |
| 7.2502 | 2.606485 |
| 7.30677 | 2.606265 |
| 7.36378 | 2.606042 |
| 7.42123 | 2.605816 |
| 7.47914 | 2.605587 |
| 7.53749 | 2.605355 |
| 7.5963 | 2.60512 |
| 7.65557 | 2.604882 |
| 7.71531 | 2.60464 |
| 7.7755 | 2.604396 |
| 7.83617 | 2.604148 |
| 7.89731 | 2.603897 |
| 7.95893 | 2.603643 |
| 8.02103 | 2.603385 |
| 8.08361 | 2.603123 |
| 8.14669 | 2.602858 |
| 8.21025 | 2.602589 |
| 8.27431 | 2.602316 |
| 8.33887 | 2.60204 |
| 8.40393 | 2.601759 |
| 8.4695 | 2.601475 |
| 8.53559 | 2.601186 |
| 8.60219 | 2.600894 |
| 8.6693 | 2.600597 |
| 8.73695 | 2.600296 |
| 8.80512 | 2.59999 |
| 8.87382 | 2.59968 |
| 8.94305 | 2.599365 |
| 9.01283 | 2.599046 |
| 9.08315 | 2.598722 |
| 9.15402 | 2.598393 |
| 9.22545 | 2.598059 |
| 9.29743 | 2.59772 |
| 9.36997 | 2.597376 |
| 9.44308 | 2.597027 |
| 9.51676 | 2.596673 |
| 9.59101 | 2.596313 |
| 9.66585 | 2.595948 |
| 9.74126 | 2.595577 |
| 9.81727 | 2.5952 |
| 9.89387 | 2.594817 |
| 9.97107 | 2.594429 |
| 10.0489 | 2.594035 |
| 10.1273 | 2.593634 |
| 10.2063 | 2.593227 |
| 10.2859 | 2.592814 |
| 10.3662 | 2.592394 |
| 10.4471 | 2.591968 |
| 10.5286 | 2.591534 |
| 10.6107 | 2.591094 |
| 10.6935 | 2.590647 |
| 10.7769 | 2.590193 |
| 10.861 | 2.589732 |
| 10.9458 | 2.589263 |
| 11.0312 | 2.588786 |
| 11.1172 | 2.588302 |
| 11.204 | 2.58781 |
| 11.2914 | 2.587311 |
| 11.3795 | 2.586803 |
| 11.4683 | 2.586286 |
| 11.5578 | 2.585762 |
| 11.648 | 2.585228 |
| 11.7388 | 2.584686 |
| 11.8304 | 2.584135 |
| 11.9227 | 2.583575 |
| 12.0158 | 2.583006 |
| 12.1095 | 2.582427 |
| 12.204 | 2.581839 |
| 12.2992 | 2.58124 |
| 12.3952 | 2.580632 |
| 12.4919 | 2.580014 |
| 12.5894 | 2.579385 |
| 12.6876 | 2.578746 |
| 12.7866 | 2.578096 |
| 12.8864 | 2.577435 |
| 12.9869 | 2.576763 |
| 13.0882 | 2.576079 |
| 13.1903 | 2.575384 |
| 13.2933 | 2.574677 |
| 13.397 | 2.573958 |
| 13.5015 | 2.573226 |
| 13.6069 | 2.572482 |
| 13.713 | 2.571725 |
| 13.82 | 2.570955 |
| 13.9278 | 2.570172 |
| 14.0365 | 2.569376 |
| 14.146 | 2.568565 |
| 14.2564 | 2.56774 |
| 14.3676 | 2.566901 |
| 14.4798 | 2.566047 |
| 14.5927 | 2.565179 |
| 14.7066 | 2.564295 |
| 14.8213 | 2.563395 |
| 14.937 | 2.56248 |
| 15.0535 | 2.561548 |
| 15.171 | 2.5606 |
| 15.2893 | 2.559635 |
| 15.4086 | 2.558652 |
| 15.5289 | 2.557652 |
| 15.65 | 2.556634 |
| 15.7721 | 2.555598 |
| 15.8952 | 2.554543 |
| 16.0192 | 2.55347 |
| 16.1442 | 2.552376 |
| 16.2702 | 2.551263 |
| 16.3971 | 2.550129 |
| 16.5251 | 2.548975 |
| 16.654 | 2.5478 |
| 16.7839 | 2.546603 |
| 16.9149 | 2.545383 |
| 17.0469 | 2.544142 |
| 17.1799 | 2.542877 |
| 17.3139 | 2.541589 |
| 17.449 | 2.540276 |
| 17.5852 | 2.53894 |
| 17.7224 | 2.537578 |
| 17.8606 | 2.53619 |
| 18 | 2.534776 |
Optical transmission calculator
Free-standing sample in vacuum, normal incidence- Transmittance T
- —
- Reflectance R
- —
Fresnel reflection calculator
- Rp
- —
- Rs
- —
- R = (Rp+Rs)/2
- —
- Phase φp
- —
- Phase φs
- —
- Brewster angle θB
- —
- Critical angle θC
- —
Ordinary ray (o) 20–22 °C.