Optical constants
Refractive index of C4H8O2 (Ethyl acetate, EtOAc, EA)
Kozma et al. 2005: n 0.248–0.641 µm
- Data
- formula 5
- Range
- 0.2484–0.6407 µm
- Temperature
- 295 K
- Licence
- CC0-1.0
Plot
Click the plot to set the calculator wavelength.
At one wavelength
- Refractive index n
- 1.37585
- Extinction coefficient k
- 0
- Permittivity ε1
- 1.89297
- Permittivity ε2
- 0
- Absorption coefficient α
- 0 cm⁻¹
- Penetration depth δ = λ/(2πk)
- — nm
- Abbe number Vd
- —
- Chromatic dispersion dn/dλ
- -0.0329537 µm⁻¹
- Group index ng
- 1.39522
- Group velocity dispersion
- 61.26 fs²/mm
- Dispersion parameter D
- -334.206 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
# C4H8O2 (Ethyl acetate, EtOAc, EA): Kozma et al. 2005: n 0.248–0.641 µm
c4h8o2 = ls.fetch_refractiveindex("organic", "ethyl_acetate", "Kozma", ref="c5c2f188e848453def5970e347399d653df2ffc2")
print(c4h8o2.range_nm) # (248.4, 640.7) nm
eps = c4h8o2.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_8e3c46b36053/lightsmith"
c4h8o2 = ls.Tabulated.model_validate(json.load(urllib.request.urlopen(url)))
print(c4h8o2.source) # citation and provenance travel with the data
Any dataset here, as the library's Tabulated material (ethyl-acetate/kozma-2005).
# ... load c4h8o2 as above, then:
sim = ls.Simulation(
particles=[ls.Particle(shape=ls.Sphere(radius_nm=50), material=c4h8o2)],
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 0.2484 to 0.6407 µm.
Coefficients as stored
| Ci | Value |
|---|---|
| C1 | 1.3662 |
| C2 | 0.0033477 |
| C3 | -2.0 |
| C4 | -1.3323046e-05 |
| C5 | -4.0 |
| C6 | 2.87492e-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 |
|---|---|
| 0.2484 | 1.429194 |
| 0.248991 | 1.428797 |
| 0.249583 | 1.428403 |
| 0.250176 | 1.428013 |
| 0.250771 | 1.427626 |
| 0.251367 | 1.427242 |
| 0.251965 | 1.426861 |
| 0.252564 | 1.426483 |
| 0.253164 | 1.426109 |
| 0.253766 | 1.425738 |
| 0.254369 | 1.425369 |
| 0.254974 | 1.425004 |
| 0.25558 | 1.424642 |
| 0.256188 | 1.424283 |
| 0.256797 | 1.423926 |
| 0.257408 | 1.423573 |
| 0.25802 | 1.423223 |
| 0.258633 | 1.422875 |
| 0.259248 | 1.42253 |
| 0.259865 | 1.422188 |
| 0.260482 | 1.421849 |
| 0.261102 | 1.421512 |
| 0.261722 | 1.421178 |
| 0.262345 | 1.420847 |
| 0.262968 | 1.420518 |
| 0.263594 | 1.420192 |
| 0.26422 | 1.419869 |
| 0.264849 | 1.419548 |
| 0.265478 | 1.419229 |
| 0.266109 | 1.418913 |
| 0.266742 | 1.4186 |
| 0.267376 | 1.418289 |
| 0.268012 | 1.41798 |
| 0.268649 | 1.417674 |
| 0.269288 | 1.417371 |
| 0.269928 | 1.417069 |
| 0.27057 | 1.41677 |
| 0.271213 | 1.416473 |
| 0.271858 | 1.416179 |
| 0.272505 | 1.415886 |
| 0.273152 | 1.415596 |
| 0.273802 | 1.415308 |
| 0.274453 | 1.415023 |
| 0.275105 | 1.414739 |
| 0.275759 | 1.414458 |
| 0.276415 | 1.414178 |
| 0.277072 | 1.413901 |
| 0.277731 | 1.413626 |
| 0.278391 | 1.413353 |
| 0.279053 | 1.413082 |
| 0.279717 | 1.412813 |
| 0.280382 | 1.412546 |
| 0.281048 | 1.412281 |
| 0.281717 | 1.412017 |
| 0.282386 | 1.411756 |
| 0.283058 | 1.411497 |
| 0.283731 | 1.411239 |
| 0.284405 | 1.410984 |
| 0.285082 | 1.41073 |
| 0.285759 | 1.410478 |
| 0.286439 | 1.410228 |
| 0.28712 | 1.40998 |
| 0.287802 | 1.409733 |
| 0.288487 | 1.409489 |
| 0.289173 | 1.409246 |
| 0.28986 | 1.409005 |
| 0.290549 | 1.408765 |
| 0.29124 | 1.408527 |
| 0.291933 | 1.408291 |
| 0.292627 | 1.408057 |
| 0.293322 | 1.407824 |
| 0.29402 | 1.407592 |
| 0.294719 | 1.407363 |
| 0.295419 | 1.407135 |
| 0.296122 | 1.406909 |
| 0.296826 | 1.406684 |
| 0.297532 | 1.40646 |
| 0.298239 | 1.406239 |
| 0.298948 | 1.406018 |
| 0.299659 | 1.4058 |
| 0.300371 | 1.405583 |
| 0.301085 | 1.405367 |
| 0.301801 | 1.405153 |
| 0.302519 | 1.40494 |
| 0.303238 | 1.404728 |
| 0.303959 | 1.404519 |
| 0.304682 | 1.40431 |
| 0.305406 | 1.404103 |
| 0.306132 | 1.403897 |
| 0.30686 | 1.403693 |
| 0.30759 | 1.40349 |
| 0.308321 | 1.403288 |
| 0.309054 | 1.403088 |
| 0.309789 | 1.402889 |
| 0.310525 | 1.402691 |
| 0.311264 | 1.402495 |
| 0.312004 | 1.4023 |
| 0.312746 | 1.402106 |
| 0.313489 | 1.401914 |
| 0.314235 | 1.401723 |
| 0.314982 | 1.401533 |
| 0.315731 | 1.401344 |
| 0.316481 | 1.401157 |
| 0.317234 | 1.40097 |
| 0.317988 | 1.400785 |
| 0.318744 | 1.400601 |
| 0.319502 | 1.400419 |
| 0.320261 | 1.400237 |
| 0.321023 | 1.400057 |
| 0.321786 | 1.399877 |
| 0.322551 | 1.399699 |
| 0.323318 | 1.399522 |
| 0.324087 | 1.399347 |
| 0.324857 | 1.399172 |
| 0.32563 | 1.398998 |
| 0.326404 | 1.398826 |
| 0.32718 | 1.398654 |
| 0.327958 | 1.398484 |
| 0.328738 | 1.398315 |
| 0.329519 | 1.398146 |
| 0.330303 | 1.397979 |
| 0.331088 | 1.397813 |
| 0.331875 | 1.397648 |
| 0.332664 | 1.397484 |
| 0.333455 | 1.397321 |
| 0.334248 | 1.397159 |
| 0.335043 | 1.396998 |
| 0.335839 | 1.396838 |
| 0.336638 | 1.396679 |
| 0.337438 | 1.396521 |
| 0.33824 | 1.396363 |
| 0.339044 | 1.396207 |
| 0.339851 | 1.396052 |
| 0.340659 | 1.395898 |
| 0.341468 | 1.395744 |
| 0.34228 | 1.395592 |
| 0.343094 | 1.39544 |
| 0.34391 | 1.39529 |
| 0.344728 | 1.39514 |
| 0.345547 | 1.394991 |
| 0.346369 | 1.394843 |
| 0.347192 | 1.394696 |
| 0.348018 | 1.39455 |
| 0.348845 | 1.394405 |
| 0.349675 | 1.394261 |
| 0.350506 | 1.394117 |
| 0.351339 | 1.393974 |
| 0.352175 | 1.393832 |
| 0.353012 | 1.393691 |
| 0.353851 | 1.393551 |
| 0.354693 | 1.393412 |
| 0.355536 | 1.393273 |
| 0.356381 | 1.393136 |
| 0.357228 | 1.392999 |
| 0.358078 | 1.392863 |
| 0.358929 | 1.392727 |
| 0.359782 | 1.392593 |
| 0.360638 | 1.392459 |
| 0.361495 | 1.392326 |
| 0.362355 | 1.392194 |
| 0.363216 | 1.392062 |
| 0.36408 | 1.391931 |
| 0.364946 | 1.391801 |
| 0.365813 | 1.391672 |
| 0.366683 | 1.391544 |
| 0.367555 | 1.391416 |
| 0.368429 | 1.391289 |
| 0.369305 | 1.391163 |
| 0.370183 | 1.391037 |
| 0.371063 | 1.390912 |
| 0.371945 | 1.390788 |
| 0.372829 | 1.390665 |
| 0.373716 | 1.390542 |
| 0.374604 | 1.39042 |
| 0.375495 | 1.390299 |
| 0.376388 | 1.390178 |
| 0.377283 | 1.390058 |
| 0.37818 | 1.389939 |
| 0.379079 | 1.38982 |
| 0.37998 | 1.389702 |
| 0.380883 | 1.389585 |
| 0.381789 | 1.389468 |
| 0.382697 | 1.389352 |
| 0.383607 | 1.389237 |
| 0.384519 | 1.389122 |
| 0.385433 | 1.389008 |
| 0.386349 | 1.388894 |
| 0.387268 | 1.388781 |
| 0.388189 | 1.388669 |
| 0.389112 | 1.388558 |
| 0.390037 | 1.388447 |
| 0.390964 | 1.388336 |
| 0.391894 | 1.388226 |
| 0.392825 | 1.388117 |
| 0.393759 | 1.388009 |
| 0.394695 | 1.387901 |
| 0.395634 | 1.387793 |
| 0.396575 | 1.387687 |
| 0.397517 | 1.38758 |
| 0.398463 | 1.387475 |
| 0.39941 | 1.38737 |
| 0.40036 | 1.387265 |
| 0.401311 | 1.387161 |
| 0.402266 | 1.387058 |
| 0.403222 | 1.386955 |
| 0.404181 | 1.386853 |
| 0.405142 | 1.386751 |
| 0.406105 | 1.38665 |
| 0.40707 | 1.386549 |
| 0.408038 | 1.386449 |
| 0.409008 | 1.38635 |
| 0.409981 | 1.386251 |
| 0.410956 | 1.386152 |
| 0.411933 | 1.386054 |
| 0.412912 | 1.385957 |
| 0.413894 | 1.38586 |
| 0.414878 | 1.385763 |
| 0.415864 | 1.385668 |
| 0.416853 | 1.385572 |
| 0.417844 | 1.385477 |
| 0.418837 | 1.385383 |
| 0.419833 | 1.385289 |
| 0.420831 | 1.385196 |
| 0.421832 | 1.385103 |
| 0.422835 | 1.385011 |
| 0.42384 | 1.384919 |
| 0.424848 | 1.384827 |
| 0.425858 | 1.384736 |
| 0.426871 | 1.384646 |
| 0.427886 | 1.384556 |
| 0.428903 | 1.384466 |
| 0.429923 | 1.384377 |
| 0.430945 | 1.384289 |
| 0.431969 | 1.384201 |
| 0.432996 | 1.384113 |
| 0.434026 | 1.384026 |
| 0.435058 | 1.383939 |
| 0.436092 | 1.383853 |
| 0.437129 | 1.383767 |
| 0.438168 | 1.383682 |
| 0.43921 | 1.383597 |
| 0.440254 | 1.383512 |
| 0.441301 | 1.383428 |
| 0.44235 | 1.383344 |
| 0.443402 | 1.383261 |
| 0.444456 | 1.383178 |
| 0.445513 | 1.383096 |
| 0.446572 | 1.383014 |
| 0.447634 | 1.382933 |
| 0.448698 | 1.382852 |
| 0.449765 | 1.382771 |
| 0.450834 | 1.382691 |
| 0.451906 | 1.382611 |
| 0.452981 | 1.382531 |
| 0.454058 | 1.382452 |
| 0.455137 | 1.382374 |
| 0.456219 | 1.382295 |
| 0.457304 | 1.382218 |
| 0.458391 | 1.38214 |
| 0.459481 | 1.382063 |
| 0.460574 | 1.381987 |
| 0.461669 | 1.38191 |
| 0.462766 | 1.381835 |
| 0.463866 | 1.381759 |
| 0.464969 | 1.381684 |
| 0.466075 | 1.381609 |
| 0.467183 | 1.381535 |
| 0.468294 | 1.381461 |
| 0.469407 | 1.381387 |
| 0.470523 | 1.381314 |
| 0.471642 | 1.381241 |
| 0.472763 | 1.381169 |
| 0.473887 | 1.381097 |
| 0.475014 | 1.381025 |
| 0.476143 | 1.380954 |
| 0.477275 | 1.380883 |
| 0.47841 | 1.380812 |
| 0.479548 | 1.380742 |
| 0.480688 | 1.380672 |
| 0.481831 | 1.380602 |
| 0.482976 | 1.380533 |
| 0.484124 | 1.380464 |
| 0.485276 | 1.380396 |
| 0.486429 | 1.380327 |
| 0.487586 | 1.38026 |
| 0.488745 | 1.380192 |
| 0.489907 | 1.380125 |
| 0.491072 | 1.380058 |
| 0.492239 | 1.379992 |
| 0.49341 | 1.379925 |
| 0.494583 | 1.37986 |
| 0.495759 | 1.379794 |
| 0.496937 | 1.379729 |
| 0.498119 | 1.379664 |
| 0.499303 | 1.379599 |
| 0.50049 | 1.379535 |
| 0.50168 | 1.379471 |
| 0.502873 | 1.379408 |
| 0.504069 | 1.379344 |
| 0.505267 | 1.379281 |
| 0.506469 | 1.379219 |
| 0.507673 | 1.379156 |
| 0.50888 | 1.379094 |
| 0.51009 | 1.379033 |
| 0.511302 | 1.378971 |
| 0.512518 | 1.37891 |
| 0.513737 | 1.378849 |
| 0.514958 | 1.378789 |
| 0.516182 | 1.378729 |
| 0.51741 | 1.378669 |
| 0.51864 | 1.378609 |
| 0.519873 | 1.37855 |
| 0.521109 | 1.378491 |
| 0.522348 | 1.378432 |
| 0.52359 | 1.378374 |
| 0.524835 | 1.378315 |
| 0.526082 | 1.378258 |
| 0.527333 | 1.3782 |
| 0.528587 | 1.378143 |
| 0.529844 | 1.378086 |
| 0.531104 | 1.378029 |
| 0.532366 | 1.377972 |
| 0.533632 | 1.377916 |
| 0.534901 | 1.37786 |
| 0.536172 | 1.377805 |
| 0.537447 | 1.377749 |
| 0.538725 | 1.377694 |
| 0.540006 | 1.377639 |
| 0.54129 | 1.377585 |
| 0.542577 | 1.377531 |
| 0.543867 | 1.377477 |
| 0.54516 | 1.377423 |
| 0.546456 | 1.377369 |
| 0.547755 | 1.377316 |
| 0.549058 | 1.377263 |
| 0.550363 | 1.37721 |
| 0.551671 | 1.377158 |
| 0.552983 | 1.377106 |
| 0.554298 | 1.377054 |
| 0.555616 | 1.377002 |
| 0.556937 | 1.376951 |
| 0.558261 | 1.376899 |
| 0.559588 | 1.376849 |
| 0.560919 | 1.376798 |
| 0.562252 | 1.376747 |
| 0.563589 | 1.376697 |
| 0.564929 | 1.376647 |
| 0.566272 | 1.376598 |
| 0.567619 | 1.376548 |
| 0.568968 | 1.376499 |
| 0.570321 | 1.37645 |
| 0.571677 | 1.376401 |
| 0.573036 | 1.376353 |
| 0.574398 | 1.376304 |
| 0.575764 | 1.376256 |
| 0.577133 | 1.376208 |
| 0.578505 | 1.376161 |
| 0.579881 | 1.376113 |
| 0.581259 | 1.376066 |
| 0.582641 | 1.376019 |
| 0.584027 | 1.375973 |
| 0.585415 | 1.375926 |
| 0.586807 | 1.37588 |
| 0.588202 | 1.375834 |
| 0.589601 | 1.375788 |
| 0.591002 | 1.375743 |
| 0.592408 | 1.375697 |
| 0.593816 | 1.375652 |
| 0.595228 | 1.375607 |
| 0.596643 | 1.375563 |
| 0.598062 | 1.375518 |
| 0.599484 | 1.375474 |
| 0.600909 | 1.37543 |
| 0.602338 | 1.375386 |
| 0.60377 | 1.375342 |
| 0.605205 | 1.375299 |
| 0.606644 | 1.375256 |
| 0.608086 | 1.375213 |
| 0.609532 | 1.37517 |
| 0.610981 | 1.375128 |
| 0.612434 | 1.375085 |
| 0.61389 | 1.375043 |
| 0.61535 | 1.375001 |
| 0.616813 | 1.374959 |
| 0.618279 | 1.374918 |
| 0.619749 | 1.374876 |
| 0.621223 | 1.374835 |
| 0.6227 | 1.374794 |
| 0.62418 | 1.374753 |
| 0.625664 | 1.374713 |
| 0.627152 | 1.374673 |
| 0.628643 | 1.374632 |
| 0.630138 | 1.374592 |
| 0.631636 | 1.374553 |
| 0.633138 | 1.374513 |
| 0.634643 | 1.374474 |
| 0.636152 | 1.374434 |
| 0.637664 | 1.374395 |
| 0.63918 | 1.374356 |
| 0.6407 | 1.374318 |
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
- —
22 °C