Optical constants
Refractive index of CH3OH (Methanol)
El-Kashef 2000: n 0.4–0.8 µm
- Data
- formula 5
- Range
- 0.4–0.8 µm
- Temperature
- 298 K
- Licence
- CC0-1.0
Plot
Click the plot to set the calculator wavelength.
At one wavelength
- Refractive index n
- 1.33141
- Extinction coefficient k
- 0
- Permittivity ε1
- 1.77266
- Permittivity ε2
- 0
- Absorption coefficient α
- 0 cm⁻¹
- Penetration depth δ = λ/(2πk)
- — nm
- Abbe number Vd
- 13.659
- Chromatic dispersion dn/dλ
- -0.125259 µm⁻¹
- Group index ng
- 1.40501
- Group velocity dispersion
- 229.758 fs²/mm
- Dispersion parameter D
- -1253.45 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
# CH3OH (Methanol): El-Kashef 2000: n 0.4–0.8 µm
ch3oh = ls.fetch_refractiveindex("organic", "methanol", "El-Kashef", ref="c5c2f188e848453def5970e347399d653df2ffc2")
print(ch3oh.range_nm) # (400, 800) nm
eps = ch3oh.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_1afc128db806/lightsmith"
ch3oh = ls.Tabulated.model_validate(json.load(urllib.request.urlopen(url)))
print(ch3oh.source) # citation and provenance travel with the data
Any dataset here, as the library's Tabulated material (methanol/el-kashef-2000).
# ... load ch3oh as above, then:
sim = ls.Simulation(
particles=[ls.Particle(shape=ls.Sphere(radius_nm=50), material=ch3oh)],
medium_index=1.0,
wavelengths=ls.WavelengthRange(start_nm=400, stop_nm=800, 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 0.4 to 0.8 µm.
Coefficients as stored
| Ci | Value |
|---|---|
| C1 | 1.294611 |
| C2 | 0.012706403 |
| C3 | -2.0 |
Comments and conditions
Conditions
- temperature
- 298 K
References
- doi:10.1016/s0921-4526(99)00856-x The necessary requirements imposed on polar dielectric laser dye solvents, Physica B: Condensed Matter (2000)
Cite
Hassan El-Kashef. The necessary requirements imposed on polar dielectric laser dye solvents. Physica B: Condensed Matter, 279, 295-301 (2000), doi:10.1016/s0921-4526(99)00856-x; 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 |
|---|---|
| 0.4 | 1.374026 |
| 0.400695 | 1.373751 |
| 0.401392 | 1.373476 |
| 0.40209 | 1.373203 |
| 0.402789 | 1.37293 |
| 0.40349 | 1.372658 |
| 0.404191 | 1.372388 |
| 0.404894 | 1.372118 |
| 0.405598 | 1.371849 |
| 0.406303 | 1.371581 |
| 0.40701 | 1.371314 |
| 0.407717 | 1.371048 |
| 0.408426 | 1.370783 |
| 0.409136 | 1.370519 |
| 0.409848 | 1.370256 |
| 0.41056 | 1.369993 |
| 0.411274 | 1.369732 |
| 0.411989 | 1.369471 |
| 0.412706 | 1.369212 |
| 0.413423 | 1.368953 |
| 0.414142 | 1.368695 |
| 0.414862 | 1.368438 |
| 0.415583 | 1.368182 |
| 0.416306 | 1.367927 |
| 0.41703 | 1.367672 |
| 0.417755 | 1.367419 |
| 0.418481 | 1.367167 |
| 0.419209 | 1.366915 |
| 0.419938 | 1.366664 |
| 0.420668 | 1.366414 |
| 0.421399 | 1.366165 |
| 0.422132 | 1.365917 |
| 0.422866 | 1.36567 |
| 0.423601 | 1.365423 |
| 0.424338 | 1.365178 |
| 0.425076 | 1.364933 |
| 0.425815 | 1.364689 |
| 0.426555 | 1.364446 |
| 0.427297 | 1.364204 |
| 0.42804 | 1.363962 |
| 0.428784 | 1.363722 |
| 0.429529 | 1.363482 |
| 0.430276 | 1.363243 |
| 0.431024 | 1.363005 |
| 0.431774 | 1.362768 |
| 0.432525 | 1.362532 |
| 0.433277 | 1.362296 |
| 0.43403 | 1.362061 |
| 0.434785 | 1.361827 |
| 0.435541 | 1.361594 |
| 0.436298 | 1.361362 |
| 0.437056 | 1.36113 |
| 0.437816 | 1.3609 |
| 0.438578 | 1.36067 |
| 0.43934 | 1.360441 |
| 0.440104 | 1.360212 |
| 0.440869 | 1.359985 |
| 0.441636 | 1.359758 |
| 0.442404 | 1.359532 |
| 0.443173 | 1.359307 |
| 0.443943 | 1.359082 |
| 0.444715 | 1.358859 |
| 0.445489 | 1.358636 |
| 0.446263 | 1.358414 |
| 0.447039 | 1.358193 |
| 0.447816 | 1.357972 |
| 0.448595 | 1.357752 |
| 0.449375 | 1.357533 |
| 0.450156 | 1.357315 |
| 0.450939 | 1.357098 |
| 0.451723 | 1.356881 |
| 0.452508 | 1.356665 |
| 0.453295 | 1.35645 |
| 0.454083 | 1.356235 |
| 0.454873 | 1.356021 |
| 0.455664 | 1.355808 |
| 0.456456 | 1.355596 |
| 0.45725 | 1.355385 |
| 0.458045 | 1.355174 |
| 0.458841 | 1.354964 |
| 0.459639 | 1.354755 |
| 0.460438 | 1.354546 |
| 0.461239 | 1.354338 |
| 0.462041 | 1.354131 |
| 0.462844 | 1.353924 |
| 0.463649 | 1.353719 |
| 0.464455 | 1.353514 |
| 0.465263 | 1.353309 |
| 0.466072 | 1.353106 |
| 0.466882 | 1.352903 |
| 0.467694 | 1.352701 |
| 0.468507 | 1.352499 |
| 0.469321 | 1.352299 |
| 0.470137 | 1.352098 |
| 0.470955 | 1.351899 |
| 0.471774 | 1.3517 |
| 0.472594 | 1.351502 |
| 0.473416 | 1.351305 |
| 0.474239 | 1.351108 |
| 0.475063 | 1.350912 |
| 0.475889 | 1.350717 |
| 0.476717 | 1.350523 |
| 0.477546 | 1.350329 |
| 0.478376 | 1.350135 |
| 0.479208 | 1.349943 |
| 0.480041 | 1.349751 |
| 0.480876 | 1.34956 |
| 0.481712 | 1.349369 |
| 0.482549 | 1.349179 |
| 0.483388 | 1.34899 |
| 0.484229 | 1.348801 |
| 0.485071 | 1.348613 |
| 0.485914 | 1.348426 |
| 0.486759 | 1.348239 |
| 0.487605 | 1.348053 |
| 0.488453 | 1.347868 |
| 0.489303 | 1.347683 |
| 0.490153 | 1.347499 |
| 0.491006 | 1.347316 |
| 0.491859 | 1.347133 |
| 0.492714 | 1.346951 |
| 0.493571 | 1.346769 |
| 0.494429 | 1.346588 |
| 0.495289 | 1.346408 |
| 0.49615 | 1.346228 |
| 0.497013 | 1.346049 |
| 0.497877 | 1.345871 |
| 0.498743 | 1.345693 |
| 0.49961 | 1.345516 |
| 0.500479 | 1.345339 |
| 0.501349 | 1.345164 |
| 0.50222 | 1.344988 |
| 0.503094 | 1.344813 |
| 0.503968 | 1.344639 |
| 0.504845 | 1.344466 |
| 0.505722 | 1.344293 |
| 0.506602 | 1.344121 |
| 0.507483 | 1.343949 |
| 0.508365 | 1.343778 |
| 0.509249 | 1.343607 |
| 0.510134 | 1.343437 |
| 0.511021 | 1.343268 |
| 0.51191 | 1.343099 |
| 0.5128 | 1.342931 |
| 0.513692 | 1.342763 |
| 0.514585 | 1.342596 |
| 0.515479 | 1.34243 |
| 0.516376 | 1.342264 |
| 0.517274 | 1.342099 |
| 0.518173 | 1.341934 |
| 0.519074 | 1.34177 |
| 0.519976 | 1.341606 |
| 0.52088 | 1.341443 |
| 0.521786 | 1.341281 |
| 0.522693 | 1.341119 |
| 0.523602 | 1.340958 |
| 0.524513 | 1.340797 |
| 0.525425 | 1.340637 |
| 0.526338 | 1.340477 |
| 0.527253 | 1.340318 |
| 0.52817 | 1.34016 |
| 0.529088 | 1.340002 |
| 0.530008 | 1.339844 |
| 0.53093 | 1.339687 |
| 0.531853 | 1.339531 |
| 0.532778 | 1.339375 |
| 0.533704 | 1.33922 |
| 0.534632 | 1.339065 |
| 0.535562 | 1.338911 |
| 0.536493 | 1.338757 |
| 0.537426 | 1.338604 |
| 0.53836 | 1.338452 |
| 0.539296 | 1.3383 |
| 0.540234 | 1.338148 |
| 0.541173 | 1.337997 |
| 0.542114 | 1.337847 |
| 0.543057 | 1.337697 |
| 0.544001 | 1.337547 |
| 0.544947 | 1.337398 |
| 0.545894 | 1.33725 |
| 0.546843 | 1.337102 |
| 0.547794 | 1.336955 |
| 0.548747 | 1.336808 |
| 0.549701 | 1.336661 |
| 0.550657 | 1.336516 |
| 0.551614 | 1.33637 |
| 0.552573 | 1.336225 |
| 0.553534 | 1.336081 |
| 0.554496 | 1.335937 |
| 0.55546 | 1.335794 |
| 0.556426 | 1.335651 |
| 0.557394 | 1.335509 |
| 0.558363 | 1.335367 |
| 0.559334 | 1.335225 |
| 0.560306 | 1.335085 |
| 0.56128 | 1.334944 |
| 0.562256 | 1.334804 |
| 0.563234 | 1.334665 |
| 0.564213 | 1.334526 |
| 0.565194 | 1.334388 |
| 0.566177 | 1.33425 |
| 0.567161 | 1.334112 |
| 0.568148 | 1.333975 |
| 0.569135 | 1.333839 |
| 0.570125 | 1.333703 |
| 0.571116 | 1.333567 |
| 0.572109 | 1.333432 |
| 0.573104 | 1.333297 |
| 0.5741 | 1.333163 |
| 0.575099 | 1.333029 |
| 0.576099 | 1.332896 |
| 0.5771 | 1.332763 |
| 0.578104 | 1.332631 |
| 0.579109 | 1.332499 |
| 0.580116 | 1.332368 |
| 0.581124 | 1.332237 |
| 0.582135 | 1.332106 |
| 0.583147 | 1.331976 |
| 0.584161 | 1.331847 |
| 0.585177 | 1.331717 |
| 0.586194 | 1.331589 |
| 0.587213 | 1.33146 |
| 0.588234 | 1.331333 |
| 0.589257 | 1.331205 |
| 0.590282 | 1.331078 |
| 0.591308 | 1.330952 |
| 0.592336 | 1.330826 |
| 0.593366 | 1.3307 |
| 0.594398 | 1.330575 |
| 0.595431 | 1.33045 |
| 0.596466 | 1.330326 |
| 0.597504 | 1.330202 |
| 0.598542 | 1.330079 |
| 0.599583 | 1.329956 |
| 0.600626 | 1.329833 |
| 0.60167 | 1.329711 |
| 0.602716 | 1.329589 |
| 0.603764 | 1.329468 |
| 0.604814 | 1.329347 |
| 0.605865 | 1.329226 |
| 0.606919 | 1.329106 |
| 0.607974 | 1.328987 |
| 0.609031 | 1.328868 |
| 0.61009 | 1.328749 |
| 0.611151 | 1.32863 |
| 0.612214 | 1.328512 |
| 0.613278 | 1.328395 |
| 0.614344 | 1.328278 |
| 0.615413 | 1.328161 |
| 0.616483 | 1.328044 |
| 0.617554 | 1.327928 |
| 0.618628 | 1.327813 |
| 0.619704 | 1.327698 |
| 0.620781 | 1.327583 |
| 0.621861 | 1.327469 |
| 0.622942 | 1.327355 |
| 0.624025 | 1.327241 |
| 0.62511 | 1.327128 |
| 0.626197 | 1.327015 |
| 0.627286 | 1.326903 |
| 0.628376 | 1.326791 |
| 0.629469 | 1.326679 |
| 0.630563 | 1.326568 |
| 0.63166 | 1.326457 |
| 0.632758 | 1.326347 |
| 0.633858 | 1.326237 |
| 0.63496 | 1.326127 |
| 0.636064 | 1.326018 |
| 0.63717 | 1.325909 |
| 0.638278 | 1.3258 |
| 0.639388 | 1.325692 |
| 0.6405 | 1.325584 |
| 0.641613 | 1.325477 |
| 0.642729 | 1.32537 |
| 0.643847 | 1.325263 |
| 0.644966 | 1.325157 |
| 0.646087 | 1.325051 |
| 0.647211 | 1.324945 |
| 0.648336 | 1.32484 |
| 0.649463 | 1.324735 |
| 0.650593 | 1.324631 |
| 0.651724 | 1.324526 |
| 0.652857 | 1.324423 |
| 0.653992 | 1.324319 |
| 0.655129 | 1.324216 |
| 0.656268 | 1.324114 |
| 0.657409 | 1.324011 |
| 0.658552 | 1.323909 |
| 0.659697 | 1.323808 |
| 0.660844 | 1.323706 |
| 0.661993 | 1.323605 |
| 0.663145 | 1.323505 |
| 0.664298 | 1.323405 |
| 0.665453 | 1.323305 |
| 0.66661 | 1.323205 |
| 0.667769 | 1.323106 |
| 0.66893 | 1.323007 |
| 0.670093 | 1.322909 |
| 0.671258 | 1.322811 |
| 0.672425 | 1.322713 |
| 0.673594 | 1.322615 |
| 0.674765 | 1.322518 |
| 0.675939 | 1.322421 |
| 0.677114 | 1.322325 |
| 0.678291 | 1.322229 |
| 0.679471 | 1.322133 |
| 0.680652 | 1.322038 |
| 0.681835 | 1.321943 |
| 0.683021 | 1.321848 |
| 0.684209 | 1.321753 |
| 0.685398 | 1.321659 |
| 0.68659 | 1.321565 |
| 0.687784 | 1.321472 |
| 0.68898 | 1.321379 |
| 0.690177 | 1.321286 |
| 0.691378 | 1.321193 |
| 0.69258 | 1.321101 |
| 0.693784 | 1.321009 |
| 0.69499 | 1.320918 |
| 0.696199 | 1.320826 |
| 0.697409 | 1.320735 |
| 0.698622 | 1.320645 |
| 0.699836 | 1.320555 |
| 0.701053 | 1.320465 |
| 0.702272 | 1.320375 |
| 0.703493 | 1.320286 |
| 0.704716 | 1.320197 |
| 0.705942 | 1.320108 |
| 0.707169 | 1.320019 |
| 0.708399 | 1.319931 |
| 0.70963 | 1.319843 |
| 0.710864 | 1.319756 |
| 0.7121 | 1.319669 |
| 0.713338 | 1.319582 |
| 0.714579 | 1.319495 |
| 0.715821 | 1.319409 |
| 0.717066 | 1.319323 |
| 0.718312 | 1.319237 |
| 0.719561 | 1.319152 |
| 0.720813 | 1.319067 |
| 0.722066 | 1.318982 |
| 0.723321 | 1.318897 |
| 0.724579 | 1.318813 |
| 0.725839 | 1.318729 |
| 0.727101 | 1.318645 |
| 0.728365 | 1.318562 |
| 0.729631 | 1.318479 |
| 0.7309 | 1.318396 |
| 0.732171 | 1.318314 |
| 0.733444 | 1.318231 |
| 0.734719 | 1.31815 |
| 0.735997 | 1.318068 |
| 0.737276 | 1.317987 |
| 0.738558 | 1.317905 |
| 0.739842 | 1.317825 |
| 0.741129 | 1.317744 |
| 0.742417 | 1.317664 |
| 0.743708 | 1.317584 |
| 0.745001 | 1.317504 |
| 0.746297 | 1.317425 |
| 0.747594 | 1.317346 |
| 0.748894 | 1.317267 |
| 0.750196 | 1.317188 |
| 0.751501 | 1.31711 |
| 0.752807 | 1.317032 |
| 0.754116 | 1.316954 |
| 0.755427 | 1.316877 |
| 0.756741 | 1.3168 |
| 0.758057 | 1.316723 |
| 0.759375 | 1.316646 |
| 0.760695 | 1.316569 |
| 0.762018 | 1.316493 |
| 0.763343 | 1.316417 |
| 0.76467 | 1.316342 |
| 0.765999 | 1.316266 |
| 0.767331 | 1.316191 |
| 0.768665 | 1.316116 |
| 0.770002 | 1.316042 |
| 0.771341 | 1.315967 |
| 0.772682 | 1.315893 |
| 0.774025 | 1.31582 |
| 0.775371 | 1.315746 |
| 0.776719 | 1.315673 |
| 0.77807 | 1.3156 |
| 0.779423 | 1.315527 |
| 0.780778 | 1.315454 |
| 0.782135 | 1.315382 |
| 0.783495 | 1.31531 |
| 0.784858 | 1.315238 |
| 0.786222 | 1.315167 |
| 0.787589 | 1.315095 |
| 0.788959 | 1.315024 |
| 0.790331 | 1.314954 |
| 0.791705 | 1.314883 |
| 0.793081 | 1.314813 |
| 0.79446 | 1.314743 |
| 0.795842 | 1.314673 |
| 0.797225 | 1.314603 |
| 0.798611 | 1.314534 |
| 0.8 | 1.314465 |
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
- —
25 °C