Optical constants
Refractive index of C3H6O (Acetone)
Rheims et al. 1997: n 0.477–0.83 µm
- Data
- formula 5
- Range
- 0.4765–0.83 µm
- Temperature
- 293 K
- Licence
- CC0-1.0
Plot
Click the plot to set the calculator wavelength.
At one wavelength
- Refractive index n
- 1.35916
- Extinction coefficient k
- 0
- Permittivity ε1
- 1.8473
- Permittivity ε2
- 0
- Absorption coefficient α
- 0 cm⁻¹
- Penetration depth δ = λ/(2πk)
- — nm
- Abbe number Vd
- 54.465
- Chromatic dispersion dn/dλ
- -0.0335913 µm⁻¹
- Group index ng
- 1.37889
- Group velocity dispersion
- 65.8052 fs²/mm
- Dispersion parameter D
- -359.002 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
# C3H6O (Acetone): Rheims et al. 1997: n 0.477–0.83 µm
c3h6o = ls.fetch_refractiveindex("organic", "acetone", "Rheims", ref="c5c2f188e848453def5970e347399d653df2ffc2")
print(c3h6o.range_nm) # (476.5, 830) nm
eps = c3h6o.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_bb505497ce6e/lightsmith"
c3h6o = ls.Tabulated.model_validate(json.load(urllib.request.urlopen(url)))
print(c3h6o.source) # citation and provenance travel with the data
Any dataset here, as the library's Tabulated material (acetone/rheims-1997).
# ... load c3h6o as above, then:
sim = ls.Simulation(
particles=[ls.Particle(shape=ls.Sphere(radius_nm=50), material=c3h6o)],
medium_index=1.0,
wavelengths=ls.WavelengthRange(start_nm=477, stop_nm=830, 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 0.4765 to 0.83 µm.
Coefficients as stored
| Ci | Value |
|---|---|
| C1 | 1.34979 |
| C2 | 0.00306 |
| C3 | -2.0 |
| C4 | 6e-05 |
| C5 | -4.0 |
Comments and conditions
Conditions
- temperature
- 293 K
References
- doi:10.1088/0957-0233/8/6/003 Refractive-index measurements in the near-IR using an Abbe refractometer, Measurement Science and Technology (1997)
Cite
J Rheims, J Köser and T Wriedt. Refractive-index measurements in the near-IR using an Abbe refractometer. Measurement Science and Technology, 8, 601-605 (1997), doi:10.1088/0957-0233/8/6/003; 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 |
|---|---|
| 0.4765 | 1.364431 |
| 0.477163 | 1.364387 |
| 0.477827 | 1.364343 |
| 0.478492 | 1.3643 |
| 0.479158 | 1.364256 |
| 0.479825 | 1.364213 |
| 0.480493 | 1.36417 |
| 0.481162 | 1.364127 |
| 0.481832 | 1.364084 |
| 0.482502 | 1.364041 |
| 0.483174 | 1.363998 |
| 0.483846 | 1.363956 |
| 0.48452 | 1.363913 |
| 0.485194 | 1.363871 |
| 0.485869 | 1.363829 |
| 0.486546 | 1.363787 |
| 0.487223 | 1.363745 |
| 0.487901 | 1.363703 |
| 0.48858 | 1.363662 |
| 0.48926 | 1.36362 |
| 0.489941 | 1.363579 |
| 0.490623 | 1.363538 |
| 0.491306 | 1.363497 |
| 0.49199 | 1.363456 |
| 0.492674 | 1.363415 |
| 0.49336 | 1.363374 |
| 0.494047 | 1.363334 |
| 0.494735 | 1.363293 |
| 0.495423 | 1.363253 |
| 0.496113 | 1.363213 |
| 0.496803 | 1.363173 |
| 0.497495 | 1.363133 |
| 0.498187 | 1.363093 |
| 0.49888 | 1.363054 |
| 0.499575 | 1.363014 |
| 0.50027 | 1.362975 |
| 0.500966 | 1.362935 |
| 0.501664 | 1.362896 |
| 0.502362 | 1.362857 |
| 0.503061 | 1.362818 |
| 0.503761 | 1.36278 |
| 0.504462 | 1.362741 |
| 0.505165 | 1.362702 |
| 0.505868 | 1.362664 |
| 0.506572 | 1.362626 |
| 0.507277 | 1.362587 |
| 0.507983 | 1.362549 |
| 0.50869 | 1.362511 |
| 0.509398 | 1.362474 |
| 0.510107 | 1.362436 |
| 0.510817 | 1.362398 |
| 0.511528 | 1.362361 |
| 0.51224 | 1.362324 |
| 0.512953 | 1.362286 |
| 0.513667 | 1.362249 |
| 0.514382 | 1.362212 |
| 0.515098 | 1.362175 |
| 0.515815 | 1.362139 |
| 0.516533 | 1.362102 |
| 0.517251 | 1.362065 |
| 0.517971 | 1.362029 |
| 0.518692 | 1.361993 |
| 0.519414 | 1.361956 |
| 0.520137 | 1.36192 |
| 0.520861 | 1.361884 |
| 0.521586 | 1.361849 |
| 0.522312 | 1.361813 |
| 0.523039 | 1.361777 |
| 0.523767 | 1.361742 |
| 0.524496 | 1.361706 |
| 0.525226 | 1.361671 |
| 0.525957 | 1.361636 |
| 0.526689 | 1.361601 |
| 0.527422 | 1.361566 |
| 0.528156 | 1.361531 |
| 0.528891 | 1.361496 |
| 0.529628 | 1.361461 |
| 0.530365 | 1.361427 |
| 0.531103 | 1.361392 |
| 0.531842 | 1.361358 |
| 0.532582 | 1.361324 |
| 0.533324 | 1.36129 |
| 0.534066 | 1.361256 |
| 0.534809 | 1.361222 |
| 0.535554 | 1.361188 |
| 0.536299 | 1.361154 |
| 0.537045 | 1.361121 |
| 0.537793 | 1.361087 |
| 0.538541 | 1.361054 |
| 0.539291 | 1.361021 |
| 0.540042 | 1.360988 |
| 0.540793 | 1.360955 |
| 0.541546 | 1.360922 |
| 0.5423 | 1.360889 |
| 0.543055 | 1.360856 |
| 0.54381 | 1.360823 |
| 0.544567 | 1.360791 |
| 0.545325 | 1.360758 |
| 0.546084 | 1.360726 |
| 0.546844 | 1.360694 |
| 0.547605 | 1.360662 |
| 0.548368 | 1.36063 |
| 0.549131 | 1.360598 |
| 0.549895 | 1.360566 |
| 0.55066 | 1.360534 |
| 0.551427 | 1.360502 |
| 0.552194 | 1.360471 |
| 0.552963 | 1.360439 |
| 0.553733 | 1.360408 |
| 0.554503 | 1.360377 |
| 0.555275 | 1.360346 |
| 0.556048 | 1.360314 |
| 0.556822 | 1.360284 |
| 0.557597 | 1.360253 |
| 0.558373 | 1.360222 |
| 0.55915 | 1.360191 |
| 0.559928 | 1.360161 |
| 0.560708 | 1.36013 |
| 0.561488 | 1.3601 |
| 0.56227 | 1.360069 |
| 0.563052 | 1.360039 |
| 0.563836 | 1.360009 |
| 0.564621 | 1.359979 |
| 0.565407 | 1.359949 |
| 0.566193 | 1.359919 |
| 0.566982 | 1.359889 |
| 0.567771 | 1.35986 |
| 0.568561 | 1.35983 |
| 0.569352 | 1.359801 |
| 0.570145 | 1.359771 |
| 0.570938 | 1.359742 |
| 0.571733 | 1.359713 |
| 0.572529 | 1.359684 |
| 0.573326 | 1.359655 |
| 0.574124 | 1.359626 |
| 0.574923 | 1.359597 |
| 0.575723 | 1.359568 |
| 0.576524 | 1.359539 |
| 0.577327 | 1.359511 |
| 0.57813 | 1.359482 |
| 0.578935 | 1.359454 |
| 0.579741 | 1.359426 |
| 0.580547 | 1.359397 |
| 0.581355 | 1.359369 |
| 0.582165 | 1.359341 |
| 0.582975 | 1.359313 |
| 0.583786 | 1.359285 |
| 0.584599 | 1.359257 |
| 0.585413 | 1.35923 |
| 0.586227 | 1.359202 |
| 0.587043 | 1.359175 |
| 0.58786 | 1.359147 |
| 0.588679 | 1.35912 |
| 0.589498 | 1.359092 |
| 0.590318 | 1.359065 |
| 0.59114 | 1.359038 |
| 0.591963 | 1.359011 |
| 0.592787 | 1.358984 |
| 0.593612 | 1.358957 |
| 0.594438 | 1.35893 |
| 0.595265 | 1.358904 |
| 0.596094 | 1.358877 |
| 0.596924 | 1.35885 |
| 0.597754 | 1.358824 |
| 0.598586 | 1.358798 |
| 0.599419 | 1.358771 |
| 0.600254 | 1.358745 |
| 0.601089 | 1.358719 |
| 0.601926 | 1.358693 |
| 0.602764 | 1.358667 |
| 0.603603 | 1.358641 |
| 0.604443 | 1.358615 |
| 0.605284 | 1.358589 |
| 0.606126 | 1.358564 |
| 0.60697 | 1.358538 |
| 0.607815 | 1.358512 |
| 0.608661 | 1.358487 |
| 0.609508 | 1.358462 |
| 0.610356 | 1.358436 |
| 0.611206 | 1.358411 |
| 0.612057 | 1.358386 |
| 0.612908 | 1.358361 |
| 0.613762 | 1.358336 |
| 0.614616 | 1.358311 |
| 0.615471 | 1.358286 |
| 0.616328 | 1.358261 |
| 0.617186 | 1.358237 |
| 0.618045 | 1.358212 |
| 0.618905 | 1.358188 |
| 0.619766 | 1.358163 |
| 0.620629 | 1.358139 |
| 0.621493 | 1.358114 |
| 0.622358 | 1.35809 |
| 0.623224 | 1.358066 |
| 0.624091 | 1.358042 |
| 0.62496 | 1.358018 |
| 0.62583 | 1.357994 |
| 0.626701 | 1.35797 |
| 0.627573 | 1.357946 |
| 0.628447 | 1.357923 |
| 0.629321 | 1.357899 |
| 0.630197 | 1.357875 |
| 0.631074 | 1.357852 |
| 0.631953 | 1.357828 |
| 0.632832 | 1.357805 |
| 0.633713 | 1.357782 |
| 0.634595 | 1.357758 |
| 0.635478 | 1.357735 |
| 0.636363 | 1.357712 |
| 0.637249 | 1.357689 |
| 0.638136 | 1.357666 |
| 0.639024 | 1.357643 |
| 0.639913 | 1.357621 |
| 0.640804 | 1.357598 |
| 0.641696 | 1.357575 |
| 0.642589 | 1.357553 |
| 0.643483 | 1.35753 |
| 0.644379 | 1.357508 |
| 0.645276 | 1.357485 |
| 0.646174 | 1.357463 |
| 0.647073 | 1.357441 |
| 0.647974 | 1.357418 |
| 0.648876 | 1.357396 |
| 0.649779 | 1.357374 |
| 0.650683 | 1.357352 |
| 0.651589 | 1.35733 |
| 0.652496 | 1.357308 |
| 0.653404 | 1.357287 |
| 0.654313 | 1.357265 |
| 0.655224 | 1.357243 |
| 0.656136 | 1.357221 |
| 0.657049 | 1.3572 |
| 0.657964 | 1.357178 |
| 0.65888 | 1.357157 |
| 0.659797 | 1.357136 |
| 0.660715 | 1.357114 |
| 0.661635 | 1.357093 |
| 0.662556 | 1.357072 |
| 0.663478 | 1.357051 |
| 0.664401 | 1.35703 |
| 0.665326 | 1.357009 |
| 0.666252 | 1.356988 |
| 0.667179 | 1.356967 |
| 0.668108 | 1.356946 |
| 0.669038 | 1.356926 |
| 0.669969 | 1.356905 |
| 0.670901 | 1.356885 |
| 0.671835 | 1.356864 |
| 0.67277 | 1.356844 |
| 0.673707 | 1.356823 |
| 0.674644 | 1.356803 |
| 0.675583 | 1.356782 |
| 0.676524 | 1.356762 |
| 0.677465 | 1.356742 |
| 0.678408 | 1.356722 |
| 0.679352 | 1.356702 |
| 0.680298 | 1.356682 |
| 0.681245 | 1.356662 |
| 0.682193 | 1.356642 |
| 0.683143 | 1.356622 |
| 0.684093 | 1.356603 |
| 0.685046 | 1.356583 |
| 0.685999 | 1.356563 |
| 0.686954 | 1.356544 |
| 0.68791 | 1.356524 |
| 0.688867 | 1.356505 |
| 0.689826 | 1.356485 |
| 0.690786 | 1.356466 |
| 0.691748 | 1.356447 |
| 0.692711 | 1.356428 |
| 0.693675 | 1.356408 |
| 0.69464 | 1.356389 |
| 0.695607 | 1.35637 |
| 0.696575 | 1.356351 |
| 0.697545 | 1.356332 |
| 0.698516 | 1.356313 |
| 0.699488 | 1.356295 |
| 0.700461 | 1.356276 |
| 0.701436 | 1.356257 |
| 0.702413 | 1.356239 |
| 0.70339 | 1.35622 |
| 0.704369 | 1.356201 |
| 0.70535 | 1.356183 |
| 0.706331 | 1.356164 |
| 0.707315 | 1.356146 |
| 0.708299 | 1.356128 |
| 0.709285 | 1.35611 |
| 0.710272 | 1.356091 |
| 0.711261 | 1.356073 |
| 0.712251 | 1.356055 |
| 0.713242 | 1.356037 |
| 0.714235 | 1.356019 |
| 0.715229 | 1.356001 |
| 0.716224 | 1.355983 |
| 0.717221 | 1.355965 |
| 0.718219 | 1.355948 |
| 0.719219 | 1.35593 |
| 0.72022 | 1.355912 |
| 0.721222 | 1.355895 |
| 0.722226 | 1.355877 |
| 0.723231 | 1.355859 |
| 0.724238 | 1.355842 |
| 0.725246 | 1.355825 |
| 0.726256 | 1.355807 |
| 0.727266 | 1.35579 |
| 0.728279 | 1.355773 |
| 0.729292 | 1.355755 |
| 0.730307 | 1.355738 |
| 0.731324 | 1.355721 |
| 0.732342 | 1.355704 |
| 0.733361 | 1.355687 |
| 0.734382 | 1.35567 |
| 0.735404 | 1.355653 |
| 0.736427 | 1.355636 |
| 0.737452 | 1.35562 |
| 0.738479 | 1.355603 |
| 0.739507 | 1.355586 |
| 0.740536 | 1.355569 |
| 0.741567 | 1.355553 |
| 0.742599 | 1.355536 |
| 0.743632 | 1.35552 |
| 0.744667 | 1.355503 |
| 0.745704 | 1.355487 |
| 0.746742 | 1.355471 |
| 0.747781 | 1.355454 |
| 0.748822 | 1.355438 |
| 0.749864 | 1.355422 |
| 0.750908 | 1.355406 |
| 0.751953 | 1.355389 |
| 0.753 | 1.355373 |
| 0.754048 | 1.355357 |
| 0.755097 | 1.355341 |
| 0.756148 | 1.355325 |
| 0.757201 | 1.35531 |
| 0.758254 | 1.355294 |
| 0.75931 | 1.355278 |
| 0.760367 | 1.355262 |
| 0.761425 | 1.355246 |
| 0.762485 | 1.355231 |
| 0.763546 | 1.355215 |
| 0.764609 | 1.3552 |
| 0.765673 | 1.355184 |
| 0.766739 | 1.355169 |
| 0.767806 | 1.355153 |
| 0.768874 | 1.355138 |
| 0.769945 | 1.355123 |
| 0.771016 | 1.355107 |
| 0.772089 | 1.355092 |
| 0.773164 | 1.355077 |
| 0.77424 | 1.355062 |
| 0.775318 | 1.355047 |
| 0.776397 | 1.355032 |
| 0.777478 | 1.355016 |
| 0.77856 | 1.355002 |
| 0.779643 | 1.354987 |
| 0.780728 | 1.354972 |
| 0.781815 | 1.354957 |
| 0.782903 | 1.354942 |
| 0.783993 | 1.354927 |
| 0.785084 | 1.354913 |
| 0.786177 | 1.354898 |
| 0.787271 | 1.354883 |
| 0.788367 | 1.354869 |
| 0.789464 | 1.354854 |
| 0.790563 | 1.35484 |
| 0.791663 | 1.354825 |
| 0.792765 | 1.354811 |
| 0.793868 | 1.354796 |
| 0.794973 | 1.354782 |
| 0.79608 | 1.354768 |
| 0.797188 | 1.354754 |
| 0.798297 | 1.354739 |
| 0.799409 | 1.354725 |
| 0.800521 | 1.354711 |
| 0.801635 | 1.354697 |
| 0.802751 | 1.354683 |
| 0.803868 | 1.354669 |
| 0.804987 | 1.354655 |
| 0.806108 | 1.354641 |
| 0.80723 | 1.354627 |
| 0.808353 | 1.354613 |
| 0.809478 | 1.3546 |
| 0.810605 | 1.354586 |
| 0.811733 | 1.354572 |
| 0.812863 | 1.354559 |
| 0.813994 | 1.354545 |
| 0.815127 | 1.354531 |
| 0.816262 | 1.354518 |
| 0.817398 | 1.354504 |
| 0.818536 | 1.354491 |
| 0.819675 | 1.354477 |
| 0.820816 | 1.354464 |
| 0.821958 | 1.354451 |
| 0.823102 | 1.354437 |
| 0.824248 | 1.354424 |
| 0.825395 | 1.354411 |
| 0.826544 | 1.354398 |
| 0.827694 | 1.354384 |
| 0.828846 | 1.354371 |
| 0.83 | 1.354358 |
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
- —
20 °C