Optical constants
Refractive index of 2D HOIP (Hybrid organic-inorganic perovskite)
Song et al. 2021: DJ2; n,k 0.371–1.69 µm
- Data
- tabulated nk
- Range
- 0.3709–1.687 µm
- Points
- 594
- Licence
- CC0-1.0
Plot
Click the plot to set the calculator wavelength.
At one wavelength
- Refractive index n
- 2.67362
- Extinction coefficient k
- 0.0555153
- Permittivity ε1
- 7.14519
- Permittivity ε2
- 0.296854
- Absorption coefficient α
- 11872.5 cm⁻¹
- Penetration depth δ = λ/(2πk)
- 1684.57 nm
- Abbe number Vd
- —
- Chromatic dispersion dn/dλ
- -21.2131 µm⁻¹
- Group index ng
- 15.1384
- Group velocity dispersion
- — fs²/mm
- Dispersion parameter D
- — 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
# 2D HOIP (Hybrid organic-inorganic perovskite): Song et al. 2021: DJ2; n,k 0.371–1.69 µm
mat = ls.fetch_refractiveindex("other", "2D_HOIP", "Song-DJ2", ref="c5c2f188e848453def5970e347399d653df2ffc2")
print(mat.range_nm) # (370.914, 1687.02) nm
eps = mat.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_525b9bf76357/lightsmith"
mat = ls.Tabulated.model_validate(json.load(urllib.request.urlopen(url)))
print(mat.source) # citation and provenance travel with the data
Any dataset here, as the library's Tabulated material (2d-hoip/song-2021-dj2).
# ... load mat as above, then:
sim = ls.Simulation(
particles=[ls.Particle(shape=ls.Sphere(radius_nm=50), material=mat)],
medium_index=1.0,
wavelengths=ls.WavelengthRange(start_nm=400, 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.
Comments and conditions
Conditions
- substrate
- glass
References
- doi:10.1021/acsmaterialslett.0c00505 Determination of Dielectric Functions and Exciton Oscillator Strength of Two-Dimensional Hybrid Perovskites, ACS Materials Letters (2020)
Cite
Baokun Song et al.. Determination of Dielectric Functions and Exciton Oscillator Strength of Two-Dimensional Hybrid Perovskites. ACS Materials Letters, 3, 148-159 (2020), doi:10.1021/acsmaterialslett.0c00505; Data from the refractiveindex.info database (M. N. Polyanskiy, Sci. Data 11, 94 (2024), doi:10.1038/s41597-023-02898-2)
Data
594 rows as published| λ (µm) | n | k |
|---|---|---|
| 0.370914 | 2.17303 | 0.86629 |
| 0.372495 | 2.18315 | 0.85996 |
| 0.374077 | 2.19312 | 0.85338 |
| 0.375658 | 2.2029 | 0.84656 |
| 0.37724 | 2.21251 | 0.8395 |
| 0.378823 | 2.22192 | 0.8322 |
| 0.380405 | 2.23112 | 0.82466 |
| 0.381988 | 2.2401 | 0.8169 |
| 0.383571 | 2.24886 | 0.80891 |
| 0.385153 | 2.25737 | 0.8007 |
| 0.386736 | 2.26562 | 0.79227 |
| 0.388319 | 2.27361 | 0.78365 |
| 0.389902 | 2.28132 | 0.77482 |
| 0.391485 | 2.28873 | 0.76581 |
| 0.393069 | 2.29585 | 0.75662 |
| 0.394653 | 2.30264 | 0.74726 |
| 0.396237 | 2.30911 | 0.73775 |
| 0.39782 | 2.31525 | 0.7281 |
| 0.399404 | 2.32103 | 0.71832 |
| 0.400989 | 2.32646 | 0.70842 |
| 0.402574 | 2.33152 | 0.69843 |
| 0.404157 | 2.3362 | 0.68835 |
| 0.405742 | 2.34049 | 0.67822 |
| 0.407327 | 2.34439 | 0.66803 |
| 0.408911 | 2.34789 | 0.65782 |
| 0.410496 | 2.35099 | 0.64761 |
| 0.412082 | 2.35367 | 0.63741 |
| 0.413667 | 2.35593 | 0.62725 |
| 0.415252 | 2.35778 | 0.61715 |
| 0.416838 | 2.35921 | 0.60714 |
| 0.418423 | 2.36022 | 0.59723 |
| 0.420009 | 2.36081 | 0.58747 |
| 0.421595 | 2.36098 | 0.57787 |
| 0.42318 | 2.36075 | 0.56846 |
| 0.424766 | 2.36011 | 0.55927 |
| 0.426353 | 2.35908 | 0.55033 |
| 0.427939 | 2.35766 | 0.54167 |
| 0.429525 | 2.35588 | 0.53331 |
| 0.431111 | 2.35374 | 0.52529 |
| 0.432699 | 2.35127 | 0.51764 |
| 0.434284 | 2.34849 | 0.51039 |
| 0.435872 | 2.34543 | 0.50356 |
| 0.437459 | 2.34211 | 0.49719 |
| 0.439045 | 2.33857 | 0.49131 |
| 0.440632 | 2.33484 | 0.48595 |
| 0.44222 | 2.33098 | 0.48112 |
| 0.443807 | 2.32701 | 0.47686 |
| 0.445395 | 2.32301 | 0.47318 |
| 0.446983 | 2.31903 | 0.4701 |
| 0.44857 | 2.31513 | 0.46763 |
| 0.450158 | 2.31139 | 0.46578 |
| 0.451745 | 2.30787 | 0.46454 |
| 0.453334 | 2.30465 | 0.4639 |
| 0.454923 | 2.30183 | 0.46383 |
| 0.456511 | 2.29949 | 0.46429 |
| 0.458098 | 2.29772 | 0.46524 |
| 0.459688 | 2.29659 | 0.46659 |
| 0.461276 | 2.29619 | 0.46826 |
| 0.462864 | 2.29659 | 0.47013 |
| 0.464452 | 2.29784 | 0.47208 |
| 0.466041 | 2.29996 | 0.47396 |
| 0.46763 | 2.30296 | 0.47561 |
| 0.469219 | 2.30682 | 0.47685 |
| 0.470809 | 2.31146 | 0.47753 |
| 0.472398 | 2.31678 | 0.47747 |
| 0.473987 | 2.32263 | 0.47655 |
| 0.475576 | 2.32883 | 0.47465 |
| 0.477165 | 2.33519 | 0.4717 |
| 0.478755 | 2.34148 | 0.46769 |
| 0.480345 | 2.34748 | 0.46265 |
| 0.481934 | 2.35299 | 0.45667 |
| 0.483524 | 2.35783 | 0.44987 |
| 0.485113 | 2.36187 | 0.44243 |
| 0.486703 | 2.36504 | 0.43454 |
| 0.488294 | 2.36735 | 0.42641 |
| 0.489884 | 2.36891 | 0.41808 |
| 0.491474 | 2.36958 | 0.40956 |
| 0.493063 | 2.36929 | 0.40107 |
| 0.494655 | 2.36808 | 0.39278 |
| 0.496244 | 2.36602 | 0.38483 |
| 0.497837 | 2.3632 | 0.37735 |
| 0.499427 | 2.35972 | 0.37041 |
| 0.501017 | 2.35568 | 0.36409 |
| 0.502607 | 2.35118 | 0.35841 |
| 0.504198 | 2.34632 | 0.35342 |
| 0.50579 | 2.34119 | 0.34911 |
| 0.507379 | 2.33586 | 0.34548 |
| 0.508971 | 2.3304 | 0.34252 |
| 0.510561 | 2.32489 | 0.34022 |
| 0.512154 | 2.31935 | 0.33857 |
| 0.513743 | 2.31386 | 0.33754 |
| 0.515336 | 2.30843 | 0.33712 |
| 0.516926 | 2.30312 | 0.33728 |
| 0.518517 | 2.29795 | 0.33802 |
| 0.520109 | 2.29294 | 0.33931 |
| 0.5217 | 2.28811 | 0.34116 |
| 0.523292 | 2.2835 | 0.34354 |
| 0.524883 | 2.27912 | 0.34647 |
| 0.526474 | 2.275 | 0.34993 |
| 0.528066 | 2.27114 | 0.35393 |
| 0.529659 | 2.26759 | 0.35847 |
| 0.53125 | 2.26435 | 0.36358 |
| 0.532844 | 2.26147 | 0.36927 |
| 0.534435 | 2.25898 | 0.37555 |
| 0.536027 | 2.25691 | 0.38245 |
| 0.53762 | 2.25532 | 0.39001 |
| 0.539212 | 2.25426 | 0.39826 |
| 0.540804 | 2.25381 | 0.40723 |
| 0.542396 | 2.25404 | 0.41698 |
| 0.543988 | 2.25507 | 0.42754 |
| 0.54558 | 2.25703 | 0.43897 |
| 0.547172 | 2.26006 | 0.45132 |
| 0.548765 | 2.26437 | 0.46462 |
| 0.550356 | 2.27018 | 0.47892 |
| 0.551949 | 2.2778 | 0.49424 |
| 0.553543 | 2.28757 | 0.51054 |
| 0.555134 | 2.29993 | 0.52777 |
| 0.556727 | 2.31539 | 0.54576 |
| 0.558319 | 2.33456 | 0.56422 |
| 0.559912 | 2.35815 | 0.5827 |
| 0.561505 | 2.3869 | 0.60044 |
| 0.563099 | 2.42157 | 0.61633 |
| 0.564691 | 2.46278 | 0.62879 |
| 0.566283 | 2.51077 | 0.63565 |
| 0.567875 | 2.56505 | 0.63424 |
| 0.569469 | 2.62398 | 0.62153 |
| 0.571061 | 2.68434 | 0.59479 |
| 0.572654 | 2.74128 | 0.55249 |
| 0.574248 | 2.78897 | 0.49543 |
| 0.57584 | 2.82209 | 0.4273 |
| 0.577433 | 2.83752 | 0.35408 |
| 0.579027 | 2.83533 | 0.2824 |
| 0.580619 | 2.81838 | 0.21766 |
| 0.582214 | 2.79104 | 0.16303 |
| 0.583807 | 2.75771 | 0.11941 |
| 0.5854 | 2.72201 | 0.0862 |
| 0.586994 | 2.68648 | 0.06196 |
| 0.588585 | 2.65273 | 0.04504 |
| 0.590179 | 2.62163 | 0.03385 |
| 0.59177 | 2.5936 | 0.02704 |
| 0.593365 | 2.56877 | 0.02353 |
| 0.594959 | 2.54725 | 0.02245 |
| 0.596551 | 2.52933 | 0.02251 |
| 0.598146 | 2.51384 | 0.02256 |
| 0.599737 | 2.50007 | 0.0226 |
| 0.601331 | 2.48764 | 0.02264 |
| 0.602925 | 2.47629 | 0.02267 |
| 0.604518 | 2.46587 | 0.0227 |
| 0.606111 | 2.45622 | 0.02273 |
| 0.607706 | 2.44725 | 0.02275 |
| 0.609298 | 2.43885 | 0.02276 |
| 0.610892 | 2.43097 | 0.02277 |
| 0.612485 | 2.42355 | 0.02278 |
| 0.614078 | 2.41654 | 0.02278 |
| 0.615673 | 2.40989 | 0.02278 |
| 0.617267 | 2.40358 | 0.02278 |
| 0.61886 | 2.39757 | 0.02277 |
| 0.620451 | 2.39183 | 0.02276 |
| 0.622045 | 2.38635 | 0.02275 |
| 0.623638 | 2.3811 | 0.02274 |
| 0.625232 | 2.37607 | 0.02272 |
| 0.626825 | 2.37123 | 0.02271 |
| 0.62842 | 2.36658 | 0.02269 |
| 0.630014 | 2.3621 | 0.02267 |
| 0.631606 | 2.35779 | 0.02265 |
| 0.633199 | 2.35362 | 0.02263 |
| 0.634794 | 2.34959 | 0.02261 |
| 0.636388 | 2.3457 | 0.02259 |
| 0.637979 | 2.34193 | 0.02256 |
| 0.639572 | 2.33828 | 0.02254 |
| 0.641166 | 2.33474 | 0.02251 |
| 0.642758 | 2.3313 | 0.02249 |
| 0.644355 | 2.32796 | 0.02246 |
| 0.645946 | 2.32472 | 0.02243 |
| 0.647539 | 2.32157 | 0.0224 |
| 0.649132 | 2.3185 | 0.02237 |
| 0.650726 | 2.31551 | 0.02235 |
| 0.652318 | 2.3126 | 0.02232 |
| 0.653915 | 2.30976 | 0.02228 |
| 0.655505 | 2.307 | 0.02225 |
| 0.6571 | 2.3043 | 0.02222 |
| 0.658692 | 2.30167 | 0.02219 |
| 0.660288 | 2.29909 | 0.02216 |
| 0.661877 | 2.29658 | 0.02213 |
| 0.663471 | 2.29412 | 0.02209 |
| 0.665066 | 2.29172 | 0.02206 |
| 0.666657 | 2.28937 | 0.02203 |
| 0.668252 | 2.28707 | 0.02199 |
| 0.669844 | 2.28482 | 0.02196 |
| 0.671437 | 2.28262 | 0.02193 |
| 0.67303 | 2.28046 | 0.02189 |
| 0.674623 | 2.27834 | 0.02186 |
| 0.676216 | 2.27627 | 0.02182 |
| 0.677809 | 2.27424 | 0.02179 |
| 0.679403 | 2.27224 | 0.02175 |
| 0.680996 | 2.27028 | 0.02172 |
| 0.68259 | 2.26837 | 0.02168 |
| 0.684179 | 2.26648 | 0.02165 |
| 0.685772 | 2.26463 | 0.02161 |
| 0.687365 | 2.26281 | 0.02157 |
| 0.688958 | 2.26103 | 0.02154 |
| 0.69055 | 2.25928 | 0.0215 |
| 0.692143 | 2.25755 | 0.02147 |
| 0.693734 | 2.25586 | 0.02143 |
| 0.695329 | 2.25419 | 0.0214 |
| 0.69692 | 2.25256 | 0.02136 |
| 0.698514 | 2.25095 | 0.02132 |
| 0.700108 | 2.24936 | 0.02129 |
| 0.701697 | 2.2478 | 0.02125 |
| 0.703289 | 2.24627 | 0.02121 |
| 0.704884 | 2.24476 | 0.02118 |
| 0.706475 | 2.24327 | 0.02114 |
| 0.708068 | 2.2418 | 0.0211 |
| 0.709657 | 2.24036 | 0.02107 |
| 0.711253 | 2.23894 | 0.02103 |
| 0.712844 | 2.23754 | 0.021 |
| 0.714433 | 2.23616 | 0.02096 |
| 0.716026 | 2.2348 | 0.02092 |
| 0.717617 | 2.23346 | 0.02089 |
| 0.719212 | 2.23214 | 0.02085 |
| 0.720801 | 2.23084 | 0.02081 |
| 0.722392 | 2.22956 | 0.02078 |
| 0.723987 | 2.22829 | 0.02074 |
| 0.725576 | 2.22704 | 0.02071 |
| 0.727167 | 2.22581 | 0.02067 |
| 0.728762 | 2.2246 | 0.02063 |
| 0.73035 | 2.2234 | 0.0206 |
| 0.731941 | 2.22221 | 0.02056 |
| 0.733534 | 2.22105 | 0.02052 |
| 0.735126 | 2.21989 | 0.02049 |
| 0.736716 | 2.21875 | 0.02045 |
| 0.738304 | 2.21763 | 0.02042 |
| 0.739899 | 2.21652 | 0.02038 |
| 0.741488 | 2.21543 | 0.02034 |
| 0.743079 | 2.21434 | 0.02031 |
| 0.744668 | 2.21328 | 0.02027 |
| 0.746259 | 2.21222 | 0.02024 |
| 0.747852 | 2.21118 | 0.0202 |
| 0.749444 | 2.21015 | 0.02017 |
| 0.751032 | 2.20913 | 0.02013 |
| 0.752624 | 2.20812 | 0.02009 |
| 0.754212 | 2.20713 | 0.02006 |
| 0.755803 | 2.20614 | 0.02002 |
| 0.757391 | 2.20517 | 0.01999 |
| 0.758982 | 2.20421 | 0.01995 |
| 0.760574 | 2.20326 | 0.01992 |
| 0.762164 | 2.20232 | 0.01988 |
| 0.76375 | 2.20139 | 0.01985 |
| 0.765344 | 2.20048 | 0.01981 |
| 0.76693 | 2.19957 | 0.01978 |
| 0.768522 | 2.19867 | 0.01974 |
| 0.770112 | 2.19778 | 0.01971 |
| 0.771699 | 2.1969 | 0.01968 |
| 0.773292 | 2.19603 | 0.01964 |
| 0.774882 | 2.19517 | 0.01961 |
| 0.776469 | 2.19432 | 0.01957 |
| 0.778057 | 2.19347 | 0.01954 |
| 0.779647 | 2.19264 | 0.0195 |
| 0.781234 | 2.19181 | 0.01947 |
| 0.782822 | 2.191 | 0.01944 |
| 0.784412 | 2.19019 | 0.0194 |
| 0.786004 | 2.18939 | 0.01937 |
| 0.787591 | 2.18859 | 0.01933 |
| 0.789175 | 2.18781 | 0.0193 |
| 0.790766 | 2.18703 | 0.01927 |
| 0.792353 | 2.18626 | 0.01923 |
| 0.793941 | 2.1855 | 0.0192 |
| 0.79553 | 2.18474 | 0.01917 |
| 0.797121 | 2.184 | 0.01913 |
| 0.798708 | 2.18325 | 0.0191 |
| 0.800296 | 2.18252 | 0.01907 |
| 0.801879 | 2.1818 | 0.01903 |
| 0.80347 | 2.18107 | 0.019 |
| 0.805056 | 2.18036 | 0.01897 |
| 0.806643 | 2.17965 | 0.01893 |
| 0.808231 | 2.17895 | 0.0189 |
| 0.80982 | 2.17826 | 0.01887 |
| 0.811404 | 2.17757 | 0.01884 |
| 0.81299 | 2.17689 | 0.0188 |
| 0.814576 | 2.17622 | 0.01877 |
| 0.816163 | 2.17555 | 0.01874 |
| 0.817751 | 2.17488 | 0.01871 |
| 0.819335 | 2.17422 | 0.01868 |
| 0.820924 | 2.17357 | 0.01864 |
| 0.822509 | 2.17293 | 0.01861 |
| 0.824095 | 2.17229 | 0.01858 |
| 0.825681 | 2.17165 | 0.01855 |
| 0.827267 | 2.17102 | 0.01852 |
| 0.828854 | 2.17039 | 0.01849 |
| 0.830437 | 2.16978 | 0.01845 |
| 0.832025 | 2.16916 | 0.01842 |
| 0.833608 | 2.16855 | 0.01839 |
| 0.835192 | 2.16795 | 0.01836 |
| 0.836781 | 2.16735 | 0.01833 |
| 0.838366 | 2.16675 | 0.0183 |
| 0.83995 | 2.16616 | 0.01827 |
| 0.841535 | 2.16558 | 0.01824 |
| 0.84312 | 2.165 | 0.0182 |
| 0.8447 | 2.16442 | 0.01818 |
| 0.846285 | 2.16385 | 0.01814 |
| 0.847871 | 2.16329 | 0.01811 |
| 0.849457 | 2.16272 | 0.01808 |
| 0.851037 | 2.16216 | 0.01805 |
| 0.852623 | 2.16161 | 0.01802 |
| 0.854203 | 2.16106 | 0.01799 |
| 0.855789 | 2.16052 | 0.01796 |
| 0.857375 | 2.15998 | 0.01793 |
| 0.858955 | 2.15944 | 0.0179 |
| 0.860541 | 2.1589 | 0.01787 |
| 0.862121 | 2.15838 | 0.01784 |
| 0.863706 | 2.15785 | 0.01781 |
| 0.865286 | 2.15733 | 0.01778 |
| 0.866871 | 2.15681 | 0.01776 |
| 0.86845 | 2.1563 | 0.01773 |
| 0.870034 | 2.15579 | 0.0177 |
| 0.871618 | 2.15528 | 0.01767 |
| 0.873196 | 2.15478 | 0.01764 |
| 0.874779 | 2.15428 | 0.01761 |
| 0.876362 | 2.15379 | 0.01758 |
| 0.877944 | 2.15329 | 0.01755 |
| 0.879526 | 2.1528 | 0.01752 |
| 0.881101 | 2.15232 | 0.0175 |
| 0.882689 | 2.15184 | 0.01747 |
| 0.884269 | 2.15136 | 0.01744 |
| 0.885848 | 2.15089 | 0.01741 |
| 0.887427 | 2.15041 | 0.01738 |
| 0.889005 | 2.14994 | 0.01735 |
| 0.890589 | 2.14948 | 0.01733 |
| 0.892172 | 2.14902 | 0.0173 |
| 0.893747 | 2.14856 | 0.01727 |
| 0.895329 | 2.1481 | 0.01724 |
| 0.896909 | 2.14765 | 0.01721 |
| 0.898488 | 2.1472 | 0.01719 |
| 0.900067 | 2.14675 | 0.01716 |
| 0.901644 | 2.1463 | 0.01713 |
| 0.903227 | 2.14586 | 0.0171 |
| 0.904803 | 2.14542 | 0.01708 |
| 0.906383 | 2.14499 | 0.01705 |
| 0.907957 | 2.14456 | 0.01702 |
| 0.909535 | 2.14412 | 0.01699 |
| 0.911113 | 2.1437 | 0.01697 |
| 0.912695 | 2.14327 | 0.01694 |
| 0.91427 | 2.14285 | 0.01691 |
| 0.915851 | 2.14243 | 0.01689 |
| 0.91743 | 2.14201 | 0.01686 |
| 0.919001 | 2.1416 | 0.01683 |
| 0.920584 | 2.14119 | 0.01681 |
| 0.922158 | 2.14078 | 0.01678 |
| 0.923732 | 2.14037 | 0.01675 |
| 0.92531 | 2.13996 | 0.01673 |
| 0.926888 | 2.13956 | 0.0167 |
| 0.928463 | 2.13916 | 0.01667 |
| 0.930037 | 2.13876 | 0.01665 |
| 0.931617 | 2.13837 | 0.01662 |
| 0.933187 | 2.13798 | 0.0166 |
| 0.934763 | 2.13759 | 0.01657 |
| 0.936338 | 2.1372 | 0.01655 |
| 0.937917 | 2.13681 | 0.01652 |
| 0.939488 | 2.13643 | 0.01649 |
| 0.941064 | 2.13605 | 0.01647 |
| 0.942638 | 2.13566 | 0.01644 |
| 0.944217 | 2.13529 | 0.01642 |
| 0.945787 | 2.13491 | 0.01639 |
| 0.947363 | 2.13454 | 0.01637 |
| 0.948936 | 2.13417 | 0.01634 |
| 0.950507 | 2.1338 | 0.01632 |
| 0.952084 | 2.13343 | 0.01629 |
| 0.953659 | 2.13307 | 0.01627 |
| 0.955231 | 2.1327 | 0.01624 |
| 0.956801 | 2.13234 | 0.01622 |
| 0.958376 | 2.13198 | 0.01619 |
| 0.959949 | 2.13163 | 0.01617 |
| 0.96152 | 2.13127 | 0.01614 |
| 0.963089 | 2.13092 | 0.01612 |
| 0.964662 | 2.13057 | 0.0161 |
| 0.966234 | 2.13022 | 0.01607 |
| 0.967802 | 2.12987 | 0.01605 |
| 0.969376 | 2.12952 | 0.01602 |
| 0.970948 | 2.12918 | 0.016 |
| 0.972517 | 2.12884 | 0.01598 |
| 0.974091 | 2.1285 | 0.01595 |
| 0.975662 | 2.12816 | 0.01593 |
| 0.977231 | 2.12782 | 0.0159 |
| 0.978797 | 2.12748 | 0.01588 |
| 0.980368 | 2.12715 | 0.01586 |
| 0.981936 | 2.12682 | 0.01583 |
| 0.98351 | 2.12649 | 0.01581 |
| 0.985073 | 2.12616 | 0.01579 |
| 0.986648 | 2.12583 | 0.01576 |
| 0.988213 | 2.1255 | 0.01574 |
| 0.989783 | 2.12518 | 0.01572 |
| 0.99135 | 2.12486 | 0.01569 |
| 0.992914 | 2.12454 | 0.01567 |
| 0.994483 | 2.12422 | 0.01565 |
| 0.996049 | 2.1239 | 0.01562 |
| 0.99762 | 2.12358 | 0.0156 |
| 0.999188 | 2.12327 | 0.01558 |
| 1.013 | 2.12055 | 0.01538 |
| 1.01641 | 2.1199 | 0.01533 |
| 1.01981 | 2.11925 | 0.01528 |
| 1.02322 | 2.11861 | 0.01524 |
| 1.02662 | 2.11797 | 0.01519 |
| 1.03003 | 2.11734 | 0.01514 |
| 1.03343 | 2.11672 | 0.01509 |
| 1.03684 | 2.1161 | 0.01505 |
| 1.04025 | 2.11549 | 0.015 |
| 1.04366 | 2.11488 | 0.01496 |
| 1.04707 | 2.11428 | 0.01491 |
| 1.05047 | 2.11368 | 0.01487 |
| 1.05388 | 2.11308 | 0.01482 |
| 1.05729 | 2.1125 | 0.01478 |
| 1.0607 | 2.11191 | 0.01473 |
| 1.06411 | 2.11133 | 0.01469 |
| 1.06752 | 2.11076 | 0.01464 |
| 1.07093 | 2.11019 | 0.0146 |
| 1.07434 | 2.10962 | 0.01456 |
| 1.07775 | 2.10906 | 0.01451 |
| 1.08116 | 2.1085 | 0.01447 |
| 1.08457 | 2.10795 | 0.01443 |
| 1.08799 | 2.1074 | 0.01438 |
| 1.0914 | 2.10686 | 0.01434 |
| 1.09481 | 2.10631 | 0.0143 |
| 1.09823 | 2.10578 | 0.01426 |
| 1.10164 | 2.10525 | 0.01422 |
| 1.10506 | 2.10472 | 0.01417 |
| 1.10847 | 2.10419 | 0.01413 |
| 1.11189 | 2.10367 | 0.01409 |
| 1.1153 | 2.10315 | 0.01405 |
| 1.11872 | 2.10263 | 0.01401 |
| 1.12213 | 2.10212 | 0.01397 |
| 1.12554 | 2.10161 | 0.01393 |
| 1.12897 | 2.1011 | 0.01389 |
| 1.13238 | 2.1006 | 0.01385 |
| 1.13579 | 2.1001 | 0.01381 |
| 1.13922 | 2.0996 | 0.01377 |
| 1.14263 | 2.09911 | 0.01373 |
| 1.14605 | 2.09862 | 0.0137 |
| 1.14947 | 2.09813 | 0.01366 |
| 1.15289 | 2.09765 | 0.01362 |
| 1.15631 | 2.09717 | 0.01358 |
| 1.15973 | 2.09669 | 0.01354 |
| 1.16314 | 2.09621 | 0.01351 |
| 1.16657 | 2.09574 | 0.01347 |
| 1.16998 | 2.09527 | 0.01343 |
| 1.1734 | 2.0948 | 0.01339 |
| 1.17682 | 2.09433 | 0.01336 |
| 1.18025 | 2.09387 | 0.01332 |
| 1.18368 | 2.09341 | 0.01329 |
| 1.18709 | 2.09295 | 0.01325 |
| 1.19052 | 2.09249 | 0.01321 |
| 1.19394 | 2.09204 | 0.01318 |
| 1.19736 | 2.09158 | 0.01314 |
| 1.20079 | 2.09114 | 0.01311 |
| 1.20421 | 2.09069 | 0.01307 |
| 1.20763 | 2.09024 | 0.01304 |
| 1.21106 | 2.0898 | 0.013 |
| 1.21448 | 2.08936 | 0.01297 |
| 1.21791 | 2.08892 | 0.01293 |
| 1.22134 | 2.08848 | 0.0129 |
| 1.22477 | 2.08804 | 0.01286 |
| 1.22819 | 2.08761 | 0.01283 |
| 1.23161 | 2.08718 | 0.0128 |
| 1.23504 | 2.08675 | 0.01276 |
| 1.23847 | 2.08632 | 0.01273 |
| 1.2419 | 2.08589 | 0.0127 |
| 1.24532 | 2.08547 | 0.01266 |
| 1.24876 | 2.08505 | 0.01263 |
| 1.25219 | 2.08463 | 0.0126 |
| 1.25561 | 2.08421 | 0.01257 |
| 1.25904 | 2.08379 | 0.01253 |
| 1.26248 | 2.08337 | 0.0125 |
| 1.26591 | 2.08296 | 0.01247 |
| 1.26933 | 2.08254 | 0.01244 |
| 1.27277 | 2.08213 | 0.01241 |
| 1.2762 | 2.08172 | 0.01237 |
| 1.27963 | 2.08131 | 0.01234 |
| 1.28306 | 2.08091 | 0.01231 |
| 1.28649 | 2.0805 | 0.01228 |
| 1.28993 | 2.0801 | 0.01225 |
| 1.29336 | 2.07969 | 0.01222 |
| 1.2968 | 2.07929 | 0.01219 |
| 1.30022 | 2.07889 | 0.01216 |
| 1.30366 | 2.07849 | 0.01213 |
| 1.30709 | 2.07809 | 0.0121 |
| 1.31053 | 2.0777 | 0.01207 |
| 1.31396 | 2.0773 | 0.01204 |
| 1.3174 | 2.07691 | 0.01201 |
| 1.32084 | 2.07651 | 0.01198 |
| 1.32428 | 2.07612 | 0.01195 |
| 1.32771 | 2.07573 | 0.01192 |
| 1.33115 | 2.07534 | 0.01189 |
| 1.33458 | 2.07495 | 0.01186 |
| 1.33803 | 2.07456 | 0.01183 |
| 1.34146 | 2.07418 | 0.01181 |
| 1.34489 | 2.07379 | 0.01178 |
| 1.34834 | 2.07341 | 0.01175 |
| 1.35178 | 2.07302 | 0.01172 |
| 1.35521 | 2.07264 | 0.01169 |
| 1.35866 | 2.07226 | 0.01167 |
| 1.36209 | 2.07188 | 0.01164 |
| 1.36554 | 2.0715 | 0.01161 |
| 1.36898 | 2.07112 | 0.01158 |
| 1.37242 | 2.07074 | 0.01155 |
| 1.37586 | 2.07036 | 0.01153 |
| 1.3793 | 2.06999 | 0.0115 |
| 1.38275 | 2.06961 | 0.01147 |
| 1.38618 | 2.06924 | 0.01145 |
| 1.38963 | 2.06886 | 0.01142 |
| 1.39307 | 2.06849 | 0.01139 |
| 1.39652 | 2.06812 | 0.01137 |
| 1.39995 | 2.06774 | 0.01134 |
| 1.40341 | 2.06737 | 0.01131 |
| 1.40685 | 2.067 | 0.01129 |
| 1.41029 | 2.06663 | 0.01126 |
| 1.41375 | 2.06627 | 0.01124 |
| 1.41719 | 2.0659 | 0.01121 |
| 1.42063 | 2.06553 | 0.01119 |
| 1.42407 | 2.06516 | 0.01116 |
| 1.42752 | 2.0648 | 0.01113 |
| 1.43098 | 2.06443 | 0.01111 |
| 1.43442 | 2.06406 | 0.01108 |
| 1.43786 | 2.0637 | 0.01106 |
| 1.44131 | 2.06334 | 0.01103 |
| 1.44477 | 2.06297 | 0.01101 |
| 1.44821 | 2.06261 | 0.01099 |
| 1.45165 | 2.06225 | 0.01096 |
| 1.45511 | 2.06189 | 0.01094 |
| 1.45855 | 2.06152 | 0.01091 |
| 1.46201 | 2.06116 | 0.01089 |
| 1.46546 | 2.0608 | 0.01086 |
| 1.4689 | 2.06044 | 0.01084 |
| 1.47236 | 2.06008 | 0.01082 |
| 1.47581 | 2.05972 | 0.01079 |
| 1.47926 | 2.05937 | 0.01077 |
| 1.48271 | 2.05901 | 0.01074 |
| 1.48618 | 2.05865 | 0.01072 |
| 1.48962 | 2.05829 | 0.0107 |
| 1.49308 | 2.05794 | 0.01068 |
| 1.49653 | 2.05758 | 0.01065 |
| 1.49998 | 2.05722 | 0.01063 |
| 1.50344 | 2.05687 | 0.01061 |
| 1.50689 | 2.05651 | 0.01058 |
| 1.51034 | 2.05616 | 0.01056 |
| 1.51381 | 2.0558 | 0.01054 |
| 1.51726 | 2.05545 | 0.01052 |
| 1.52072 | 2.05509 | 0.01049 |
| 1.52418 | 2.05474 | 0.01047 |
| 1.52763 | 2.05439 | 0.01045 |
| 1.53108 | 2.05403 | 0.01043 |
| 1.53455 | 2.05368 | 0.0104 |
| 1.538 | 2.05333 | 0.01038 |
| 1.54146 | 2.05298 | 0.01036 |
| 1.54492 | 2.05262 | 0.01034 |
| 1.54839 | 2.05227 | 0.01032 |
| 1.55184 | 2.05192 | 0.0103 |
| 1.5553 | 2.05157 | 0.01027 |
| 1.55877 | 2.05122 | 0.01025 |
| 1.56222 | 2.05086 | 0.01023 |
| 1.56567 | 2.05051 | 0.01021 |
| 1.56914 | 2.05016 | 0.01019 |
| 1.57261 | 2.04981 | 0.01017 |
| 1.57606 | 2.04946 | 0.01015 |
| 1.57952 | 2.04911 | 0.01013 |
| 1.58299 | 2.04876 | 0.01011 |
| 1.58645 | 2.04841 | 0.01009 |
| 1.58991 | 2.04806 | 0.01007 |
| 1.59338 | 2.04771 | 0.01005 |
| 1.59685 | 2.04736 | 0.01002 |
| 1.60031 | 2.04701 | 0.01001 |
| 1.60377 | 2.04667 | 0.00999 |
| 1.60724 | 2.04632 | 0.00996 |
| 1.61071 | 2.04597 | 0.00995 |
| 1.61417 | 2.04562 | 0.00992 |
| 1.61762 | 2.04527 | 0.00991 |
| 1.62109 | 2.04492 | 0.00988 |
| 1.62457 | 2.04457 | 0.00987 |
| 1.62803 | 2.04422 | 0.00985 |
| 1.6315 | 2.04387 | 0.00983 |
| 1.63496 | 2.04353 | 0.00981 |
| 1.63844 | 2.04318 | 0.00979 |
| 1.64189 | 2.04283 | 0.00977 |
| 1.64538 | 2.04248 | 0.00975 |
| 1.64884 | 2.04213 | 0.00973 |
| 1.65231 | 2.04178 | 0.00971 |
| 1.65577 | 2.04143 | 0.00969 |
| 1.65925 | 2.04109 | 0.00967 |
| 1.66272 | 2.04074 | 0.00966 |
| 1.66619 | 2.04039 | 0.00964 |
| 1.66966 | 2.04004 | 0.00962 |
| 1.67313 | 2.03969 | 0.0096 |
| 1.67659 | 2.03935 | 0.00958 |
| 1.68007 | 2.039 | 0.00956 |
| 1.68354 | 2.03865 | 0.00954 |
| 1.68702 | 2.0383 | 0.00953 |
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
- —
Two-dimensional (2D) hybrid organic−inorganic perovskite (HOIP) semiconductor. Dion−Jacobson (DJ) phase.
A'(MA)m-1PbmI3m+1,
where A' = 4−(aminomethyl)piperidinium (4AMP), MA = CH3NH3, and m determines the thickness of the lead−iodide perovskite layer.
m = 2