Optical constants
Refractive index of C6H14 (Hexane)
Kozma et al. 2005: n-Hexane; n 0.230–0.641 µm
- Data
- formula 5
- Range
- 0.23–0.6407 µm
- Temperature
- 295 K
- Licence
- CC0-1.0
Plot
Click the plot to set the calculator wavelength.
At one wavelength
- Refractive index n
- 1.3758
- Extinction coefficient k
- 0
- Permittivity ε1
- 1.89283
- Permittivity ε2
- 0
- Absorption coefficient α
- 0 cm⁻¹
- Penetration depth δ = λ/(2πk)
- — nm
- Abbe number Vd
- —
- Chromatic dispersion dn/dλ
- -0.0361713 µm⁻¹
- Group index ng
- 1.39705
- Group velocity dispersion
- 68.7087 fs²/mm
- Dispersion parameter D
- -374.843 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
# C6H14 (Hexane): Kozma et al. 2005: n-Hexane; n 0.230–0.641 µm
c6h14 = ls.fetch_refractiveindex("organic", "hexane", "Kozma", ref="c5c2f188e848453def5970e347399d653df2ffc2")
print(c6h14.range_nm) # (230, 640.7) nm
eps = c6h14.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_18c7301df56d/lightsmith"
c6h14 = ls.Tabulated.model_validate(json.load(urllib.request.urlopen(url)))
print(c6h14.source) # citation and provenance travel with the data
Any dataset here, as the library's Tabulated material (hexane/kozma-2005).
# ... load c6h14 as above, then:
sim = ls.Simulation(
particles=[ls.Particle(shape=ls.Sphere(radius_nm=50), material=c6h14)],
medium_index=1.0,
wavelengths=ls.WavelengthRange(start_nm=400, stop_nm=640, 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 0.23 to 0.6407 µm.
Coefficients as stored
| Ci | Value |
|---|---|
| C1 | 1.3654 |
| C2 | 0.0035317 |
| C3 | -2.0 |
| C4 | 1.36906e-05 |
| C5 | -4.0 |
| C6 | 2.3154e-06 |
| C7 | -6.0 |
Comments and conditions
Conditions
- temperature
- 295 K
References
- doi:10.1364/josab.22.001479 Direct measurement of the group-velocity mismatch and derivation of the refractive-index dispersion for a variety of solvents in the ultraviolet, Journal of the Optical Society of America B (2005)
Cite
Ida Z. Kozma, Patrizia Krok and Eberhard Riedle. Direct measurement of the group-velocity mismatch and derivation of the refractive-index dispersion for a variety of solvents in the ultraviolet. Journal of the Optical Society of America B, 22, 1479 (2005), doi:10.1364/josab.22.001479; 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 |
|---|---|
| 0.23 | 1.452695 |
| 0.230591 | 1.452064 |
| 0.231184 | 1.451439 |
| 0.231779 | 1.450819 |
| 0.232374 | 1.450206 |
| 0.232972 | 1.449598 |
| 0.233571 | 1.448996 |
| 0.234171 | 1.448399 |
| 0.234773 | 1.447808 |
| 0.235377 | 1.447223 |
| 0.235982 | 1.446642 |
| 0.236589 | 1.446067 |
| 0.237197 | 1.445498 |
| 0.237807 | 1.444933 |
| 0.238418 | 1.444374 |
| 0.239031 | 1.44382 |
| 0.239646 | 1.44327 |
| 0.240262 | 1.442726 |
| 0.240879 | 1.442187 |
| 0.241499 | 1.441652 |
| 0.24212 | 1.441123 |
| 0.242742 | 1.440598 |
| 0.243366 | 1.440077 |
| 0.243992 | 1.439562 |
| 0.244619 | 1.43905 |
| 0.245248 | 1.438544 |
| 0.245879 | 1.438042 |
| 0.246511 | 1.437544 |
| 0.247144 | 1.437051 |
| 0.24778 | 1.436562 |
| 0.248417 | 1.436077 |
| 0.249055 | 1.435597 |
| 0.249696 | 1.43512 |
| 0.250338 | 1.434648 |
| 0.250981 | 1.43418 |
| 0.251627 | 1.433716 |
| 0.252273 | 1.433256 |
| 0.252922 | 1.4328 |
| 0.253572 | 1.432348 |
| 0.254224 | 1.431899 |
| 0.254878 | 1.431455 |
| 0.255533 | 1.431014 |
| 0.25619 | 1.430577 |
| 0.256849 | 1.430144 |
| 0.257509 | 1.429714 |
| 0.258171 | 1.429288 |
| 0.258835 | 1.428866 |
| 0.2595 | 1.428447 |
| 0.260167 | 1.428031 |
| 0.260836 | 1.42762 |
| 0.261507 | 1.427211 |
| 0.262179 | 1.426806 |
| 0.262853 | 1.426404 |
| 0.263529 | 1.426006 |
| 0.264207 | 1.425611 |
| 0.264886 | 1.425219 |
| 0.265567 | 1.42483 |
| 0.26625 | 1.424444 |
| 0.266934 | 1.424062 |
| 0.26762 | 1.423683 |
| 0.268308 | 1.423306 |
| 0.268998 | 1.422933 |
| 0.26969 | 1.422563 |
| 0.270383 | 1.422196 |
| 0.271078 | 1.421832 |
| 0.271775 | 1.421471 |
| 0.272474 | 1.421112 |
| 0.273174 | 1.420757 |
| 0.273877 | 1.420404 |
| 0.274581 | 1.420054 |
| 0.275287 | 1.419707 |
| 0.275994 | 1.419362 |
| 0.276704 | 1.419021 |
| 0.277415 | 1.418682 |
| 0.278129 | 1.418345 |
| 0.278844 | 1.418012 |
| 0.279561 | 1.417681 |
| 0.280279 | 1.417352 |
| 0.281 | 1.417026 |
| 0.281722 | 1.416703 |
| 0.282447 | 1.416382 |
| 0.283173 | 1.416063 |
| 0.283901 | 1.415747 |
| 0.284631 | 1.415434 |
| 0.285362 | 1.415123 |
| 0.286096 | 1.414814 |
| 0.286832 | 1.414507 |
| 0.287569 | 1.414203 |
| 0.288308 | 1.413901 |
| 0.289049 | 1.413602 |
| 0.289793 | 1.413305 |
| 0.290538 | 1.41301 |
| 0.291285 | 1.412717 |
| 0.292033 | 1.412426 |
| 0.292784 | 1.412138 |
| 0.293537 | 1.411852 |
| 0.294292 | 1.411568 |
| 0.295048 | 1.411286 |
| 0.295807 | 1.411006 |
| 0.296567 | 1.410728 |
| 0.29733 | 1.410452 |
| 0.298094 | 1.410178 |
| 0.298861 | 1.409907 |
| 0.299629 | 1.409637 |
| 0.300399 | 1.409369 |
| 0.301171 | 1.409103 |
| 0.301946 | 1.408839 |
| 0.302722 | 1.408577 |
| 0.3035 | 1.408317 |
| 0.304281 | 1.408059 |
| 0.305063 | 1.407803 |
| 0.305847 | 1.407548 |
| 0.306633 | 1.407296 |
| 0.307422 | 1.407045 |
| 0.308212 | 1.406796 |
| 0.309005 | 1.406549 |
| 0.309799 | 1.406303 |
| 0.310595 | 1.40606 |
| 0.311394 | 1.405818 |
| 0.312195 | 1.405577 |
| 0.312997 | 1.405339 |
| 0.313802 | 1.405102 |
| 0.314609 | 1.404867 |
| 0.315417 | 1.404633 |
| 0.316228 | 1.404401 |
| 0.317041 | 1.404171 |
| 0.317856 | 1.403942 |
| 0.318674 | 1.403715 |
| 0.319493 | 1.40349 |
| 0.320314 | 1.403266 |
| 0.321138 | 1.403043 |
| 0.321963 | 1.402823 |
| 0.322791 | 1.402603 |
| 0.323621 | 1.402386 |
| 0.324453 | 1.402169 |
| 0.325287 | 1.401954 |
| 0.326124 | 1.401741 |
| 0.326962 | 1.401529 |
| 0.327803 | 1.401319 |
| 0.328645 | 1.40111 |
| 0.32949 | 1.400902 |
| 0.330337 | 1.400696 |
| 0.331187 | 1.400491 |
| 0.332038 | 1.400288 |
| 0.332892 | 1.400086 |
| 0.333748 | 1.399885 |
| 0.334606 | 1.399686 |
| 0.335466 | 1.399488 |
| 0.336328 | 1.399291 |
| 0.337193 | 1.399096 |
| 0.33806 | 1.398902 |
| 0.338929 | 1.398709 |
| 0.3398 | 1.398518 |
| 0.340674 | 1.398328 |
| 0.34155 | 1.398139 |
| 0.342428 | 1.397951 |
| 0.343308 | 1.397765 |
| 0.344191 | 1.39758 |
| 0.345076 | 1.397396 |
| 0.345963 | 1.397213 |
| 0.346852 | 1.397031 |
| 0.347744 | 1.396851 |
| 0.348638 | 1.396672 |
| 0.349534 | 1.396494 |
| 0.350433 | 1.396317 |
| 0.351334 | 1.396141 |
| 0.352237 | 1.395967 |
| 0.353143 | 1.395793 |
| 0.354051 | 1.395621 |
| 0.354961 | 1.39545 |
| 0.355874 | 1.39528 |
| 0.356788 | 1.395111 |
| 0.357706 | 1.394943 |
| 0.358625 | 1.394776 |
| 0.359547 | 1.39461 |
| 0.360472 | 1.394446 |
| 0.361398 | 1.394282 |
| 0.362328 | 1.394119 |
| 0.363259 | 1.393958 |
| 0.364193 | 1.393797 |
| 0.365129 | 1.393638 |
| 0.366068 | 1.393479 |
| 0.367009 | 1.393322 |
| 0.367953 | 1.393165 |
| 0.368899 | 1.39301 |
| 0.369847 | 1.392855 |
| 0.370798 | 1.392702 |
| 0.371751 | 1.392549 |
| 0.372707 | 1.392398 |
| 0.373665 | 1.392247 |
| 0.374626 | 1.392097 |
| 0.375589 | 1.391948 |
| 0.376555 | 1.391801 |
| 0.377523 | 1.391654 |
| 0.378493 | 1.391508 |
| 0.379466 | 1.391362 |
| 0.380442 | 1.391218 |
| 0.38142 | 1.391075 |
| 0.382401 | 1.390932 |
| 0.383384 | 1.390791 |
| 0.384369 | 1.39065 |
| 0.385358 | 1.39051 |
| 0.386348 | 1.390371 |
| 0.387342 | 1.390233 |
| 0.388337 | 1.390096 |
| 0.389336 | 1.389959 |
| 0.390337 | 1.389824 |
| 0.39134 | 1.389689 |
| 0.392346 | 1.389555 |
| 0.393355 | 1.389422 |
| 0.394366 | 1.38929 |
| 0.39538 | 1.389158 |
| 0.396397 | 1.389028 |
| 0.397416 | 1.388898 |
| 0.398438 | 1.388769 |
| 0.399462 | 1.38864 |
| 0.400489 | 1.388513 |
| 0.401519 | 1.388386 |
| 0.402551 | 1.38826 |
| 0.403586 | 1.388134 |
| 0.404623 | 1.38801 |
| 0.405664 | 1.387886 |
| 0.406707 | 1.387763 |
| 0.407752 | 1.387641 |
| 0.4088 | 1.387519 |
| 0.409851 | 1.387398 |
| 0.410905 | 1.387278 |
| 0.411962 | 1.387159 |
| 0.413021 | 1.38704 |
| 0.414083 | 1.386922 |
| 0.415147 | 1.386805 |
| 0.416214 | 1.386688 |
| 0.417284 | 1.386573 |
| 0.418357 | 1.386457 |
| 0.419433 | 1.386343 |
| 0.420511 | 1.386229 |
| 0.421592 | 1.386116 |
| 0.422676 | 1.386003 |
| 0.423763 | 1.385891 |
| 0.424852 | 1.38578 |
| 0.425945 | 1.38567 |
| 0.42704 | 1.38556 |
| 0.428137 | 1.385451 |
| 0.429238 | 1.385342 |
| 0.430342 | 1.385234 |
| 0.431448 | 1.385127 |
| 0.432557 | 1.38502 |
| 0.433669 | 1.384914 |
| 0.434784 | 1.384808 |
| 0.435902 | 1.384704 |
| 0.437023 | 1.384599 |
| 0.438146 | 1.384496 |
| 0.439273 | 1.384393 |
| 0.440402 | 1.38429 |
| 0.441534 | 1.384188 |
| 0.44267 | 1.384087 |
| 0.443808 | 1.383986 |
| 0.444949 | 1.383886 |
| 0.446092 | 1.383787 |
| 0.447239 | 1.383688 |
| 0.448389 | 1.38359 |
| 0.449542 | 1.383492 |
| 0.450698 | 1.383395 |
| 0.451856 | 1.383298 |
| 0.453018 | 1.383202 |
| 0.454183 | 1.383106 |
| 0.45535 | 1.383011 |
| 0.456521 | 1.382917 |
| 0.457695 | 1.382823 |
| 0.458871 | 1.382729 |
| 0.460051 | 1.382637 |
| 0.461234 | 1.382544 |
| 0.46242 | 1.382452 |
| 0.463609 | 1.382361 |
| 0.464801 | 1.38227 |
| 0.465995 | 1.38218 |
| 0.467194 | 1.38209 |
| 0.468395 | 1.382001 |
| 0.469599 | 1.381913 |
| 0.470806 | 1.381824 |
| 0.472017 | 1.381737 |
| 0.47323 | 1.381649 |
| 0.474447 | 1.381563 |
| 0.475666 | 1.381476 |
| 0.476889 | 1.381391 |
| 0.478115 | 1.381305 |
| 0.479345 | 1.381221 |
| 0.480577 | 1.381136 |
| 0.481813 | 1.381053 |
| 0.483051 | 1.380969 |
| 0.484293 | 1.380886 |
| 0.485538 | 1.380804 |
| 0.486786 | 1.380722 |
| 0.488038 | 1.38064 |
| 0.489293 | 1.380559 |
| 0.490551 | 1.380479 |
| 0.491812 | 1.380399 |
| 0.493076 | 1.380319 |
| 0.494344 | 1.38024 |
| 0.495615 | 1.380161 |
| 0.496889 | 1.380083 |
| 0.498166 | 1.380005 |
| 0.499447 | 1.379927 |
| 0.500731 | 1.37985 |
| 0.502019 | 1.379774 |
| 0.503309 | 1.379697 |
| 0.504603 | 1.379622 |
| 0.5059 | 1.379546 |
| 0.507201 | 1.379471 |
| 0.508505 | 1.379397 |
| 0.509812 | 1.379323 |
| 0.511123 | 1.379249 |
| 0.512437 | 1.379176 |
| 0.513755 | 1.379103 |
| 0.515075 | 1.37903 |
| 0.5164 | 1.378958 |
| 0.517727 | 1.378887 |
| 0.519058 | 1.378815 |
| 0.520393 | 1.378745 |
| 0.521731 | 1.378674 |
| 0.523072 | 1.378604 |
| 0.524417 | 1.378534 |
| 0.525765 | 1.378465 |
| 0.527117 | 1.378396 |
| 0.528472 | 1.378327 |
| 0.529831 | 1.378259 |
| 0.531193 | 1.378191 |
| 0.532558 | 1.378124 |
| 0.533927 | 1.378057 |
| 0.5353 | 1.37799 |
| 0.536676 | 1.377924 |
| 0.538056 | 1.377858 |
| 0.539439 | 1.377792 |
| 0.540826 | 1.377727 |
| 0.542217 | 1.377662 |
| 0.543611 | 1.377598 |
| 0.545008 | 1.377533 |
| 0.546409 | 1.37747 |
| 0.547814 | 1.377406 |
| 0.549223 | 1.377343 |
| 0.550635 | 1.37728 |
| 0.55205 | 1.377218 |
| 0.55347 | 1.377156 |
| 0.554892 | 1.377094 |
| 0.556319 | 1.377032 |
| 0.557749 | 1.376971 |
| 0.559183 | 1.37691 |
| 0.560621 | 1.37685 |
| 0.562062 | 1.37679 |
| 0.563507 | 1.37673 |
| 0.564956 | 1.376671 |
| 0.566408 | 1.376612 |
| 0.567865 | 1.376553 |
| 0.569325 | 1.376494 |
| 0.570788 | 1.376436 |
| 0.572256 | 1.376378 |
| 0.573727 | 1.376321 |
| 0.575202 | 1.376263 |
| 0.576681 | 1.376206 |
| 0.578163 | 1.37615 |
| 0.57965 | 1.376094 |
| 0.58114 | 1.376038 |
| 0.582634 | 1.375982 |
| 0.584132 | 1.375926 |
| 0.585634 | 1.375871 |
| 0.587139 | 1.375816 |
| 0.588649 | 1.375762 |
| 0.590162 | 1.375708 |
| 0.591679 | 1.375654 |
| 0.593201 | 1.3756 |
| 0.594726 | 1.375547 |
| 0.596255 | 1.375494 |
| 0.597788 | 1.375441 |
| 0.599324 | 1.375388 |
| 0.600865 | 1.375336 |
| 0.60241 | 1.375284 |
| 0.603959 | 1.375233 |
| 0.605512 | 1.375181 |
| 0.607068 | 1.37513 |
| 0.608629 | 1.375079 |
| 0.610194 | 1.375029 |
| 0.611762 | 1.374979 |
| 0.613335 | 1.374929 |
| 0.614912 | 1.374879 |
| 0.616493 | 1.374829 |
| 0.618078 | 1.37478 |
| 0.619667 | 1.374731 |
| 0.62126 | 1.374683 |
| 0.622857 | 1.374634 |
| 0.624459 | 1.374586 |
| 0.626064 | 1.374538 |
| 0.627674 | 1.37449 |
| 0.629287 | 1.374443 |
| 0.630905 | 1.374396 |
| 0.632527 | 1.374349 |
| 0.634153 | 1.374302 |
| 0.635784 | 1.374256 |
| 0.637418 | 1.37421 |
| 0.639057 | 1.374164 |
| 0.6407 | 1.374118 |
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
- —
n-Hexane; 22 °C