Optical constants
Refractive index of Ag3AsS3 (Silver arsenic sulfide)
Hulme et al. 1967: n(e) 0.59–4.6 µm
- Data
- formula 4
- Range
- 0.59–4.6 µm
- Temperature
- 293 K
- Optical axis
- e
- Licence
- CC0-1.0
Uniaxial crystal, axes: oe
Plot
Click the plot to set the calculator wavelength.
At one wavelength
- Refractive index n
- 2.54419
- Extinction coefficient k
- 0
- Permittivity ε1
- 6.47292
- Permittivity ε2
- 0
- Absorption coefficient α
- 0 cm⁻¹
- Penetration depth δ = λ/(2πk)
- — nm
- Abbe number Vd
- —
- Chromatic dispersion dn/dλ
- -0.0327188 µm⁻¹
- Group index ng
- 2.59818
- Group velocity dispersion
- 477.219 fs²/mm
- Dispersion parameter D
- -330.18 ps/(nm·km)
- Photon energy
- 0.751419 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
# Ag3AsS3 (Silver arsenic sulfide): Hulme et al. 1967: n(e) 0.59–4.6 µm
ag3ass3 = ls.fetch_refractiveindex("main", "Ag3AsS3", "Hulme-e", ref="c5c2f188e848453def5970e347399d653df2ffc2")
print(ag3ass3.range_nm) # (590, 4600) nm
eps = ag3ass3.eps([633]) # 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_bea805748bc3/lightsmith"
ag3ass3 = ls.Tabulated.model_validate(json.load(urllib.request.urlopen(url)))
print(ag3ass3.source) # citation and provenance travel with the data
Any dataset here, as the library's Tabulated material (ag3ass3/hulme-1967-e).
# ... load ag3ass3 as above, then:
sim = ls.Simulation(
particles=[ls.Particle(shape=ls.Sphere(radius_nm=50), material=ag3ass3)],
medium_index=1.0,
wavelengths=ls.WavelengthRange(start_nm=590, 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 0.59 to 4.6 µm.
Coefficients as stored
| Ci | Value |
|---|---|
| C1 | 6.346 |
| C2 | 0.342 |
| C3 | 0.0 |
| C4 | 0.09 |
| C5 | 1.0 |
| C6 | 0.0 |
| C7 | 0.0 |
| C8 | 0.0 |
| C9 | 1.0 |
| C10 | -0.0011 |
| C11 | 2.0 |
Comments and conditions
Conditions
- temperature
- 293 K
- direction
- e
References
- doi:10.1063/1.1754880 SYNTHETIC PROUSTITE (Ag3AsS3): A NEW CRYSTAL FOR OPTICAL MIXING, Applied Physics Letters (1967)
Cite
K. F. Hulme, O. Jones, P. H. Davies and M. V. Hobden. SYNTHETIC PROUSTITE (Ag3AsS3): A NEW CRYSTAL FOR OPTICAL MIXING. Applied Physics Letters, 10, 133-135 (1967), doi:10.1063/1.1754880; 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 |
|---|---|
| 0.59 | 2.7696 |
| 0.593045 | 2.766305 |
| 0.596105 | 2.763063 |
| 0.599181 | 2.759872 |
| 0.602273 | 2.756733 |
| 0.605381 | 2.753643 |
| 0.608505 | 2.750601 |
| 0.611645 | 2.747608 |
| 0.614801 | 2.744661 |
| 0.617974 | 2.74176 |
| 0.621163 | 2.738904 |
| 0.624368 | 2.736091 |
| 0.62759 | 2.733322 |
| 0.630829 | 2.730595 |
| 0.634084 | 2.72791 |
| 0.637356 | 2.725265 |
| 0.640645 | 2.72266 |
| 0.643951 | 2.720094 |
| 0.647274 | 2.717566 |
| 0.650614 | 2.715076 |
| 0.653972 | 2.712623 |
| 0.657347 | 2.710206 |
| 0.660739 | 2.707825 |
| 0.664148 | 2.705479 |
| 0.667576 | 2.703167 |
| 0.671021 | 2.700888 |
| 0.674483 | 2.698643 |
| 0.677964 | 2.696429 |
| 0.681462 | 2.694248 |
| 0.684979 | 2.692098 |
| 0.688514 | 2.689979 |
| 0.692067 | 2.687889 |
| 0.695638 | 2.68583 |
| 0.699228 | 2.683799 |
| 0.702836 | 2.681797 |
| 0.706463 | 2.679823 |
| 0.710109 | 2.677877 |
| 0.713773 | 2.675958 |
| 0.717456 | 2.674065 |
| 0.721159 | 2.672199 |
| 0.72488 | 2.670359 |
| 0.728621 | 2.668543 |
| 0.732381 | 2.666753 |
| 0.73616 | 2.664987 |
| 0.739959 | 2.663245 |
| 0.743777 | 2.661527 |
| 0.747615 | 2.659832 |
| 0.751473 | 2.65816 |
| 0.755351 | 2.656511 |
| 0.759249 | 2.654883 |
| 0.763167 | 2.653278 |
| 0.767105 | 2.651694 |
| 0.771064 | 2.650131 |
| 0.775043 | 2.648588 |
| 0.779042 | 2.647066 |
| 0.783062 | 2.645565 |
| 0.787103 | 2.644082 |
| 0.791165 | 2.64262 |
| 0.795248 | 2.641176 |
| 0.799352 | 2.639752 |
| 0.803477 | 2.638346 |
| 0.807623 | 2.636958 |
| 0.81179 | 2.635588 |
| 0.815979 | 2.634236 |
| 0.82019 | 2.632902 |
| 0.824423 | 2.631584 |
| 0.828677 | 2.630284 |
| 0.832953 | 2.629 |
| 0.837252 | 2.627732 |
| 0.841572 | 2.626481 |
| 0.845915 | 2.625245 |
| 0.85028 | 2.624025 |
| 0.854668 | 2.622821 |
| 0.859078 | 2.621632 |
| 0.863512 | 2.620458 |
| 0.867968 | 2.619298 |
| 0.872447 | 2.618153 |
| 0.876949 | 2.617023 |
| 0.881474 | 2.615906 |
| 0.886023 | 2.614803 |
| 0.890595 | 2.613715 |
| 0.895191 | 2.612639 |
| 0.89981 | 2.611577 |
| 0.904454 | 2.610528 |
| 0.909121 | 2.609492 |
| 0.913812 | 2.608469 |
| 0.918528 | 2.607458 |
| 0.923268 | 2.60646 |
| 0.928032 | 2.605473 |
| 0.932821 | 2.604499 |
| 0.937635 | 2.603537 |
| 0.942473 | 2.602587 |
| 0.947337 | 2.601648 |
| 0.952226 | 2.60072 |
| 0.957139 | 2.599803 |
| 0.962079 | 2.598898 |
| 0.967043 | 2.598004 |
| 0.972034 | 2.59712 |
| 0.97705 | 2.596247 |
| 0.982091 | 2.595384 |
| 0.987159 | 2.594532 |
| 0.992254 | 2.593689 |
| 0.997374 | 2.592857 |
| 1.00252 | 2.592035 |
| 1.00769 | 2.591222 |
| 1.01289 | 2.59042 |
| 1.01812 | 2.589626 |
| 1.02337 | 2.588842 |
| 1.02866 | 2.588067 |
| 1.03396 | 2.587302 |
| 1.0393 | 2.586545 |
| 1.04466 | 2.585797 |
| 1.05005 | 2.585058 |
| 1.05547 | 2.584328 |
| 1.06092 | 2.583606 |
| 1.06639 | 2.582893 |
| 1.0719 | 2.582188 |
| 1.07743 | 2.581491 |
| 1.08299 | 2.580802 |
| 1.08858 | 2.580121 |
| 1.09419 | 2.579448 |
| 1.09984 | 2.578783 |
| 1.10552 | 2.578126 |
| 1.11122 | 2.577476 |
| 1.11696 | 2.576833 |
| 1.12272 | 2.576198 |
| 1.12851 | 2.57557 |
| 1.13434 | 2.57495 |
| 1.14019 | 2.574336 |
| 1.14607 | 2.57373 |
| 1.15199 | 2.57313 |
| 1.15793 | 2.572537 |
| 1.16391 | 2.571951 |
| 1.16991 | 2.571372 |
| 1.17595 | 2.570799 |
| 1.18202 | 2.570233 |
| 1.18812 | 2.569673 |
| 1.19425 | 2.569119 |
| 1.20041 | 2.568572 |
| 1.20661 | 2.568031 |
| 1.21283 | 2.567496 |
| 1.21909 | 2.566967 |
| 1.22538 | 2.566444 |
| 1.23171 | 2.565926 |
| 1.23806 | 2.565415 |
| 1.24445 | 2.564909 |
| 1.25087 | 2.564409 |
| 1.25733 | 2.563914 |
| 1.26382 | 2.563425 |
| 1.27034 | 2.562942 |
| 1.27689 | 2.562463 |
| 1.28348 | 2.56199 |
| 1.29011 | 2.561523 |
| 1.29676 | 2.56106 |
| 1.30346 | 2.560603 |
| 1.31018 | 2.56015 |
| 1.31694 | 2.559703 |
| 1.32374 | 2.55926 |
| 1.33057 | 2.558823 |
| 1.33744 | 2.55839 |
| 1.34434 | 2.557962 |
| 1.35128 | 2.557538 |
| 1.35825 | 2.55712 |
| 1.36526 | 2.556705 |
| 1.3723 | 2.556296 |
| 1.37938 | 2.55589 |
| 1.3865 | 2.55549 |
| 1.39366 | 2.555093 |
| 1.40085 | 2.554701 |
| 1.40808 | 2.554313 |
| 1.41534 | 2.553929 |
| 1.42265 | 2.55355 |
| 1.42999 | 2.553174 |
| 1.43737 | 2.552803 |
| 1.44479 | 2.552435 |
| 1.45224 | 2.552072 |
| 1.45974 | 2.551712 |
| 1.46727 | 2.551356 |
| 1.47484 | 2.551005 |
| 1.48245 | 2.550656 |
| 1.4901 | 2.550312 |
| 1.49779 | 2.549971 |
| 1.50552 | 2.549634 |
| 1.51329 | 2.5493 |
| 1.5211 | 2.54897 |
| 1.52895 | 2.548644 |
| 1.53684 | 2.548321 |
| 1.54477 | 2.548001 |
| 1.55274 | 2.547685 |
| 1.56075 | 2.547372 |
| 1.56881 | 2.547062 |
| 1.5769 | 2.546756 |
| 1.58504 | 2.546453 |
| 1.59322 | 2.546153 |
| 1.60144 | 2.545856 |
| 1.6097 | 2.545562 |
| 1.61801 | 2.545272 |
| 1.62636 | 2.544984 |
| 1.63475 | 2.544699 |
| 1.64319 | 2.544418 |
| 1.65167 | 2.544139 |
| 1.66019 | 2.543863 |
| 1.66876 | 2.54359 |
| 1.67737 | 2.54332 |
| 1.68602 | 2.543052 |
| 1.69473 | 2.542788 |
| 1.70347 | 2.542526 |
| 1.71226 | 2.542267 |
| 1.7211 | 2.54201 |
| 1.72998 | 2.541756 |
| 1.73891 | 2.541505 |
| 1.74788 | 2.541256 |
| 1.7569 | 2.54101 |
| 1.76597 | 2.540766 |
| 1.77508 | 2.540525 |
| 1.78424 | 2.540286 |
| 1.79345 | 2.540049 |
| 1.8027 | 2.539815 |
| 1.812 | 2.539584 |
| 1.82135 | 2.539354 |
| 1.83075 | 2.539127 |
| 1.8402 | 2.538903 |
| 1.8497 | 2.53868 |
| 1.85924 | 2.53846 |
| 1.86884 | 2.538242 |
| 1.87848 | 2.538026 |
| 1.88817 | 2.537812 |
| 1.89792 | 2.5376 |
| 1.90771 | 2.537391 |
| 1.91756 | 2.537183 |
| 1.92745 | 2.536978 |
| 1.9374 | 2.536774 |
| 1.94739 | 2.536573 |
| 1.95744 | 2.536373 |
| 1.96754 | 2.536176 |
| 1.9777 | 2.53598 |
| 1.9879 | 2.535787 |
| 1.99816 | 2.535595 |
| 2.00847 | 2.535405 |
| 2.01884 | 2.535217 |
| 2.02926 | 2.53503 |
| 2.03973 | 2.534846 |
| 2.05025 | 2.534663 |
| 2.06083 | 2.534482 |
| 2.07147 | 2.534303 |
| 2.08216 | 2.534125 |
| 2.0929 | 2.533949 |
| 2.1037 | 2.533775 |
| 2.11456 | 2.533602 |
| 2.12547 | 2.533431 |
| 2.13644 | 2.533262 |
| 2.14746 | 2.533094 |
| 2.15854 | 2.532928 |
| 2.16968 | 2.532763 |
| 2.18088 | 2.5326 |
| 2.19213 | 2.532438 |
| 2.20345 | 2.532278 |
| 2.21482 | 2.532119 |
| 2.22625 | 2.531962 |
| 2.23773 | 2.531806 |
| 2.24928 | 2.531651 |
| 2.26089 | 2.531498 |
| 2.27256 | 2.531346 |
| 2.28428 | 2.531196 |
| 2.29607 | 2.531047 |
| 2.30792 | 2.530899 |
| 2.31983 | 2.530753 |
| 2.3318 | 2.530608 |
| 2.34383 | 2.530464 |
| 2.35593 | 2.530322 |
| 2.36809 | 2.53018 |
| 2.38031 | 2.53004 |
| 2.39259 | 2.529901 |
| 2.40494 | 2.529764 |
| 2.41735 | 2.529627 |
| 2.42982 | 2.529492 |
| 2.44236 | 2.529358 |
| 2.45496 | 2.529225 |
| 2.46763 | 2.529093 |
| 2.48036 | 2.528962 |
| 2.49316 | 2.528832 |
| 2.50603 | 2.528703 |
| 2.51896 | 2.528576 |
| 2.53196 | 2.528449 |
| 2.54503 | 2.528324 |
| 2.55816 | 2.528199 |
| 2.57136 | 2.528075 |
| 2.58463 | 2.527953 |
| 2.59797 | 2.527831 |
| 2.61137 | 2.527711 |
| 2.62485 | 2.527591 |
| 2.63839 | 2.527472 |
| 2.65201 | 2.527354 |
| 2.66569 | 2.527238 |
| 2.67945 | 2.527122 |
| 2.69328 | 2.527006 |
| 2.70718 | 2.526892 |
| 2.72115 | 2.526779 |
| 2.73519 | 2.526666 |
| 2.7493 | 2.526554 |
| 2.76349 | 2.526443 |
| 2.77775 | 2.526333 |
| 2.79208 | 2.526224 |
| 2.80649 | 2.526115 |
| 2.82098 | 2.526008 |
| 2.83553 | 2.5259 |
| 2.85017 | 2.525794 |
| 2.86487 | 2.525689 |
| 2.87966 | 2.525584 |
| 2.89452 | 2.52548 |
| 2.90945 | 2.525376 |
| 2.92447 | 2.525273 |
| 2.93956 | 2.525171 |
| 2.95473 | 2.52507 |
| 2.96998 | 2.524969 |
| 2.9853 | 2.524869 |
| 3.00071 | 2.524769 |
| 3.01619 | 2.524671 |
| 3.03176 | 2.524572 |
| 3.0474 | 2.524475 |
| 3.06313 | 2.524378 |
| 3.07893 | 2.524281 |
| 3.09482 | 2.524185 |
| 3.11079 | 2.52409 |
| 3.12685 | 2.523995 |
| 3.14298 | 2.5239 |
| 3.1592 | 2.523807 |
| 3.1755 | 2.523713 |
| 3.19189 | 2.523621 |
| 3.20836 | 2.523528 |
| 3.22492 | 2.523436 |
| 3.24156 | 2.523345 |
| 3.25829 | 2.523254 |
| 3.2751 | 2.523164 |
| 3.292 | 2.523074 |
| 3.30899 | 2.522984 |
| 3.32606 | 2.522895 |
| 3.34323 | 2.522806 |
| 3.36048 | 2.522718 |
| 3.37782 | 2.52263 |
| 3.39525 | 2.522542 |
| 3.41277 | 2.522455 |
| 3.43038 | 2.522368 |
| 3.44809 | 2.522282 |
| 3.46588 | 2.522196 |
| 3.48376 | 2.52211 |
| 3.50174 | 2.522025 |
| 3.51981 | 2.52194 |
| 3.53798 | 2.521855 |
| 3.55623 | 2.52177 |
| 3.57458 | 2.521686 |
| 3.59303 | 2.521602 |
| 3.61157 | 2.521518 |
| 3.63021 | 2.521435 |
| 3.64894 | 2.521352 |
| 3.66777 | 2.521269 |
| 3.6867 | 2.521186 |
| 3.70572 | 2.521104 |
| 3.72485 | 2.521021 |
| 3.74407 | 2.520939 |
| 3.76339 | 2.520857 |
| 3.78281 | 2.520776 |
| 3.80233 | 2.520694 |
| 3.82195 | 2.520613 |
| 3.84167 | 2.520532 |
| 3.8615 | 2.520451 |
| 3.88142 | 2.52037 |
| 3.90145 | 2.520289 |
| 3.92159 | 2.520209 |
| 3.94182 | 2.520128 |
| 3.96217 | 2.520048 |
| 3.98261 | 2.519968 |
| 4.00316 | 2.519888 |
| 4.02382 | 2.519808 |
| 4.04459 | 2.519728 |
| 4.06546 | 2.519648 |
| 4.08644 | 2.519568 |
| 4.10752 | 2.519488 |
| 4.12872 | 2.519408 |
| 4.15003 | 2.519329 |
| 4.17144 | 2.519249 |
| 4.19297 | 2.519169 |
| 4.2146 | 2.51909 |
| 4.23635 | 2.51901 |
| 4.25821 | 2.51893 |
| 4.28019 | 2.518851 |
| 4.30228 | 2.518771 |
| 4.32448 | 2.518691 |
| 4.34679 | 2.518611 |
| 4.36922 | 2.518531 |
| 4.39177 | 2.518452 |
| 4.41443 | 2.518372 |
| 4.43721 | 2.518292 |
| 4.46011 | 2.518211 |
| 4.48313 | 2.518131 |
| 4.50626 | 2.518051 |
| 4.52952 | 2.51797 |
| 4.55289 | 2.51789 |
| 4.57638 | 2.517809 |
| 4.6 | 2.517728 |
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
- —
Extraordinary ray (e), 20 °C