Optical constants
Refractive index of CdSe (Cadmium selenide)
Ninomiya and Adachi 1995: n,k(o) 0.234–1.03 µm
- Data
- tabulated nk
- Range
- 0.2339–1.033 µm
- Points
- 500
- 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
- 2.5876
- Extinction coefficient k
- 0.383402
- Permittivity ε1
- 6.54865
- Permittivity ε2
- 1.98418
- Absorption coefficient α
- 81994.1 cm⁻¹
- Penetration depth δ = λ/(2πk)
- 243.92 nm
- Abbe number Vd
- —
- Chromatic dispersion dn/dλ
- 0.349345 µm⁻¹
- Group index ng
- 2.38232
- Group velocity dispersion
- — fs²/mm
- Dispersion parameter D
- — ps/(nm·km)
- Photon energy
- 2.11001 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
# CdSe (Cadmium selenide): Ninomiya and Adachi 1995: n,k(o) 0.234–1.03 µm
cdse = ls.fetch_refractiveindex("main", "CdSe", "Ninomiya-o", ref="c5c2f188e848453def5970e347399d653df2ffc2")
print(cdse.range_nm) # (233.93, 1033.2) nm
eps = cdse.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_3fa2b83c6704/lightsmith"
cdse = ls.Tabulated.model_validate(json.load(urllib.request.urlopen(url)))
print(cdse.source) # citation and provenance travel with the data
Any dataset here, as the library's Tabulated material (cdse/ninomiya-adachi-1995-o).
# ... load cdse as above, then:
sim = ls.Simulation(
particles=[ls.Particle(shape=ls.Sphere(radius_nm=50), material=cdse)],
medium_index=1.0,
wavelengths=ls.WavelengthRange(start_nm=400, 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.
Comments and conditions
Conditions
- direction
- o
References
[Calculation script (Python)]
- doi:10.1063/1.359815 Optical properties of cubic and hexagonal CdSe, Journal of Applied Physics (1995)
Cite
Susumu Ninomiya and Sadao Adachi. Optical properties of cubic and hexagonal CdSe. Journal of Applied Physics, 78, 4681-4689 (1995), doi:10.1063/1.359815; [Calculation script (Python)]; Data from the refractiveindex.info database (M. N. Polyanskiy, Sci. Data 11, 94 (2024), doi:10.1038/s41597-023-02898-2)
Data
500 rows as published| λ (µm) | n | k |
|---|---|---|
| 0.23393 | 1.7898 | 1.7225 |
| 0.2343 | 1.791 | 1.7225 |
| 0.23466 | 1.7923 | 1.7228 |
| 0.23503 | 1.7938 | 1.7234 |
| 0.23539 | 1.7954 | 1.7243 |
| 0.23576 | 1.7972 | 1.7255 |
| 0.23613 | 1.7991 | 1.727 |
| 0.2365 | 1.8013 | 1.7288 |
| 0.23687 | 1.8037 | 1.7307 |
| 0.23724 | 1.8064 | 1.7329 |
| 0.23762 | 1.8093 | 1.7354 |
| 0.23799 | 1.8124 | 1.738 |
| 0.23837 | 1.8158 | 1.7408 |
| 0.23874 | 1.8195 | 1.7437 |
| 0.23912 | 1.8235 | 1.7468 |
| 0.2395 | 1.8278 | 1.75 |
| 0.23988 | 1.8323 | 1.7533 |
| 0.24026 | 1.8372 | 1.7567 |
| 0.24065 | 1.8424 | 1.7601 |
| 0.24103 | 1.8479 | 1.7636 |
| 0.24142 | 1.8536 | 1.7671 |
| 0.2418 | 1.8597 | 1.7707 |
| 0.24219 | 1.8662 | 1.7742 |
| 0.24258 | 1.8729 | 1.7777 |
| 0.24297 | 1.8799 | 1.7812 |
| 0.24336 | 1.8872 | 1.7846 |
| 0.24376 | 1.8949 | 1.7879 |
| 0.24415 | 1.9028 | 1.7912 |
| 0.24455 | 1.9111 | 1.7943 |
| 0.24494 | 1.9196 | 1.7973 |
| 0.24534 | 1.9284 | 1.8001 |
| 0.24574 | 1.9375 | 1.8028 |
| 0.24614 | 1.9469 | 1.8053 |
| 0.24655 | 1.9565 | 1.8076 |
| 0.24695 | 1.9663 | 1.8097 |
| 0.24735 | 1.9764 | 1.8115 |
| 0.24776 | 1.9867 | 1.8132 |
| 0.24817 | 1.9972 | 1.8145 |
| 0.24858 | 2.0079 | 1.8156 |
| 0.24899 | 2.0188 | 1.8164 |
| 0.2494 | 2.0299 | 1.8169 |
| 0.24981 | 2.0411 | 1.8172 |
| 0.25022 | 2.0524 | 1.8171 |
| 0.25064 | 2.0638 | 1.8167 |
| 0.25106 | 2.0753 | 1.816 |
| 0.25148 | 2.0869 | 1.8149 |
| 0.2519 | 2.0985 | 1.8135 |
| 0.25232 | 2.1102 | 1.8118 |
| 0.25274 | 2.1219 | 1.8098 |
| 0.25316 | 2.1336 | 1.8074 |
| 0.25359 | 2.1452 | 1.8047 |
| 0.25402 | 2.1568 | 1.8017 |
| 0.25444 | 2.1684 | 1.7983 |
| 0.25487 | 2.1798 | 1.7947 |
| 0.25531 | 2.1912 | 1.7907 |
| 0.25574 | 2.2024 | 1.7864 |
| 0.25617 | 2.2136 | 1.7818 |
| 0.25661 | 2.2245 | 1.777 |
| 0.25704 | 2.2353 | 1.7719 |
| 0.25748 | 2.246 | 1.7665 |
| 0.25792 | 2.2564 | 1.7609 |
| 0.25837 | 2.2667 | 1.7551 |
| 0.25881 | 2.2767 | 1.7491 |
| 0.25925 | 2.2865 | 1.7428 |
| 0.2597 | 2.2962 | 1.7364 |
| 0.26015 | 2.3055 | 1.7298 |
| 0.2606 | 2.3147 | 1.723 |
| 0.26105 | 2.3236 | 1.7162 |
| 0.2615 | 2.3323 | 1.7092 |
| 0.26195 | 2.3408 | 1.702 |
| 0.26241 | 2.349 | 1.6948 |
| 0.26287 | 2.357 | 1.6875 |
| 0.26332 | 2.3648 | 1.6802 |
| 0.26378 | 2.3723 | 1.6727 |
| 0.26425 | 2.3796 | 1.6653 |
| 0.26471 | 2.3866 | 1.6578 |
| 0.26518 | 2.3935 | 1.6502 |
| 0.26564 | 2.4001 | 1.6427 |
| 0.26611 | 2.4065 | 1.6351 |
| 0.26658 | 2.4128 | 1.6276 |
| 0.26705 | 2.4188 | 1.6201 |
| 0.26753 | 2.4246 | 1.6126 |
| 0.268 | 2.4302 | 1.6051 |
| 0.26848 | 2.4356 | 1.5976 |
| 0.26896 | 2.4409 | 1.5902 |
| 0.26944 | 2.446 | 1.5829 |
| 0.26992 | 2.4509 | 1.5756 |
| 0.2704 | 2.4556 | 1.5683 |
| 0.27089 | 2.4602 | 1.5611 |
| 0.27138 | 2.4646 | 1.554 |
| 0.27186 | 2.4689 | 1.547 |
| 0.27235 | 2.473 | 1.54 |
| 0.27285 | 2.477 | 1.5332 |
| 0.27334 | 2.4808 | 1.5264 |
| 0.27384 | 2.4846 | 1.5197 |
| 0.27434 | 2.4881 | 1.5131 |
| 0.27484 | 2.4916 | 1.5066 |
| 0.27534 | 2.495 | 1.5002 |
| 0.27584 | 2.4982 | 1.4939 |
| 0.27634 | 2.5013 | 1.4877 |
| 0.27685 | 2.5044 | 1.4817 |
| 0.27736 | 2.5073 | 1.4758 |
| 0.27787 | 2.5102 | 1.47 |
| 0.27838 | 2.5129 | 1.4643 |
| 0.2789 | 2.5156 | 1.4588 |
| 0.27942 | 2.5182 | 1.4535 |
| 0.27993 | 2.5208 | 1.4483 |
| 0.28045 | 2.5232 | 1.4433 |
| 0.28098 | 2.5257 | 1.4385 |
| 0.2815 | 2.5281 | 1.4338 |
| 0.28203 | 2.5305 | 1.4293 |
| 0.28255 | 2.5329 | 1.4251 |
| 0.28308 | 2.5352 | 1.421 |
| 0.28362 | 2.5376 | 1.4171 |
| 0.28415 | 2.5401 | 1.4135 |
| 0.28469 | 2.5425 | 1.4101 |
| 0.28522 | 2.5451 | 1.4069 |
| 0.28576 | 2.5477 | 1.404 |
| 0.28631 | 2.5505 | 1.4013 |
| 0.28685 | 2.5534 | 1.3988 |
| 0.2874 | 2.5565 | 1.3966 |
| 0.28795 | 2.5598 | 1.3947 |
| 0.2885 | 2.5634 | 1.3929 |
| 0.28905 | 2.5672 | 1.3914 |
| 0.2896 | 2.5714 | 1.3902 |
| 0.29016 | 2.5759 | 1.3891 |
| 0.29072 | 2.5808 | 1.3882 |
| 0.29128 | 2.5862 | 1.3875 |
| 0.29184 | 2.592 | 1.3868 |
| 0.29241 | 2.5985 | 1.3863 |
| 0.29298 | 2.6054 | 1.3857 |
| 0.29355 | 2.613 | 1.3851 |
| 0.29412 | 2.6213 | 1.3843 |
| 0.29469 | 2.6302 | 1.3834 |
| 0.29527 | 2.6398 | 1.3821 |
| 0.29585 | 2.6501 | 1.3805 |
| 0.29643 | 2.661 | 1.3783 |
| 0.29701 | 2.6726 | 1.3756 |
| 0.2976 | 2.6848 | 1.372 |
| 0.29819 | 2.6976 | 1.3677 |
| 0.29878 | 2.7107 | 1.3624 |
| 0.29937 | 2.7241 | 1.3561 |
| 0.29997 | 2.7378 | 1.3487 |
| 0.30056 | 2.7514 | 1.3402 |
| 0.30116 | 2.765 | 1.3305 |
| 0.30177 | 2.7782 | 1.3196 |
| 0.30237 | 2.7911 | 1.3076 |
| 0.30298 | 2.8033 | 1.2946 |
| 0.30359 | 2.8148 | 1.2805 |
| 0.3042 | 2.8255 | 1.2656 |
| 0.30481 | 2.8352 | 1.25 |
| 0.30543 | 2.8439 | 1.2337 |
| 0.30605 | 2.8516 | 1.217 |
| 0.30667 | 2.8582 | 1.1999 |
| 0.3073 | 2.8637 | 1.1827 |
| 0.30792 | 2.8681 | 1.1654 |
| 0.30855 | 2.8715 | 1.1481 |
| 0.30919 | 2.874 | 1.131 |
| 0.30982 | 2.8755 | 1.1141 |
| 0.31046 | 2.8762 | 1.0976 |
| 0.3111 | 2.8762 | 1.0814 |
| 0.31174 | 2.8755 | 1.0656 |
| 0.31239 | 2.8741 | 1.0503 |
| 0.31303 | 2.8722 | 1.0355 |
| 0.31369 | 2.8698 | 1.0211 |
| 0.31434 | 2.867 | 1.0073 |
| 0.31499 | 2.8639 | 0.99393 |
| 0.31565 | 2.8604 | 0.98105 |
| 0.31632 | 2.8567 | 0.96865 |
| 0.31698 | 2.8528 | 0.95671 |
| 0.31765 | 2.8487 | 0.94521 |
| 0.31832 | 2.8444 | 0.93415 |
| 0.31899 | 2.84 | 0.9235 |
| 0.31967 | 2.8356 | 0.91324 |
| 0.32034 | 2.831 | 0.90336 |
| 0.32103 | 2.8265 | 0.89384 |
| 0.32171 | 2.8218 | 0.88466 |
| 0.3224 | 2.8172 | 0.87581 |
| 0.32309 | 2.8125 | 0.86726 |
| 0.32378 | 2.8079 | 0.859 |
| 0.32448 | 2.8033 | 0.85101 |
| 0.32518 | 2.7986 | 0.84329 |
| 0.32588 | 2.7941 | 0.83582 |
| 0.32658 | 2.7895 | 0.82858 |
| 0.32729 | 2.785 | 0.82157 |
| 0.328 | 2.7805 | 0.81476 |
| 0.32872 | 2.776 | 0.80816 |
| 0.32944 | 2.7716 | 0.80175 |
| 0.33016 | 2.7673 | 0.79552 |
| 0.33088 | 2.763 | 0.78947 |
| 0.33161 | 2.7587 | 0.78358 |
| 0.33234 | 2.7545 | 0.77785 |
| 0.33307 | 2.7503 | 0.77227 |
| 0.33381 | 2.7462 | 0.76683 |
| 0.33455 | 2.7422 | 0.76153 |
| 0.33529 | 2.7381 | 0.75636 |
| 0.33604 | 2.7342 | 0.75132 |
| 0.33679 | 2.7303 | 0.7464 |
| 0.33754 | 2.7264 | 0.74159 |
| 0.3383 | 2.7226 | 0.7369 |
| 0.33906 | 2.7188 | 0.73232 |
| 0.33982 | 2.7151 | 0.72783 |
| 0.34059 | 2.7114 | 0.72345 |
| 0.34136 | 2.7078 | 0.71917 |
| 0.34213 | 2.7042 | 0.71497 |
| 0.34291 | 2.7006 | 0.71087 |
| 0.34369 | 2.6971 | 0.70685 |
| 0.34448 | 2.6937 | 0.70292 |
| 0.34527 | 2.6903 | 0.69906 |
| 0.34606 | 2.6869 | 0.69529 |
| 0.34685 | 2.6836 | 0.69159 |
| 0.34765 | 2.6803 | 0.68797 |
| 0.34845 | 2.6771 | 0.68441 |
| 0.34926 | 2.6739 | 0.68093 |
| 0.35007 | 2.6708 | 0.67752 |
| 0.35089 | 2.6676 | 0.67416 |
| 0.3517 | 2.6646 | 0.67088 |
| 0.35252 | 2.6615 | 0.66765 |
| 0.35335 | 2.6585 | 0.66449 |
| 0.35418 | 2.6556 | 0.66138 |
| 0.35501 | 2.6527 | 0.65834 |
| 0.35585 | 2.6498 | 0.65534 |
| 0.35669 | 2.6469 | 0.65241 |
| 0.35754 | 2.6441 | 0.64952 |
| 0.35839 | 2.6413 | 0.64669 |
| 0.35924 | 2.6386 | 0.64391 |
| 0.3601 | 2.6359 | 0.64117 |
| 0.36096 | 2.6333 | 0.63849 |
| 0.36182 | 2.6306 | 0.63585 |
| 0.36269 | 2.628 | 0.63326 |
| 0.36357 | 2.6255 | 0.63071 |
| 0.36444 | 2.6229 | 0.62821 |
| 0.36533 | 2.6205 | 0.62575 |
| 0.36621 | 2.618 | 0.62333 |
| 0.3671 | 2.6156 | 0.62096 |
| 0.368 | 2.6132 | 0.61862 |
| 0.3689 | 2.6108 | 0.61632 |
| 0.3698 | 2.6085 | 0.61406 |
| 0.37071 | 2.6062 | 0.61184 |
| 0.37162 | 2.6039 | 0.60966 |
| 0.37254 | 2.6017 | 0.60751 |
| 0.37346 | 2.5995 | 0.60539 |
| 0.37439 | 2.5974 | 0.60332 |
| 0.37532 | 2.5952 | 0.60127 |
| 0.37626 | 2.5931 | 0.59926 |
| 0.3772 | 2.5911 | 0.59728 |
| 0.37814 | 2.589 | 0.59533 |
| 0.37909 | 2.587 | 0.59341 |
| 0.38005 | 2.585 | 0.59152 |
| 0.38101 | 2.5831 | 0.58966 |
| 0.38197 | 2.5812 | 0.58783 |
| 0.38294 | 2.5793 | 0.58603 |
| 0.38392 | 2.5775 | 0.58426 |
| 0.3849 | 2.5756 | 0.58251 |
| 0.38588 | 2.5738 | 0.58079 |
| 0.38687 | 2.5721 | 0.5791 |
| 0.38786 | 2.5704 | 0.57743 |
| 0.38886 | 2.5687 | 0.57579 |
| 0.38987 | 2.567 | 0.57417 |
| 0.39088 | 2.5653 | 0.57257 |
| 0.39189 | 2.5637 | 0.571 |
| 0.39291 | 2.5621 | 0.56945 |
| 0.39394 | 2.5606 | 0.56792 |
| 0.39497 | 2.5591 | 0.56641 |
| 0.39601 | 2.5576 | 0.56493 |
| 0.39705 | 2.5561 | 0.56346 |
| 0.3981 | 2.5547 | 0.56202 |
| 0.39915 | 2.5533 | 0.56059 |
| 0.40021 | 2.5519 | 0.55919 |
| 0.40127 | 2.5505 | 0.5578 |
| 0.40234 | 2.5492 | 0.55643 |
| 0.40342 | 2.5479 | 0.55507 |
| 0.4045 | 2.5467 | 0.55374 |
| 0.40559 | 2.5454 | 0.55242 |
| 0.40668 | 2.5442 | 0.55112 |
| 0.40778 | 2.5431 | 0.54983 |
| 0.40888 | 2.5419 | 0.54856 |
| 0.40999 | 2.5408 | 0.5473 |
| 0.41111 | 2.5397 | 0.54606 |
| 0.41223 | 2.5386 | 0.54483 |
| 0.41336 | 2.5376 | 0.54361 |
| 0.4145 | 2.5366 | 0.54241 |
| 0.41564 | 2.5356 | 0.54122 |
| 0.41679 | 2.5347 | 0.54004 |
| 0.41794 | 2.5338 | 0.53887 |
| 0.4191 | 2.5329 | 0.53772 |
| 0.42027 | 2.532 | 0.53657 |
| 0.42144 | 2.5312 | 0.53544 |
| 0.42263 | 2.5304 | 0.53432 |
| 0.42381 | 2.5296 | 0.5332 |
| 0.42501 | 2.5288 | 0.53209 |
| 0.42621 | 2.5281 | 0.531 |
| 0.42741 | 2.5274 | 0.52991 |
| 0.42863 | 2.5267 | 0.52882 |
| 0.42985 | 2.5261 | 0.52775 |
| 0.43108 | 2.5255 | 0.52668 |
| 0.43231 | 2.5249 | 0.52562 |
| 0.43355 | 2.5244 | 0.52456 |
| 0.4348 | 2.5238 | 0.52351 |
| 0.43606 | 2.5233 | 0.52246 |
| 0.43732 | 2.5229 | 0.52142 |
| 0.43859 | 2.5224 | 0.52039 |
| 0.43987 | 2.522 | 0.51935 |
| 0.44116 | 2.5216 | 0.51832 |
| 0.44245 | 2.5213 | 0.51729 |
| 0.44375 | 2.5209 | 0.51627 |
| 0.44506 | 2.5206 | 0.51524 |
| 0.44638 | 2.5204 | 0.51422 |
| 0.4477 | 2.5201 | 0.51319 |
| 0.44904 | 2.5199 | 0.51217 |
| 0.45038 | 2.5197 | 0.51115 |
| 0.45172 | 2.5195 | 0.51012 |
| 0.45308 | 2.5194 | 0.5091 |
| 0.45444 | 2.5193 | 0.50807 |
| 0.45582 | 2.5192 | 0.50704 |
| 0.4572 | 2.5192 | 0.50601 |
| 0.45859 | 2.5191 | 0.50498 |
| 0.45999 | 2.5191 | 0.50394 |
| 0.46139 | 2.5192 | 0.50289 |
| 0.46281 | 2.5192 | 0.50184 |
| 0.46423 | 2.5193 | 0.50079 |
| 0.46566 | 2.5194 | 0.49973 |
| 0.46711 | 2.5196 | 0.49866 |
| 0.46856 | 2.5197 | 0.49759 |
| 0.47002 | 2.5199 | 0.49651 |
| 0.47148 | 2.5201 | 0.49542 |
| 0.47296 | 2.5204 | 0.49432 |
| 0.47445 | 2.5207 | 0.49321 |
| 0.47595 | 2.521 | 0.49209 |
| 0.47745 | 2.5213 | 0.49095 |
| 0.47897 | 2.5216 | 0.48981 |
| 0.48049 | 2.522 | 0.48866 |
| 0.48203 | 2.5224 | 0.48749 |
| 0.48357 | 2.5229 | 0.48631 |
| 0.48513 | 2.5233 | 0.48511 |
| 0.48669 | 2.5238 | 0.4839 |
| 0.48827 | 2.5243 | 0.48267 |
| 0.48985 | 2.5248 | 0.48143 |
| 0.49145 | 2.5254 | 0.48017 |
| 0.49305 | 2.526 | 0.47889 |
| 0.49467 | 2.5266 | 0.47759 |
| 0.49629 | 2.5272 | 0.47627 |
| 0.49793 | 2.5278 | 0.47494 |
| 0.49958 | 2.5285 | 0.47358 |
| 0.50124 | 2.5292 | 0.4722 |
| 0.50291 | 2.5299 | 0.47079 |
| 0.50459 | 2.5307 | 0.46936 |
| 0.50629 | 2.5314 | 0.46791 |
| 0.50799 | 2.5322 | 0.46643 |
| 0.50971 | 2.533 | 0.46493 |
| 0.51143 | 2.5338 | 0.4634 |
| 0.51317 | 2.5346 | 0.46184 |
| 0.51492 | 2.5355 | 0.46026 |
| 0.51669 | 2.5363 | 0.45864 |
| 0.51846 | 2.5372 | 0.457 |
| 0.52025 | 2.5381 | 0.45532 |
| 0.52205 | 2.539 | 0.45362 |
| 0.52386 | 2.5399 | 0.45188 |
| 0.52569 | 2.5408 | 0.45011 |
| 0.52752 | 2.5417 | 0.44832 |
| 0.52938 | 2.5426 | 0.44649 |
| 0.53124 | 2.5435 | 0.44463 |
| 0.53312 | 2.5444 | 0.44275 |
| 0.53501 | 2.5453 | 0.44084 |
| 0.53691 | 2.5462 | 0.4389 |
| 0.53883 | 2.547 | 0.43695 |
| 0.54076 | 2.5479 | 0.43498 |
| 0.5427 | 2.5487 | 0.433 |
| 0.54466 | 2.5495 | 0.43103 |
| 0.54663 | 2.5503 | 0.42906 |
| 0.54862 | 2.5511 | 0.42711 |
| 0.55062 | 2.5518 | 0.4252 |
| 0.55264 | 2.5525 | 0.42335 |
| 0.55467 | 2.5532 | 0.42158 |
| 0.55672 | 2.5539 | 0.41992 |
| 0.55878 | 2.5547 | 0.4184 |
| 0.56086 | 2.5555 | 0.41706 |
| 0.56295 | 2.5565 | 0.41589 |
| 0.56506 | 2.5578 | 0.41492 |
| 0.56718 | 2.5596 | 0.41408 |
| 0.56932 | 2.5618 | 0.41327 |
| 0.57148 | 2.5647 | 0.41226 |
| 0.57365 | 2.5682 | 0.41078 |
| 0.57584 | 2.5722 | 0.40851 |
| 0.57804 | 2.5764 | 0.40524 |
| 0.58027 | 2.5802 | 0.40096 |
| 0.58251 | 2.5835 | 0.39589 |
| 0.58476 | 2.5858 | 0.39036 |
| 0.58704 | 2.5874 | 0.38474 |
| 0.58933 | 2.5882 | 0.37927 |
| 0.59164 | 2.5885 | 0.37411 |
| 0.59397 | 2.5885 | 0.36931 |
| 0.59632 | 2.5883 | 0.36487 |
| 0.59869 | 2.5879 | 0.36074 |
| 0.60107 | 2.5876 | 0.35688 |
| 0.60347 | 2.5873 | 0.35323 |
| 0.6059 | 2.587 | 0.34976 |
| 0.60834 | 2.5868 | 0.34641 |
| 0.6108 | 2.5867 | 0.34315 |
| 0.61328 | 2.5867 | 0.33996 |
| 0.61579 | 2.5867 | 0.3368 |
| 0.61831 | 2.5869 | 0.33366 |
| 0.62085 | 2.5871 | 0.33052 |
| 0.62342 | 2.5874 | 0.32735 |
| 0.62601 | 2.5877 | 0.32416 |
| 0.62861 | 2.5881 | 0.32092 |
| 0.63124 | 2.5885 | 0.31762 |
| 0.63389 | 2.5889 | 0.31427 |
| 0.63657 | 2.5894 | 0.31083 |
| 0.63927 | 2.5899 | 0.30732 |
| 0.64199 | 2.5904 | 0.30371 |
| 0.64473 | 2.5909 | 0.30001 |
| 0.64749 | 2.5914 | 0.2962 |
| 0.65028 | 2.5919 | 0.29229 |
| 0.6531 | 2.5923 | 0.28826 |
| 0.65594 | 2.5926 | 0.28411 |
| 0.6588 | 2.5929 | 0.27984 |
| 0.66169 | 2.593 | 0.27545 |
| 0.66461 | 2.5931 | 0.27093 |
| 0.66755 | 2.5929 | 0.2663 |
| 0.67051 | 2.5926 | 0.26156 |
| 0.6735 | 2.592 | 0.25673 |
| 0.67652 | 2.591 | 0.25184 |
| 0.67957 | 2.5898 | 0.24695 |
| 0.68264 | 2.588 | 0.24214 |
| 0.68575 | 2.5857 | 0.23754 |
| 0.68888 | 2.5829 | 0.23333 |
| 0.69204 | 2.5793 | 0.22985 |
| 0.69523 | 2.5752 | 0.22753 |
| 0.69844 | 2.5709 | 0.227 |
| 0.70169 | 2.5673 | 0.22886 |
| 0.70497 | 2.5661 | 0.23307 |
| 0.70828 | 2.5686 | 0.23816 |
| 0.71162 | 2.5747 | 0.24209 |
| 0.71499 | 2.5837 | 0.24468 |
| 0.71839 | 2.5972 | 0.24525 |
| 0.72183 | 2.6156 | 0.23858 |
| 0.7253 | 2.632 | 0.22074 |
| 0.7288 | 2.639 | 0.19635 |
| 0.73234 | 2.6363 | 0.17285 |
| 0.73591 | 2.628 | 0.15379 |
| 0.73952 | 2.6174 | 0.13935 |
| 0.74316 | 2.6063 | 0.12856 |
| 0.74684 | 2.5955 | 0.12041 |
| 0.75055 | 2.5854 | 0.11415 |
| 0.75431 | 2.5761 | 0.10921 |
| 0.75809 | 2.5674 | 0.10525 |
| 0.76192 | 2.5593 | 0.10199 |
| 0.76579 | 2.5518 | 0.099265 |
| 0.7697 | 2.5448 | 0.096944 |
| 0.77364 | 2.5382 | 0.094939 |
| 0.77763 | 2.532 | 0.093181 |
| 0.78166 | 2.5262 | 0.091623 |
| 0.78573 | 2.5206 | 0.090226 |
| 0.78984 | 2.5153 | 0.088961 |
| 0.794 | 2.5103 | 0.087807 |
| 0.7982 | 2.5055 | 0.086745 |
| 0.80244 | 2.5009 | 0.085761 |
| 0.80673 | 2.4964 | 0.084844 |
| 0.81107 | 2.4921 | 0.083984 |
| 0.81545 | 2.488 | 0.083175 |
| 0.81988 | 2.484 | 0.082409 |
| 0.82436 | 2.4801 | 0.081682 |
| 0.82889 | 2.4764 | 0.080988 |
| 0.83347 | 2.4728 | 0.080325 |
| 0.83809 | 2.4693 | 0.079689 |
| 0.84277 | 2.4658 | 0.079077 |
| 0.84751 | 2.4625 | 0.078487 |
| 0.8523 | 2.4592 | 0.077917 |
| 0.85714 | 2.4561 | 0.077364 |
| 0.86203 | 2.453 | 0.076829 |
| 0.86699 | 2.4499 | 0.076308 |
| 0.872 | 2.447 | 0.075802 |
| 0.87706 | 2.4441 | 0.075308 |
| 0.88219 | 2.4413 | 0.074826 |
| 0.88738 | 2.4385 | 0.074356 |
| 0.89263 | 2.4358 | 0.073895 |
| 0.89794 | 2.4331 | 0.073444 |
| 0.90332 | 2.4305 | 0.073003 |
| 0.90876 | 2.428 | 0.072569 |
| 0.91426 | 2.4254 | 0.072144 |
| 0.91984 | 2.423 | 0.071726 |
| 0.92548 | 2.4206 | 0.071316 |
| 0.93119 | 2.4182 | 0.070912 |
| 0.93697 | 2.4158 | 0.070514 |
| 0.94282 | 2.4135 | 0.070122 |
| 0.94875 | 2.4113 | 0.069737 |
| 0.95475 | 2.409 | 0.069356 |
| 0.96083 | 2.4068 | 0.068981 |
| 0.96699 | 2.4047 | 0.068611 |
| 0.97323 | 2.4025 | 0.068246 |
| 0.97955 | 2.4004 | 0.067885 |
| 0.98595 | 2.3984 | 0.067529 |
| 0.99243 | 2.3963 | 0.067177 |
| 0.999 | 2.3943 | 0.066829 |
| 1.0057 | 2.3923 | 0.066486 |
| 1.0124 | 2.3904 | 0.066146 |
| 1.0192 | 2.3884 | 0.065809 |
| 1.0262 | 2.3865 | 0.065476 |
| 1.0332 | 2.3847 | 0.065147 |
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
- —
Hexagonal CdSe. Fit of author's experimental data to a simplified model of the interband transitions (MDF). Ordinary ray (o), room temperature.