Optical constants
Refractive index of C8H11N (Dimethylaniline, DMA)
Li et al. 2022: n 0.321–1.7 µm
- Data
- formula 5
- Range
- 0.321–1.7 µm
- Licence
- CC0-1.0
Plot
Click the plot to set the calculator wavelength.
At one wavelength
- Refractive index n
- 1.54988
- Extinction coefficient k
- 0
- Permittivity ε1
- 2.40213
- Permittivity ε2
- 0
- Absorption coefficient α
- 0 cm⁻¹
- Penetration depth δ = λ/(2πk)
- — nm
- Abbe number Vd
- 28.408
- Chromatic dispersion dn/dλ
- -0.0952432 µm⁻¹
- Group index ng
- 1.60585
- Group velocity dispersion
- 190.715 fs²/mm
- Dispersion parameter D
- -1040.45 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
# C8H11N (Dimethylaniline, DMA): Li et al. 2022: n 0.321–1.7 µm
c8h11n = ls.fetch_refractiveindex("organic", "dimethylaniline", "Li", ref="c5c2f188e848453def5970e347399d653df2ffc2")
print(c8h11n.range_nm) # (321, 1700) nm
eps = c8h11n.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_915ea517f250/lightsmith"
c8h11n = ls.Tabulated.model_validate(json.load(urllib.request.urlopen(url)))
print(c8h11n.source) # citation and provenance travel with the data
Any dataset here, as the library's Tabulated material (dimethylaniline/li-2022).
# ... load c8h11n as above, then:
sim = ls.Simulation(
particles=[ls.Particle(shape=ls.Sphere(radius_nm=50), material=c8h11n)],
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.
Dispersion formula
Cauchy (formula 5), λ in µmValid from 0.321 to 1.7 µm.
Coefficients as stored
| Ci | Value |
|---|---|
| C1 | 1.5184 |
| C2 | 0.01395 |
| C3 | -2.0 |
| C4 | -0.00171 |
| C5 | -4.0 |
| C6 | 0.0002232 |
| C7 | -6.0 |
Comments and conditions
References
- doi:10.1016/j.infrared.2022.104313 Ellipsometry-transmission measurement of the complex refractive indices for a series of organic solvents in the 200–1700 nm spectral range, Infrared Physics & Technology (2022)
Cite
Xiaoning Li, Chengchao Wang, Lanxin Ma and Linhua Liu. Ellipsometry-transmission measurement of the complex refractive indices for a series of organic solvents in the 200–1700 nm spectral range. Infrared Physics & Technology, 125, 104313 (2022), doi:10.1016/j.infrared.2022.104313; 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 |
|---|---|
| 0.321 | 1.696743 |
| 0.322344 | 1.693235 |
| 0.323693 | 1.689818 |
| 0.325049 | 1.686488 |
| 0.326409 | 1.683243 |
| 0.327776 | 1.680081 |
| 0.329148 | 1.677001 |
| 0.330526 | 1.673998 |
| 0.33191 | 1.671073 |
| 0.333299 | 1.668221 |
| 0.334695 | 1.665442 |
| 0.336096 | 1.662734 |
| 0.337503 | 1.660094 |
| 0.338916 | 1.65752 |
| 0.340335 | 1.655012 |
| 0.34176 | 1.652566 |
| 0.343191 | 1.650182 |
| 0.344627 | 1.647858 |
| 0.34607 | 1.645591 |
| 0.347519 | 1.643381 |
| 0.348974 | 1.641226 |
| 0.350435 | 1.639125 |
| 0.351902 | 1.637075 |
| 0.353375 | 1.635076 |
| 0.354855 | 1.633126 |
| 0.35634 | 1.631225 |
| 0.357832 | 1.629369 |
| 0.35933 | 1.627559 |
| 0.360835 | 1.625793 |
| 0.362345 | 1.62407 |
| 0.363862 | 1.622389 |
| 0.365385 | 1.620748 |
| 0.366915 | 1.619146 |
| 0.368451 | 1.617583 |
| 0.369994 | 1.616057 |
| 0.371543 | 1.614568 |
| 0.373098 | 1.613114 |
| 0.37466 | 1.611694 |
| 0.376229 | 1.610307 |
| 0.377804 | 1.608954 |
| 0.379386 | 1.607631 |
| 0.380974 | 1.60634 |
| 0.382569 | 1.605078 |
| 0.384171 | 1.603845 |
| 0.385779 | 1.602641 |
| 0.387394 | 1.601465 |
| 0.389016 | 1.600315 |
| 0.390644 | 1.599191 |
| 0.39228 | 1.598092 |
| 0.393922 | 1.597018 |
| 0.395571 | 1.595968 |
| 0.397227 | 1.594942 |
| 0.39889 | 1.593938 |
| 0.40056 | 1.592956 |
| 0.402237 | 1.591996 |
| 0.403921 | 1.591056 |
| 0.405612 | 1.590137 |
| 0.40731 | 1.589238 |
| 0.409016 | 1.588358 |
| 0.410728 | 1.587497 |
| 0.412448 | 1.586653 |
| 0.414174 | 1.585828 |
| 0.415908 | 1.58502 |
| 0.417649 | 1.584228 |
| 0.419398 | 1.583453 |
| 0.421154 | 1.582694 |
| 0.422917 | 1.58195 |
| 0.424688 | 1.581221 |
| 0.426466 | 1.580507 |
| 0.428251 | 1.579807 |
| 0.430044 | 1.579121 |
| 0.431844 | 1.578448 |
| 0.433652 | 1.577789 |
| 0.435468 | 1.577142 |
| 0.437291 | 1.576508 |
| 0.439122 | 1.575886 |
| 0.44096 | 1.575275 |
| 0.442806 | 1.574676 |
| 0.44466 | 1.574088 |
| 0.446521 | 1.573511 |
| 0.448391 | 1.572945 |
| 0.450268 | 1.572389 |
| 0.452153 | 1.571843 |
| 0.454046 | 1.571306 |
| 0.455947 | 1.570779 |
| 0.457856 | 1.570262 |
| 0.459773 | 1.569753 |
| 0.461697 | 1.569253 |
| 0.46363 | 1.568762 |
| 0.465571 | 1.568279 |
| 0.46752 | 1.567804 |
| 0.469478 | 1.567337 |
| 0.471443 | 1.566878 |
| 0.473417 | 1.566426 |
| 0.475399 | 1.565981 |
| 0.477389 | 1.565544 |
| 0.479388 | 1.565113 |
| 0.481395 | 1.56469 |
| 0.48341 | 1.564272 |
| 0.485434 | 1.563862 |
| 0.487466 | 1.563457 |
| 0.489507 | 1.563059 |
| 0.491556 | 1.562666 |
| 0.493614 | 1.56228 |
| 0.495681 | 1.561899 |
| 0.497756 | 1.561523 |
| 0.49984 | 1.561153 |
| 0.501933 | 1.560788 |
| 0.504034 | 1.560428 |
| 0.506144 | 1.560073 |
| 0.508263 | 1.559724 |
| 0.510391 | 1.559378 |
| 0.512528 | 1.559038 |
| 0.514673 | 1.558702 |
| 0.516828 | 1.55837 |
| 0.518992 | 1.558043 |
| 0.521165 | 1.55772 |
| 0.523347 | 1.557401 |
| 0.525538 | 1.557086 |
| 0.527738 | 1.556775 |
| 0.529947 | 1.556468 |
| 0.532166 | 1.556164 |
| 0.534394 | 1.555864 |
| 0.536631 | 1.555568 |
| 0.538878 | 1.555275 |
| 0.541134 | 1.554986 |
| 0.543399 | 1.5547 |
| 0.545674 | 1.554417 |
| 0.547959 | 1.554138 |
| 0.550253 | 1.553862 |
| 0.552556 | 1.553588 |
| 0.55487 | 1.553318 |
| 0.557193 | 1.553051 |
| 0.559525 | 1.552786 |
| 0.561868 | 1.552524 |
| 0.56422 | 1.552265 |
| 0.566582 | 1.552009 |
| 0.568954 | 1.551756 |
| 0.571336 | 1.551505 |
| 0.573728 | 1.551256 |
| 0.57613 | 1.55101 |
| 0.578542 | 1.550766 |
| 0.580964 | 1.550525 |
| 0.583396 | 1.550286 |
| 0.585839 | 1.55005 |
| 0.588291 | 1.549816 |
| 0.590754 | 1.549584 |
| 0.593227 | 1.549354 |
| 0.595711 | 1.549126 |
| 0.598205 | 1.5489 |
| 0.600709 | 1.548676 |
| 0.603224 | 1.548455 |
| 0.60575 | 1.548235 |
| 0.608286 | 1.548017 |
| 0.610832 | 1.547802 |
| 0.61339 | 1.547588 |
| 0.615958 | 1.547376 |
| 0.618536 | 1.547165 |
| 0.621126 | 1.546957 |
| 0.623726 | 1.54675 |
| 0.626337 | 1.546545 |
| 0.62896 | 1.546342 |
| 0.631593 | 1.546141 |
| 0.634237 | 1.545941 |
| 0.636892 | 1.545742 |
| 0.639559 | 1.545546 |
| 0.642236 | 1.54535 |
| 0.644925 | 1.545157 |
| 0.647625 | 1.544965 |
| 0.650336 | 1.544774 |
| 0.653059 | 1.544585 |
| 0.655793 | 1.544398 |
| 0.658538 | 1.544211 |
| 0.661295 | 1.544027 |
| 0.664064 | 1.543843 |
| 0.666844 | 1.543661 |
| 0.669636 | 1.543481 |
| 0.672439 | 1.543302 |
| 0.675254 | 1.543124 |
| 0.678081 | 1.542947 |
| 0.68092 | 1.542772 |
| 0.683771 | 1.542598 |
| 0.686634 | 1.542425 |
| 0.689508 | 1.542254 |
| 0.692395 | 1.542084 |
| 0.695294 | 1.541915 |
| 0.698204 | 1.541747 |
| 0.701128 | 1.541581 |
| 0.704063 | 1.541415 |
| 0.70701 | 1.541251 |
| 0.70997 | 1.541088 |
| 0.712943 | 1.540926 |
| 0.715927 | 1.540765 |
| 0.718925 | 1.540606 |
| 0.721935 | 1.540447 |
| 0.724957 | 1.54029 |
| 0.727992 | 1.540133 |
| 0.73104 | 1.539978 |
| 0.7341 | 1.539824 |
| 0.737174 | 1.539671 |
| 0.74026 | 1.539519 |
| 0.743359 | 1.539368 |
| 0.746471 | 1.539218 |
| 0.749596 | 1.539069 |
| 0.752734 | 1.538921 |
| 0.755886 | 1.538774 |
| 0.75905 | 1.538628 |
| 0.762228 | 1.538483 |
| 0.765419 | 1.538339 |
| 0.768624 | 1.538196 |
| 0.771842 | 1.538054 |
| 0.775073 | 1.537913 |
| 0.778318 | 1.537772 |
| 0.781576 | 1.537633 |
| 0.784848 | 1.537495 |
| 0.788134 | 1.537358 |
| 0.791434 | 1.537221 |
| 0.794747 | 1.537085 |
| 0.798074 | 1.536951 |
| 0.801415 | 1.536817 |
| 0.804771 | 1.536684 |
| 0.80814 | 1.536552 |
| 0.811523 | 1.536421 |
| 0.814921 | 1.536291 |
| 0.818332 | 1.536161 |
| 0.821758 | 1.536033 |
| 0.825199 | 1.535905 |
| 0.828653 | 1.535778 |
| 0.832122 | 1.535652 |
| 0.835606 | 1.535527 |
| 0.839104 | 1.535403 |
| 0.842617 | 1.535279 |
| 0.846145 | 1.535157 |
| 0.849688 | 1.535035 |
| 0.853245 | 1.534914 |
| 0.856817 | 1.534793 |
| 0.860404 | 1.534674 |
| 0.864006 | 1.534555 |
| 0.867623 | 1.534437 |
| 0.871256 | 1.53432 |
| 0.874903 | 1.534204 |
| 0.878566 | 1.534088 |
| 0.882244 | 1.533973 |
| 0.885938 | 1.533859 |
| 0.889647 | 1.533746 |
| 0.893371 | 1.533633 |
| 0.897111 | 1.533521 |
| 0.900867 | 1.53341 |
| 0.904639 | 1.5333 |
| 0.908426 | 1.53319 |
| 0.912229 | 1.533082 |
| 0.916048 | 1.532973 |
| 0.919883 | 1.532866 |
| 0.923734 | 1.532759 |
| 0.927602 | 1.532653 |
| 0.931485 | 1.532548 |
| 0.935385 | 1.532443 |
| 0.939301 | 1.532339 |
| 0.943233 | 1.532236 |
| 0.947182 | 1.532134 |
| 0.951148 | 1.532032 |
| 0.95513 | 1.531931 |
| 0.959128 | 1.53183 |
| 0.963144 | 1.531731 |
| 0.967176 | 1.531631 |
| 0.971225 | 1.531533 |
| 0.975291 | 1.531435 |
| 0.979374 | 1.531338 |
| 0.983474 | 1.531242 |
| 0.987592 | 1.531146 |
| 0.991726 | 1.531051 |
| 0.995878 | 1.530956 |
| 1.00005 | 1.530862 |
| 1.00423 | 1.530769 |
| 1.00844 | 1.530676 |
| 1.01266 | 1.530584 |
| 1.0169 | 1.530493 |
| 1.02116 | 1.530402 |
| 1.02543 | 1.530312 |
| 1.02973 | 1.530223 |
| 1.03404 | 1.530134 |
| 1.03837 | 1.530045 |
| 1.04271 | 1.529958 |
| 1.04708 | 1.529871 |
| 1.05146 | 1.529784 |
| 1.05586 | 1.529698 |
| 1.06028 | 1.529613 |
| 1.06472 | 1.529528 |
| 1.06918 | 1.529444 |
| 1.07366 | 1.52936 |
| 1.07815 | 1.529277 |
| 1.08267 | 1.529195 |
| 1.0872 | 1.529113 |
| 1.09175 | 1.529032 |
| 1.09632 | 1.528951 |
| 1.10091 | 1.528871 |
| 1.10552 | 1.528792 |
| 1.11015 | 1.528713 |
| 1.11479 | 1.528634 |
| 1.11946 | 1.528556 |
| 1.12415 | 1.528479 |
| 1.12885 | 1.528402 |
| 1.13358 | 1.528326 |
| 1.13833 | 1.52825 |
| 1.14309 | 1.528175 |
| 1.14788 | 1.5281 |
| 1.15268 | 1.528026 |
| 1.15751 | 1.527952 |
| 1.16236 | 1.527879 |
| 1.16722 | 1.527806 |
| 1.17211 | 1.527734 |
| 1.17702 | 1.527663 |
| 1.18194 | 1.527591 |
| 1.18689 | 1.527521 |
| 1.19186 | 1.527451 |
| 1.19685 | 1.527381 |
| 1.20186 | 1.527312 |
| 1.20689 | 1.527243 |
| 1.21194 | 1.527175 |
| 1.21702 | 1.527108 |
| 1.22211 | 1.527041 |
| 1.22723 | 1.526974 |
| 1.23237 | 1.526908 |
| 1.23753 | 1.526842 |
| 1.24271 | 1.526777 |
| 1.24791 | 1.526712 |
| 1.25314 | 1.526648 |
| 1.25838 | 1.526584 |
| 1.26365 | 1.52652 |
| 1.26894 | 1.526457 |
| 1.27425 | 1.526395 |
| 1.27959 | 1.526333 |
| 1.28494 | 1.526271 |
| 1.29032 | 1.52621 |
| 1.29573 | 1.526149 |
| 1.30115 | 1.526089 |
| 1.3066 | 1.526029 |
| 1.31207 | 1.52597 |
| 1.31756 | 1.525911 |
| 1.32308 | 1.525853 |
| 1.32862 | 1.525794 |
| 1.33418 | 1.525737 |
| 1.33976 | 1.52568 |
| 1.34537 | 1.525623 |
| 1.35101 | 1.525566 |
| 1.35666 | 1.52551 |
| 1.36234 | 1.525455 |
| 1.36804 | 1.5254 |
| 1.37377 | 1.525345 |
| 1.37952 | 1.52529 |
| 1.3853 | 1.525236 |
| 1.3911 | 1.525183 |
| 1.39692 | 1.52513 |
| 1.40277 | 1.525077 |
| 1.40864 | 1.525025 |
| 1.41454 | 1.524973 |
| 1.42046 | 1.524921 |
| 1.42641 | 1.52487 |
| 1.43238 | 1.524819 |
| 1.43838 | 1.524768 |
| 1.4444 | 1.524718 |
| 1.45045 | 1.524668 |
| 1.45652 | 1.524619 |
| 1.46262 | 1.52457 |
| 1.46874 | 1.524521 |
| 1.47489 | 1.524473 |
| 1.48106 | 1.524425 |
| 1.48726 | 1.524378 |
| 1.49349 | 1.524331 |
| 1.49974 | 1.524284 |
| 1.50602 | 1.524237 |
| 1.51233 | 1.524191 |
| 1.51866 | 1.524145 |
| 1.52502 | 1.5241 |
| 1.5314 | 1.524055 |
| 1.53781 | 1.52401 |
| 1.54425 | 1.523966 |
| 1.55072 | 1.523921 |
| 1.55721 | 1.523878 |
| 1.56373 | 1.523834 |
| 1.57027 | 1.523791 |
| 1.57685 | 1.523748 |
| 1.58345 | 1.523706 |
| 1.59008 | 1.523664 |
| 1.59674 | 1.523622 |
| 1.60342 | 1.52358 |
| 1.61013 | 1.523539 |
| 1.61687 | 1.523498 |
| 1.62364 | 1.523458 |
| 1.63044 | 1.523418 |
| 1.63727 | 1.523378 |
| 1.64412 | 1.523338 |
| 1.651 | 1.523299 |
| 1.65792 | 1.52326 |
| 1.66486 | 1.523221 |
| 1.67183 | 1.523182 |
| 1.67883 | 1.523144 |
| 1.68585 | 1.523106 |
| 1.69291 | 1.523069 |
| 1.7 | 1.523031 |
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
- —
Room temperature.