Optical constants
Refractive index of Ag3AsS3 (Silver arsenic sulfide)
Hulme et al. 1967: n(o) 0.63–4.6 µm
- Data
- formula 4
- Range
- 0.63–4.6 µm
- Temperature
- 293 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
- 2.76528
- Extinction coefficient k
- 0
- Permittivity ε1
- 7.64679
- Permittivity ε2
- 0
- Absorption coefficient α
- 0 cm⁻¹
- Penetration depth δ = λ/(2πk)
- — nm
- Abbe number Vd
- —
- Chromatic dispersion dn/dλ
- -0.0383362 µm⁻¹
- Group index ng
- 2.83046
- Group velocity dispersion
- 584.504 fs²/mm
- Dispersion parameter D
- -380.97 ps/(nm·km)
- Photon energy
- 0.729319 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(o) 0.63–4.6 µm
ag3ass3 = ls.fetch_refractiveindex("main", "Ag3AsS3", "Hulme-o", ref="c5c2f188e848453def5970e347399d653df2ffc2")
print(ag3ass3.range_nm) # (630, 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_a56be84c5520/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-o).
# ... 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=630, 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 0.63 to 4.6 µm.
Coefficients as stored
| Ci | Value |
|---|---|
| C1 | 7.483 |
| C2 | 0.474 |
| C3 | 0.0 |
| C4 | 0.09 |
| C5 | 1.0 |
| C6 | 0.0 |
| C7 | 0.0 |
| C8 | 0.0 |
| C9 | 1.0 |
| C10 | -0.0019 |
| C11 | 2.0 |
Comments and conditions
Conditions
- temperature
- 293 K
- direction
- o
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 |
|---|---|
| 0.63 | 3.004451 |
| 0.633147 | 3.001161 |
| 0.63631 | 2.997919 |
| 0.639488 | 2.994724 |
| 0.642682 | 2.991575 |
| 0.645893 | 2.988472 |
| 0.649119 | 2.985412 |
| 0.652361 | 2.982397 |
| 0.65562 | 2.979424 |
| 0.658895 | 2.976493 |
| 0.662186 | 2.973604 |
| 0.665494 | 2.970755 |
| 0.668818 | 2.967946 |
| 0.672159 | 2.965176 |
| 0.675516 | 2.962444 |
| 0.678891 | 2.95975 |
| 0.682282 | 2.957094 |
| 0.68569 | 2.954474 |
| 0.689115 | 2.95189 |
| 0.692557 | 2.949341 |
| 0.696017 | 2.946826 |
| 0.699493 | 2.944346 |
| 0.702987 | 2.9419 |
| 0.706499 | 2.939486 |
| 0.710028 | 2.937105 |
| 0.713575 | 2.934755 |
| 0.717139 | 2.932437 |
| 0.720721 | 2.93015 |
| 0.724321 | 2.927893 |
| 0.727939 | 2.925666 |
| 0.731575 | 2.923468 |
| 0.73523 | 2.921299 |
| 0.738902 | 2.919159 |
| 0.742593 | 2.917047 |
| 0.746303 | 2.914962 |
| 0.75003 | 2.912904 |
| 0.753777 | 2.910873 |
| 0.757542 | 2.908868 |
| 0.761326 | 2.906889 |
| 0.765129 | 2.904935 |
| 0.768951 | 2.903006 |
| 0.772792 | 2.901102 |
| 0.776652 | 2.899222 |
| 0.780532 | 2.897367 |
| 0.784431 | 2.895534 |
| 0.788349 | 2.893725 |
| 0.792287 | 2.891939 |
| 0.796244 | 2.890175 |
| 0.800222 | 2.888433 |
| 0.804219 | 2.886713 |
| 0.808236 | 2.885015 |
| 0.812273 | 2.883337 |
| 0.816331 | 2.881681 |
| 0.820408 | 2.880045 |
| 0.824506 | 2.878429 |
| 0.828625 | 2.876834 |
| 0.832764 | 2.875258 |
| 0.836924 | 2.873701 |
| 0.841104 | 2.872163 |
| 0.845306 | 2.870644 |
| 0.849528 | 2.869144 |
| 0.853772 | 2.867662 |
| 0.858036 | 2.866198 |
| 0.862322 | 2.864752 |
| 0.86663 | 2.863323 |
| 0.870959 | 2.861911 |
| 0.875309 | 2.860517 |
| 0.879681 | 2.859139 |
| 0.884076 | 2.857778 |
| 0.888492 | 2.856433 |
| 0.89293 | 2.855104 |
| 0.89739 | 2.853791 |
| 0.901873 | 2.852493 |
| 0.906378 | 2.851211 |
| 0.910905 | 2.849944 |
| 0.915455 | 2.848692 |
| 0.920028 | 2.847455 |
| 0.924624 | 2.846233 |
| 0.929242 | 2.845025 |
| 0.933884 | 2.843831 |
| 0.938549 | 2.842651 |
| 0.943237 | 2.841485 |
| 0.947948 | 2.840332 |
| 0.952684 | 2.839193 |
| 0.957442 | 2.838067 |
| 0.962225 | 2.836954 |
| 0.967031 | 2.835855 |
| 0.971862 | 2.834767 |
| 0.976716 | 2.833693 |
| 0.981595 | 2.832631 |
| 0.986498 | 2.831581 |
| 0.991426 | 2.830543 |
| 0.996378 | 2.829517 |
| 1.00136 | 2.828502 |
| 1.00636 | 2.8275 |
| 1.01138 | 2.826509 |
| 1.01644 | 2.825529 |
| 1.02151 | 2.82456 |
| 1.02662 | 2.823602 |
| 1.03174 | 2.822655 |
| 1.0369 | 2.821719 |
| 1.04208 | 2.820794 |
| 1.04728 | 2.819878 |
| 1.05251 | 2.818974 |
| 1.05777 | 2.818079 |
| 1.06305 | 2.817194 |
| 1.06836 | 2.81632 |
| 1.0737 | 2.815455 |
| 1.07906 | 2.8146 |
| 1.08445 | 2.813754 |
| 1.08987 | 2.812918 |
| 1.09532 | 2.812091 |
| 1.10079 | 2.811273 |
| 1.10629 | 2.810465 |
| 1.11181 | 2.809665 |
| 1.11737 | 2.808874 |
| 1.12295 | 2.808092 |
| 1.12856 | 2.807319 |
| 1.13419 | 2.806554 |
| 1.13986 | 2.805798 |
| 1.14555 | 2.80505 |
| 1.15127 | 2.80431 |
| 1.15703 | 2.803578 |
| 1.1628 | 2.802854 |
| 1.16861 | 2.802138 |
| 1.17445 | 2.80143 |
| 1.18032 | 2.80073 |
| 1.18621 | 2.800037 |
| 1.19214 | 2.799352 |
| 1.19809 | 2.798674 |
| 1.20408 | 2.798004 |
| 1.21009 | 2.797341 |
| 1.21614 | 2.796685 |
| 1.22221 | 2.796036 |
| 1.22832 | 2.795394 |
| 1.23445 | 2.794759 |
| 1.24062 | 2.794131 |
| 1.24682 | 2.79351 |
| 1.25304 | 2.792895 |
| 1.2593 | 2.792287 |
| 1.26559 | 2.791685 |
| 1.27191 | 2.79109 |
| 1.27827 | 2.790501 |
| 1.28465 | 2.789919 |
| 1.29107 | 2.789342 |
| 1.29752 | 2.788772 |
| 1.304 | 2.788208 |
| 1.31051 | 2.78765 |
| 1.31706 | 2.787097 |
| 1.32364 | 2.786551 |
| 1.33025 | 2.78601 |
| 1.3369 | 2.785475 |
| 1.34357 | 2.784946 |
| 1.35028 | 2.784422 |
| 1.35703 | 2.783904 |
| 1.36381 | 2.783391 |
| 1.37062 | 2.782884 |
| 1.37747 | 2.782382 |
| 1.38435 | 2.781885 |
| 1.39126 | 2.781393 |
| 1.39821 | 2.780907 |
| 1.4052 | 2.780425 |
| 1.41222 | 2.779949 |
| 1.41927 | 2.779477 |
| 1.42636 | 2.77901 |
| 1.43348 | 2.778549 |
| 1.44064 | 2.778092 |
| 1.44784 | 2.777639 |
| 1.45507 | 2.777192 |
| 1.46234 | 2.776749 |
| 1.46965 | 2.77631 |
| 1.47699 | 2.775876 |
| 1.48436 | 2.775447 |
| 1.49178 | 2.775021 |
| 1.49923 | 2.774601 |
| 1.50672 | 2.774184 |
| 1.51425 | 2.773772 |
| 1.52181 | 2.773364 |
| 1.52941 | 2.77296 |
| 1.53705 | 2.77256 |
| 1.54473 | 2.772164 |
| 1.55244 | 2.771773 |
| 1.5602 | 2.771385 |
| 1.56799 | 2.771001 |
| 1.57582 | 2.770621 |
| 1.5837 | 2.770245 |
| 1.59161 | 2.769873 |
| 1.59956 | 2.769504 |
| 1.60755 | 2.769139 |
| 1.61558 | 2.768778 |
| 1.62365 | 2.76842 |
| 1.63176 | 2.768066 |
| 1.63991 | 2.767715 |
| 1.6481 | 2.767368 |
| 1.65633 | 2.767024 |
| 1.66461 | 2.766684 |
| 1.67292 | 2.766347 |
| 1.68128 | 2.766014 |
| 1.68968 | 2.765683 |
| 1.69812 | 2.765356 |
| 1.7066 | 2.765032 |
| 1.71512 | 2.764712 |
| 1.72369 | 2.764394 |
| 1.7323 | 2.76408 |
| 1.74095 | 2.763768 |
| 1.74965 | 2.76346 |
| 1.75839 | 2.763155 |
| 1.76717 | 2.762852 |
| 1.776 | 2.762553 |
| 1.78487 | 2.762256 |
| 1.79379 | 2.761963 |
| 1.80275 | 2.761672 |
| 1.81175 | 2.761384 |
| 1.8208 | 2.761098 |
| 1.8299 | 2.760816 |
| 1.83904 | 2.760536 |
| 1.84822 | 2.760258 |
| 1.85746 | 2.759984 |
| 1.86673 | 2.759712 |
| 1.87606 | 2.759442 |
| 1.88543 | 2.759175 |
| 1.89485 | 2.758911 |
| 1.90431 | 2.758649 |
| 1.91382 | 2.75839 |
| 1.92338 | 2.758132 |
| 1.93299 | 2.757878 |
| 1.94265 | 2.757625 |
| 1.95235 | 2.757376 |
| 1.9621 | 2.757128 |
| 1.9719 | 2.756883 |
| 1.98175 | 2.756639 |
| 1.99165 | 2.756399 |
| 2.0016 | 2.75616 |
| 2.0116 | 2.755923 |
| 2.02165 | 2.755689 |
| 2.03175 | 2.755457 |
| 2.0419 | 2.755227 |
| 2.05209 | 2.754999 |
| 2.06235 | 2.754773 |
| 2.07265 | 2.754549 |
| 2.083 | 2.754327 |
| 2.0934 | 2.754107 |
| 2.10386 | 2.753888 |
| 2.11437 | 2.753672 |
| 2.12493 | 2.753458 |
| 2.13555 | 2.753246 |
| 2.14621 | 2.753035 |
| 2.15693 | 2.752827 |
| 2.16771 | 2.75262 |
| 2.17854 | 2.752415 |
| 2.18942 | 2.752211 |
| 2.20036 | 2.75201 |
| 2.21135 | 2.75181 |
| 2.22239 | 2.751612 |
| 2.23349 | 2.751415 |
| 2.24465 | 2.751221 |
| 2.25586 | 2.751027 |
| 2.26713 | 2.750836 |
| 2.27845 | 2.750646 |
| 2.28984 | 2.750458 |
| 2.30127 | 2.750271 |
| 2.31277 | 2.750085 |
| 2.32432 | 2.749902 |
| 2.33593 | 2.749719 |
| 2.3476 | 2.749539 |
| 2.35933 | 2.749359 |
| 2.37111 | 2.749181 |
| 2.38296 | 2.749005 |
| 2.39486 | 2.74883 |
| 2.40682 | 2.748656 |
| 2.41884 | 2.748484 |
| 2.43093 | 2.748313 |
| 2.44307 | 2.748143 |
| 2.45527 | 2.747975 |
| 2.46754 | 2.747808 |
| 2.47986 | 2.747642 |
| 2.49225 | 2.747478 |
| 2.5047 | 2.747314 |
| 2.51721 | 2.747152 |
| 2.52978 | 2.746991 |
| 2.54242 | 2.746832 |
| 2.55512 | 2.746673 |
| 2.56788 | 2.746516 |
| 2.58071 | 2.74636 |
| 2.5936 | 2.746205 |
| 2.60656 | 2.746051 |
| 2.61958 | 2.745898 |
| 2.63266 | 2.745746 |
| 2.64581 | 2.745595 |
| 2.65903 | 2.745445 |
| 2.67231 | 2.745297 |
| 2.68566 | 2.745149 |
| 2.69907 | 2.745002 |
| 2.71256 | 2.744857 |
| 2.72611 | 2.744712 |
| 2.73972 | 2.744568 |
| 2.75341 | 2.744425 |
| 2.76716 | 2.744283 |
| 2.78098 | 2.744142 |
| 2.79488 | 2.744002 |
| 2.80884 | 2.743863 |
| 2.82287 | 2.743724 |
| 2.83697 | 2.743587 |
| 2.85114 | 2.74345 |
| 2.86538 | 2.743314 |
| 2.87969 | 2.743179 |
| 2.89408 | 2.743045 |
| 2.90853 | 2.742911 |
| 2.92306 | 2.742778 |
| 2.93766 | 2.742646 |
| 2.95234 | 2.742515 |
| 2.96708 | 2.742384 |
| 2.98191 | 2.742254 |
| 2.9968 | 2.742125 |
| 3.01177 | 2.741997 |
| 3.02681 | 2.741869 |
| 3.04193 | 2.741741 |
| 3.05713 | 2.741615 |
| 3.0724 | 2.741489 |
| 3.08775 | 2.741364 |
| 3.10317 | 2.741239 |
| 3.11867 | 2.741115 |
| 3.13425 | 2.740991 |
| 3.1499 | 2.740868 |
| 3.16564 | 2.740746 |
| 3.18145 | 2.740624 |
| 3.19734 | 2.740503 |
| 3.21331 | 2.740382 |
| 3.22937 | 2.740261 |
| 3.2455 | 2.740141 |
| 3.26171 | 2.740022 |
| 3.278 | 2.739903 |
| 3.29437 | 2.739785 |
| 3.31083 | 2.739667 |
| 3.32737 | 2.739549 |
| 3.34399 | 2.739432 |
| 3.36069 | 2.739315 |
| 3.37748 | 2.739199 |
| 3.39435 | 2.739082 |
| 3.41131 | 2.738967 |
| 3.42835 | 2.738852 |
| 3.44547 | 2.738737 |
| 3.46268 | 2.738622 |
| 3.47998 | 2.738508 |
| 3.49736 | 2.738394 |
| 3.51483 | 2.73828 |
| 3.53239 | 2.738167 |
| 3.55003 | 2.738053 |
| 3.56776 | 2.73794 |
| 3.58559 | 2.737828 |
| 3.6035 | 2.737715 |
| 3.6215 | 2.737603 |
| 3.63959 | 2.737491 |
| 3.65777 | 2.73738 |
| 3.67604 | 2.737268 |
| 3.6944 | 2.737157 |
| 3.71285 | 2.737046 |
| 3.7314 | 2.736935 |
| 3.75004 | 2.736824 |
| 3.76877 | 2.736713 |
| 3.7876 | 2.736602 |
| 3.80652 | 2.736492 |
| 3.82553 | 2.736381 |
| 3.84464 | 2.736271 |
| 3.86384 | 2.736161 |
| 3.88314 | 2.736051 |
| 3.90254 | 2.735941 |
| 3.92203 | 2.735831 |
| 3.94162 | 2.735721 |
| 3.96131 | 2.735611 |
| 3.9811 | 2.735501 |
| 4.00099 | 2.735391 |
| 4.02097 | 2.735281 |
| 4.04106 | 2.735171 |
| 4.06124 | 2.735061 |
| 4.08153 | 2.734951 |
| 4.10192 | 2.734841 |
| 4.12241 | 2.734731 |
| 4.143 | 2.73462 |
| 4.16369 | 2.73451 |
| 4.18449 | 2.7344 |
| 4.20539 | 2.734289 |
| 4.2264 | 2.734178 |
| 4.24751 | 2.734068 |
| 4.26873 | 2.733957 |
| 4.29005 | 2.733846 |
| 4.31148 | 2.733735 |
| 4.33302 | 2.733623 |
| 4.35466 | 2.733512 |
| 4.37641 | 2.7334 |
| 4.39827 | 2.733288 |
| 4.42024 | 2.733176 |
| 4.44232 | 2.733063 |
| 4.46451 | 2.73295 |
| 4.48681 | 2.732838 |
| 4.50923 | 2.732724 |
| 4.53175 | 2.732611 |
| 4.55439 | 2.732497 |
| 4.57714 | 2.732383 |
| 4.6 | 2.732269 |
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 °C