Optical constants
Refractive index of C3H7OH (Propanol)
Moutzouris et al. 2013: 1-Propanol; n 0.450–1.55 µm
- Data
- formula 3
- Range
- 0.45–1.551 µm
- Temperature
- 300 K
- Licence
- CC0-1.0
Plot
Click the plot to set the calculator wavelength.
At one wavelength
- Refractive index n
- 1.38292
- Extinction coefficient k
- 0
- Permittivity ε1
- 1.91247
- Permittivity ε2
- 0
- Absorption coefficient α
- 0 cm⁻¹
- Penetration depth δ = λ/(2πk)
- — nm
- Abbe number Vd
- 57.78
- Chromatic dispersion dn/dλ
- -0.0334342 µm⁻¹
- Group index ng
- 1.40257
- Group velocity dispersion
- 70.0572 fs²/mm
- Dispersion parameter D
- -382.199 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
# C3H7OH (Propanol): Moutzouris et al. 2013: 1-Propanol; n 0.450–1.55 µm
c3h7oh = ls.fetch_refractiveindex("organic", "propanol", "Moutzouris", ref="c5c2f188e848453def5970e347399d653df2ffc2")
print(c3h7oh.range_nm) # (450, 1551) nm
eps = c3h7oh.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_a39752bee45c/lightsmith"
c3h7oh = ls.Tabulated.model_validate(json.load(urllib.request.urlopen(url)))
print(c3h7oh.source) # citation and provenance travel with the data
Any dataset here, as the library's Tabulated material (propanol/moutzouris-2013).
# ... load c3h7oh as above, then:
sim = ls.Simulation(
particles=[ls.Particle(shape=ls.Sphere(radius_nm=50), material=c3h7oh)],
medium_index=1.0,
wavelengths=ls.WavelengthRange(start_nm=450, 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
Polynomial (formula 3), λ in µmValid from 0.45 to 1.551 µm.
Coefficients as stored
| Ci | Value |
|---|---|
| C1 | 1.893400242 |
| C2 | -0.003349425 |
| C3 | 2.0 |
| C4 | 0.004418653 |
| C5 | -2.0 |
| C6 | 0.00108023 |
| C7 | -4.0 |
| C8 | -6.7337e-05 |
| C9 | -6.0 |
Comments and conditions
Conditions
- temperature
- 300 K
References
- doi:10.1007/s00340-013-5744-3 Refractive, dispersive and thermo-optic properties of twelve organic solvents in the visible and near-infrared, Applied Physics B (2013)
Cite
Konstantinos Moutzouris et al.. Refractive, dispersive and thermo-optic properties of twelve organic solvents in the visible and near-infrared. Applied Physics B, 116, 617-622 (2013), doi:10.1007/s00340-013-5744-3; 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 |
|---|---|
| 0.45 | 1.390243 |
| 0.451398 | 1.39013 |
| 0.4528 | 1.390018 |
| 0.454206 | 1.389906 |
| 0.455617 | 1.389795 |
| 0.457032 | 1.389685 |
| 0.458452 | 1.389576 |
| 0.459876 | 1.389467 |
| 0.461304 | 1.389359 |
| 0.462737 | 1.389252 |
| 0.464174 | 1.389145 |
| 0.465616 | 1.389039 |
| 0.467062 | 1.388934 |
| 0.468513 | 1.38883 |
| 0.469968 | 1.388726 |
| 0.471428 | 1.388623 |
| 0.472892 | 1.388521 |
| 0.474361 | 1.388419 |
| 0.475835 | 1.388318 |
| 0.477313 | 1.388218 |
| 0.478795 | 1.388118 |
| 0.480282 | 1.38802 |
| 0.481774 | 1.387922 |
| 0.483271 | 1.387824 |
| 0.484772 | 1.387727 |
| 0.486277 | 1.387631 |
| 0.487788 | 1.387536 |
| 0.489303 | 1.387441 |
| 0.490823 | 1.387347 |
| 0.492347 | 1.387254 |
| 0.493877 | 1.387161 |
| 0.495411 | 1.387069 |
| 0.496949 | 1.386977 |
| 0.498493 | 1.386887 |
| 0.500041 | 1.386797 |
| 0.501595 | 1.386707 |
| 0.503153 | 1.386618 |
| 0.504715 | 1.38653 |
| 0.506283 | 1.386443 |
| 0.507856 | 1.386356 |
| 0.509433 | 1.38627 |
| 0.511015 | 1.386184 |
| 0.512603 | 1.386099 |
| 0.514195 | 1.386015 |
| 0.515792 | 1.385931 |
| 0.517394 | 1.385848 |
| 0.519001 | 1.385765 |
| 0.520613 | 1.385683 |
| 0.52223 | 1.385602 |
| 0.523852 | 1.385521 |
| 0.52548 | 1.385441 |
| 0.527112 | 1.385361 |
| 0.528749 | 1.385282 |
| 0.530391 | 1.385204 |
| 0.532039 | 1.385126 |
| 0.533691 | 1.385049 |
| 0.535349 | 1.384972 |
| 0.537012 | 1.384896 |
| 0.53868 | 1.384821 |
| 0.540353 | 1.384746 |
| 0.542031 | 1.384672 |
| 0.543715 | 1.384598 |
| 0.545404 | 1.384524 |
| 0.547098 | 1.384452 |
| 0.548797 | 1.38438 |
| 0.550502 | 1.384308 |
| 0.552212 | 1.384237 |
| 0.553927 | 1.384166 |
| 0.555647 | 1.384096 |
| 0.557373 | 1.384027 |
| 0.559105 | 1.383958 |
| 0.560841 | 1.383889 |
| 0.562583 | 1.383821 |
| 0.564331 | 1.383754 |
| 0.566084 | 1.383687 |
| 0.567842 | 1.38362 |
| 0.569606 | 1.383554 |
| 0.571375 | 1.383489 |
| 0.57315 | 1.383424 |
| 0.57493 | 1.383359 |
| 0.576716 | 1.383295 |
| 0.578507 | 1.383232 |
| 0.580304 | 1.383169 |
| 0.582106 | 1.383106 |
| 0.583914 | 1.383044 |
| 0.585728 | 1.382983 |
| 0.587547 | 1.382921 |
| 0.589372 | 1.382861 |
| 0.591203 | 1.3828 |
| 0.593039 | 1.382741 |
| 0.594881 | 1.382681 |
| 0.596729 | 1.382622 |
| 0.598583 | 1.382564 |
| 0.600442 | 1.382506 |
| 0.602307 | 1.382448 |
| 0.604178 | 1.382391 |
| 0.606054 | 1.382334 |
| 0.607937 | 1.382278 |
| 0.609825 | 1.382222 |
| 0.611719 | 1.382167 |
| 0.613619 | 1.382112 |
| 0.615525 | 1.382057 |
| 0.617437 | 1.382003 |
| 0.619355 | 1.381949 |
| 0.621279 | 1.381895 |
| 0.623209 | 1.381842 |
| 0.625144 | 1.38179 |
| 0.627086 | 1.381737 |
| 0.629034 | 1.381685 |
| 0.630988 | 1.381634 |
| 0.632948 | 1.381583 |
| 0.634914 | 1.381532 |
| 0.636886 | 1.381482 |
| 0.638864 | 1.381432 |
| 0.640848 | 1.381382 |
| 0.642839 | 1.381333 |
| 0.644835 | 1.381284 |
| 0.646838 | 1.381235 |
| 0.648847 | 1.381187 |
| 0.650863 | 1.381139 |
| 0.652885 | 1.381092 |
| 0.654912 | 1.381045 |
| 0.656947 | 1.380998 |
| 0.658987 | 1.380951 |
| 0.661034 | 1.380905 |
| 0.663087 | 1.380859 |
| 0.665147 | 1.380814 |
| 0.667213 | 1.380769 |
| 0.669285 | 1.380724 |
| 0.671364 | 1.380679 |
| 0.673449 | 1.380635 |
| 0.675541 | 1.380591 |
| 0.67764 | 1.380548 |
| 0.679744 | 1.380505 |
| 0.681856 | 1.380462 |
| 0.683974 | 1.380419 |
| 0.686098 | 1.380377 |
| 0.688229 | 1.380335 |
| 0.690367 | 1.380293 |
| 0.692511 | 1.380251 |
| 0.694662 | 1.38021 |
| 0.69682 | 1.380169 |
| 0.698984 | 1.380129 |
| 0.701155 | 1.380089 |
| 0.703333 | 1.380049 |
| 0.705518 | 1.380009 |
| 0.707709 | 1.379969 |
| 0.709907 | 1.37993 |
| 0.712112 | 1.379891 |
| 0.714324 | 1.379852 |
| 0.716543 | 1.379814 |
| 0.718769 | 1.379776 |
| 0.721001 | 1.379738 |
| 0.723241 | 1.3797 |
| 0.725487 | 1.379663 |
| 0.727741 | 1.379626 |
| 0.730001 | 1.379589 |
| 0.732269 | 1.379552 |
| 0.734543 | 1.379516 |
| 0.736825 | 1.37948 |
| 0.739113 | 1.379444 |
| 0.741409 | 1.379408 |
| 0.743712 | 1.379373 |
| 0.746022 | 1.379338 |
| 0.748339 | 1.379303 |
| 0.750664 | 1.379268 |
| 0.752995 | 1.379233 |
| 0.755334 | 1.379199 |
| 0.75768 | 1.379165 |
| 0.760034 | 1.379131 |
| 0.762394 | 1.379098 |
| 0.764762 | 1.379064 |
| 0.767138 | 1.379031 |
| 0.769521 | 1.378998 |
| 0.771911 | 1.378965 |
| 0.774308 | 1.378932 |
| 0.776713 | 1.3789 |
| 0.779126 | 1.378868 |
| 0.781546 | 1.378836 |
| 0.783974 | 1.378804 |
| 0.786409 | 1.378772 |
| 0.788851 | 1.378741 |
| 0.791302 | 1.37871 |
| 0.793759 | 1.378679 |
| 0.796225 | 1.378648 |
| 0.798698 | 1.378617 |
| 0.801179 | 1.378587 |
| 0.803667 | 1.378556 |
| 0.806164 | 1.378526 |
| 0.808668 | 1.378496 |
| 0.811179 | 1.378467 |
| 0.813699 | 1.378437 |
| 0.816226 | 1.378407 |
| 0.818762 | 1.378378 |
| 0.821305 | 1.378349 |
| 0.823856 | 1.37832 |
| 0.826415 | 1.378291 |
| 0.828982 | 1.378263 |
| 0.831557 | 1.378234 |
| 0.83414 | 1.378206 |
| 0.83673 | 1.378178 |
| 0.839329 | 1.37815 |
| 0.841936 | 1.378122 |
| 0.844552 | 1.378094 |
| 0.847175 | 1.378067 |
| 0.849806 | 1.378039 |
| 0.852446 | 1.378012 |
| 0.855094 | 1.377985 |
| 0.85775 | 1.377958 |
| 0.860414 | 1.377931 |
| 0.863086 | 1.377904 |
| 0.865767 | 1.377878 |
| 0.868456 | 1.377851 |
| 0.871154 | 1.377825 |
| 0.87386 | 1.377799 |
| 0.876574 | 1.377773 |
| 0.879297 | 1.377747 |
| 0.882028 | 1.377721 |
| 0.884768 | 1.377696 |
| 0.887516 | 1.37767 |
| 0.890272 | 1.377645 |
| 0.893038 | 1.377619 |
| 0.895811 | 1.377594 |
| 0.898594 | 1.377569 |
| 0.901385 | 1.377544 |
| 0.904185 | 1.377519 |
| 0.906993 | 1.377495 |
| 0.909811 | 1.37747 |
| 0.912636 | 1.377446 |
| 0.915471 | 1.377421 |
| 0.918315 | 1.377397 |
| 0.921167 | 1.377373 |
| 0.924028 | 1.377349 |
| 0.926898 | 1.377325 |
| 0.929777 | 1.377301 |
| 0.932665 | 1.377277 |
| 0.935562 | 1.377253 |
| 0.938468 | 1.37723 |
| 0.941383 | 1.377206 |
| 0.944307 | 1.377183 |
| 0.94724 | 1.377159 |
| 0.950183 | 1.377136 |
| 0.953134 | 1.377113 |
| 0.956094 | 1.37709 |
| 0.959064 | 1.377067 |
| 0.962043 | 1.377044 |
| 0.965031 | 1.377021 |
| 0.968029 | 1.376999 |
| 0.971036 | 1.376976 |
| 0.974052 | 1.376953 |
| 0.977077 | 1.376931 |
| 0.980112 | 1.376909 |
| 0.983156 | 1.376886 |
| 0.98621 | 1.376864 |
| 0.989273 | 1.376842 |
| 0.992346 | 1.37682 |
| 0.995428 | 1.376798 |
| 0.99852 | 1.376776 |
| 1.00162 | 1.376754 |
| 1.00473 | 1.376732 |
| 1.00785 | 1.37671 |
| 1.01098 | 1.376688 |
| 1.01412 | 1.376667 |
| 1.01727 | 1.376645 |
| 1.02043 | 1.376624 |
| 1.0236 | 1.376602 |
| 1.02678 | 1.376581 |
| 1.02997 | 1.376559 |
| 1.03317 | 1.376538 |
| 1.03638 | 1.376517 |
| 1.0396 | 1.376496 |
| 1.04283 | 1.376474 |
| 1.04607 | 1.376453 |
| 1.04932 | 1.376432 |
| 1.05258 | 1.376411 |
| 1.05585 | 1.37639 |
| 1.05913 | 1.376369 |
| 1.06242 | 1.376349 |
| 1.06572 | 1.376328 |
| 1.06903 | 1.376307 |
| 1.07235 | 1.376286 |
| 1.07568 | 1.376266 |
| 1.07902 | 1.376245 |
| 1.08237 | 1.376224 |
| 1.08573 | 1.376204 |
| 1.0891 | 1.376183 |
| 1.09249 | 1.376163 |
| 1.09588 | 1.376142 |
| 1.09928 | 1.376122 |
| 1.1027 | 1.376101 |
| 1.10612 | 1.376081 |
| 1.10956 | 1.37606 |
| 1.11301 | 1.37604 |
| 1.11646 | 1.37602 |
| 1.11993 | 1.376 |
| 1.12341 | 1.375979 |
| 1.1269 | 1.375959 |
| 1.1304 | 1.375939 |
| 1.13391 | 1.375919 |
| 1.13743 | 1.375898 |
| 1.14096 | 1.375878 |
| 1.14451 | 1.375858 |
| 1.14806 | 1.375838 |
| 1.15163 | 1.375818 |
| 1.15521 | 1.375798 |
| 1.15879 | 1.375778 |
| 1.16239 | 1.375758 |
| 1.166 | 1.375738 |
| 1.16963 | 1.375718 |
| 1.17326 | 1.375698 |
| 1.1769 | 1.375678 |
| 1.18056 | 1.375658 |
| 1.18423 | 1.375638 |
| 1.1879 | 1.375618 |
| 1.19159 | 1.375598 |
| 1.1953 | 1.375578 |
| 1.19901 | 1.375558 |
| 1.20273 | 1.375538 |
| 1.20647 | 1.375518 |
| 1.21022 | 1.375498 |
| 1.21397 | 1.375478 |
| 1.21774 | 1.375458 |
| 1.22153 | 1.375438 |
| 1.22532 | 1.375418 |
| 1.22913 | 1.375398 |
| 1.23295 | 1.375378 |
| 1.23677 | 1.375358 |
| 1.24062 | 1.375338 |
| 1.24447 | 1.375318 |
| 1.24834 | 1.375298 |
| 1.25221 | 1.375277 |
| 1.2561 | 1.375257 |
| 1.26 | 1.375237 |
| 1.26392 | 1.375217 |
| 1.26784 | 1.375197 |
| 1.27178 | 1.375177 |
| 1.27573 | 1.375157 |
| 1.27969 | 1.375137 |
| 1.28367 | 1.375116 |
| 1.28766 | 1.375096 |
| 1.29166 | 1.375076 |
| 1.29567 | 1.375056 |
| 1.29969 | 1.375036 |
| 1.30373 | 1.375015 |
| 1.30778 | 1.374995 |
| 1.31184 | 1.374975 |
| 1.31592 | 1.374954 |
| 1.32 | 1.374934 |
| 1.3241 | 1.374913 |
| 1.32822 | 1.374893 |
| 1.33234 | 1.374873 |
| 1.33648 | 1.374852 |
| 1.34063 | 1.374832 |
| 1.34479 | 1.374811 |
| 1.34897 | 1.37479 |
| 1.35316 | 1.37477 |
| 1.35736 | 1.374749 |
| 1.36158 | 1.374728 |
| 1.36581 | 1.374708 |
| 1.37005 | 1.374687 |
| 1.37431 | 1.374666 |
| 1.37858 | 1.374645 |
| 1.38286 | 1.374624 |
| 1.38715 | 1.374603 |
| 1.39146 | 1.374582 |
| 1.39578 | 1.374561 |
| 1.40012 | 1.37454 |
| 1.40447 | 1.374519 |
| 1.40883 | 1.374498 |
| 1.41321 | 1.374477 |
| 1.4176 | 1.374455 |
| 1.422 | 1.374434 |
| 1.42642 | 1.374413 |
| 1.43085 | 1.374391 |
| 1.43529 | 1.37437 |
| 1.43975 | 1.374348 |
| 1.44422 | 1.374327 |
| 1.44871 | 1.374305 |
| 1.45321 | 1.374283 |
| 1.45772 | 1.374261 |
| 1.46225 | 1.37424 |
| 1.46679 | 1.374218 |
| 1.47135 | 1.374196 |
| 1.47592 | 1.374174 |
| 1.4805 | 1.374152 |
| 1.4851 | 1.37413 |
| 1.48971 | 1.374107 |
| 1.49434 | 1.374085 |
| 1.49898 | 1.374063 |
| 1.50364 | 1.37404 |
| 1.50831 | 1.374018 |
| 1.51299 | 1.373996 |
| 1.51769 | 1.373973 |
| 1.52241 | 1.37395 |
| 1.52714 | 1.373928 |
| 1.53188 | 1.373905 |
| 1.53664 | 1.373882 |
| 1.54141 | 1.373859 |
| 1.5462 | 1.373836 |
| 1.551 | 1.373813 |
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
- —
1-Propanol (n-Propanol); 300 K (27 °C).