Optical constants
Refractive index of 2D HOIP (Hybrid organic-inorganic perovskite)
Song et al. 2021: PR4; 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
- 2.56549
- Extinction coefficient k
- 0.265589
- Permittivity ε1
- 6.51118
- Permittivity ε2
- 1.36273
- Absorption coefficient α
- 56798.7 cm⁻¹
- Penetration depth δ = λ/(2πk)
- 352.121 nm
- Abbe number Vd
- —
- Chromatic dispersion dn/dλ
- -3.83407 µm⁻¹
- Group index ng
- 4.81838
- 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: PR4; n,k 0.371–1.69 µm
mat = ls.fetch_refractiveindex("other", "2D_HOIP", "Song-RP4", 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_95335759ec48/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-rp4).
# ... 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 | 2.08676 | 1.13891 |
| 0.372495 | 2.10669 | 1.13213 |
| 0.374077 | 2.12589 | 1.12437 |
| 0.375658 | 2.14426 | 1.11568 |
| 0.37724 | 2.16172 | 1.10617 |
| 0.378823 | 2.17821 | 1.09594 |
| 0.380405 | 2.19365 | 1.0851 |
| 0.381988 | 2.208 | 1.07376 |
| 0.383571 | 2.22124 | 1.06206 |
| 0.385153 | 2.23335 | 1.05011 |
| 0.386736 | 2.24434 | 1.03805 |
| 0.388319 | 2.25422 | 1.026 |
| 0.389902 | 2.26303 | 1.01409 |
| 0.391485 | 2.27084 | 1.00243 |
| 0.393069 | 2.27769 | 0.99112 |
| 0.394653 | 2.28369 | 0.98027 |
| 0.396237 | 2.28892 | 0.96995 |
| 0.39782 | 2.29347 | 0.96024 |
| 0.399404 | 2.29748 | 0.95117 |
| 0.400989 | 2.30104 | 0.9428 |
| 0.402574 | 2.30427 | 0.93513 |
| 0.404157 | 2.30729 | 0.92816 |
| 0.405742 | 2.31022 | 0.92188 |
| 0.407327 | 2.31316 | 0.91626 |
| 0.408911 | 2.3162 | 0.91124 |
| 0.410496 | 2.31944 | 0.90676 |
| 0.412082 | 2.32295 | 0.90274 |
| 0.413667 | 2.32679 | 0.89911 |
| 0.415252 | 2.33101 | 0.89576 |
| 0.416838 | 2.33562 | 0.89261 |
| 0.418423 | 2.34064 | 0.88956 |
| 0.420009 | 2.34606 | 0.88651 |
| 0.421595 | 2.35186 | 0.88338 |
| 0.42318 | 2.35799 | 0.88008 |
| 0.424766 | 2.3644 | 0.87655 |
| 0.426353 | 2.37104 | 0.87274 |
| 0.427939 | 2.37782 | 0.8686 |
| 0.429525 | 2.38467 | 0.86411 |
| 0.431111 | 2.39153 | 0.85926 |
| 0.432699 | 2.39832 | 0.85406 |
| 0.434284 | 2.40496 | 0.84851 |
| 0.435872 | 2.4114 | 0.84266 |
| 0.437459 | 2.41758 | 0.83654 |
| 0.439045 | 2.42347 | 0.83022 |
| 0.440632 | 2.42903 | 0.82373 |
| 0.44222 | 2.43424 | 0.81714 |
| 0.443807 | 2.4391 | 0.8105 |
| 0.445395 | 2.44362 | 0.80389 |
| 0.446983 | 2.4478 | 0.79734 |
| 0.44857 | 2.45167 | 0.79092 |
| 0.450158 | 2.45528 | 0.78466 |
| 0.451745 | 2.45864 | 0.77861 |
| 0.453334 | 2.46182 | 0.77278 |
| 0.454923 | 2.46486 | 0.76721 |
| 0.456511 | 2.46781 | 0.76189 |
| 0.458098 | 2.47073 | 0.75683 |
| 0.459688 | 2.47367 | 0.75202 |
| 0.461276 | 2.47668 | 0.74744 |
| 0.462864 | 2.4798 | 0.74307 |
| 0.464452 | 2.48307 | 0.73886 |
| 0.466041 | 2.48654 | 0.73478 |
| 0.46763 | 2.49022 | 0.73077 |
| 0.469219 | 2.49412 | 0.72678 |
| 0.470809 | 2.49827 | 0.72276 |
| 0.472398 | 2.50264 | 0.71863 |
| 0.473987 | 2.50722 | 0.71435 |
| 0.475576 | 2.51198 | 0.70985 |
| 0.477165 | 2.51687 | 0.70509 |
| 0.478755 | 2.52185 | 0.70004 |
| 0.480345 | 2.52685 | 0.69466 |
| 0.481934 | 2.5318 | 0.68893 |
| 0.483524 | 2.53663 | 0.68286 |
| 0.485113 | 2.54128 | 0.67646 |
| 0.486703 | 2.54567 | 0.66977 |
| 0.488294 | 2.54975 | 0.66283 |
| 0.489884 | 2.55347 | 0.65569 |
| 0.491474 | 2.5568 | 0.64842 |
| 0.493063 | 2.55972 | 0.64109 |
| 0.494655 | 2.56222 | 0.63379 |
| 0.496244 | 2.56432 | 0.62657 |
| 0.497837 | 2.56605 | 0.61951 |
| 0.499427 | 2.56745 | 0.61268 |
| 0.501017 | 2.56859 | 0.60609 |
| 0.502607 | 2.56949 | 0.59977 |
| 0.504198 | 2.57021 | 0.59376 |
| 0.50579 | 2.5708 | 0.58808 |
| 0.507379 | 2.57131 | 0.58273 |
| 0.508971 | 2.57182 | 0.57772 |
| 0.510561 | 2.57238 | 0.57303 |
| 0.512154 | 2.57304 | 0.56865 |
| 0.513743 | 2.57386 | 0.56454 |
| 0.515336 | 2.57487 | 0.56067 |
| 0.516926 | 2.57612 | 0.557 |
| 0.518517 | 2.57763 | 0.55347 |
| 0.520109 | 2.57943 | 0.55005 |
| 0.5217 | 2.58153 | 0.54666 |
| 0.523292 | 2.58394 | 0.54328 |
| 0.524883 | 2.58666 | 0.53983 |
| 0.526474 | 2.58969 | 0.53626 |
| 0.528066 | 2.593 | 0.53252 |
| 0.529659 | 2.59658 | 0.52856 |
| 0.53125 | 2.6004 | 0.52433 |
| 0.532844 | 2.60442 | 0.51979 |
| 0.534435 | 2.6086 | 0.51489 |
| 0.536027 | 2.6129 | 0.5096 |
| 0.53762 | 2.61725 | 0.5039 |
| 0.539212 | 2.62161 | 0.49776 |
| 0.540804 | 2.62592 | 0.49116 |
| 0.542396 | 2.6301 | 0.48411 |
| 0.543988 | 2.6341 | 0.4766 |
| 0.54558 | 2.63786 | 0.46864 |
| 0.547172 | 2.64132 | 0.46027 |
| 0.548765 | 2.6444 | 0.4515 |
| 0.550356 | 2.64706 | 0.44237 |
| 0.551949 | 2.64925 | 0.43292 |
| 0.553543 | 2.65092 | 0.42322 |
| 0.555134 | 2.65204 | 0.41331 |
| 0.556727 | 2.65257 | 0.40325 |
| 0.558319 | 2.65249 | 0.39312 |
| 0.559912 | 2.65179 | 0.38297 |
| 0.561505 | 2.65046 | 0.37288 |
| 0.563099 | 2.64851 | 0.36292 |
| 0.564691 | 2.64595 | 0.35315 |
| 0.566283 | 2.64279 | 0.34363 |
| 0.567875 | 2.63907 | 0.33444 |
| 0.569469 | 2.63481 | 0.32563 |
| 0.571061 | 2.63006 | 0.31725 |
| 0.572654 | 2.62486 | 0.30937 |
| 0.574248 | 2.61926 | 0.30201 |
| 0.57584 | 2.61331 | 0.29523 |
| 0.577433 | 2.60709 | 0.28907 |
| 0.579027 | 2.60066 | 0.28355 |
| 0.580619 | 2.59408 | 0.27868 |
| 0.582214 | 2.58743 | 0.27449 |
| 0.583807 | 2.58077 | 0.271 |
| 0.5854 | 2.5742 | 0.26821 |
| 0.586994 | 2.56781 | 0.26613 |
| 0.588585 | 2.56171 | 0.26471 |
| 0.590179 | 2.556 | 0.26395 |
| 0.59177 | 2.55081 | 0.26376 |
| 0.593365 | 2.54624 | 0.26404 |
| 0.594959 | 2.54241 | 0.26467 |
| 0.596551 | 2.53939 | 0.26546 |
| 0.598146 | 2.53723 | 0.26618 |
| 0.599737 | 2.53589 | 0.26656 |
| 0.601331 | 2.53523 | 0.26634 |
| 0.602925 | 2.53501 | 0.26524 |
| 0.604518 | 2.53488 | 0.26311 |
| 0.606111 | 2.5344 | 0.25991 |
| 0.607706 | 2.53312 | 0.25575 |
| 0.609298 | 2.53064 | 0.25094 |
| 0.610892 | 2.52668 | 0.2459 |
| 0.612485 | 2.52113 | 0.24115 |
| 0.614078 | 2.51402 | 0.23717 |
| 0.615673 | 2.50553 | 0.23441 |
| 0.617267 | 2.49593 | 0.23322 |
| 0.61886 | 2.48551 | 0.2339 |
| 0.620451 | 2.47458 | 0.23665 |
| 0.622045 | 2.46347 | 0.24166 |
| 0.623638 | 2.45248 | 0.24911 |
| 0.625232 | 2.44196 | 0.25919 |
| 0.626825 | 2.43229 | 0.27211 |
| 0.62842 | 2.42399 | 0.28813 |
| 0.630014 | 2.41769 | 0.30752 |
| 0.631606 | 2.41431 | 0.33052 |
| 0.633199 | 2.41506 | 0.35726 |
| 0.634794 | 2.4216 | 0.38756 |
| 0.636388 | 2.43599 | 0.4206 |
| 0.637979 | 2.46054 | 0.45462 |
| 0.639572 | 2.49742 | 0.48632 |
| 0.641166 | 2.54759 | 0.5106 |
| 0.642758 | 2.60931 | 0.52104 |
| 0.644355 | 2.67689 | 0.51178 |
| 0.645946 | 2.74117 | 0.48046 |
| 0.647539 | 2.79253 | 0.43045 |
| 0.649132 | 2.825 | 0.3698 |
| 0.650726 | 2.83809 | 0.30761 |
| 0.652318 | 2.83542 | 0.25061 |
| 0.653915 | 2.82211 | 0.20212 |
| 0.655505 | 2.80271 | 0.16273 |
| 0.6571 | 2.78053 | 0.13161 |
| 0.658692 | 2.75768 | 0.1074 |
| 0.660288 | 2.73537 | 0.08869 |
| 0.661877 | 2.71422 | 0.07427 |
| 0.663471 | 2.69451 | 0.06316 |
| 0.665066 | 2.67631 | 0.05459 |
| 0.666657 | 2.65957 | 0.04796 |
| 0.668252 | 2.64419 | 0.04283 |
| 0.669844 | 2.63008 | 0.03886 |
| 0.671437 | 2.61711 | 0.03579 |
| 0.67303 | 2.60516 | 0.03342 |
| 0.674623 | 2.59413 | 0.03161 |
| 0.676216 | 2.58393 | 0.03024 |
| 0.677809 | 2.57448 | 0.02921 |
| 0.679403 | 2.5657 | 0.02846 |
| 0.680996 | 2.55753 | 0.02793 |
| 0.68259 | 2.54992 | 0.02758 |
| 0.684179 | 2.54284 | 0.02737 |
| 0.685772 | 2.53628 | 0.02723 |
| 0.687365 | 2.53013 | 0.02708 |
| 0.688958 | 2.52433 | 0.02693 |
| 0.69055 | 2.51883 | 0.02678 |
| 0.692143 | 2.5136 | 0.02663 |
| 0.693734 | 2.5086 | 0.02648 |
| 0.695329 | 2.50382 | 0.02633 |
| 0.69692 | 2.49924 | 0.02618 |
| 0.698514 | 2.49484 | 0.02603 |
| 0.700108 | 2.49061 | 0.02588 |
| 0.701697 | 2.48652 | 0.02573 |
| 0.703289 | 2.48258 | 0.02558 |
| 0.704884 | 2.47878 | 0.02543 |
| 0.706475 | 2.47509 | 0.02529 |
| 0.708068 | 2.47152 | 0.02514 |
| 0.709657 | 2.46806 | 0.025 |
| 0.711253 | 2.46469 | 0.02485 |
| 0.712844 | 2.46143 | 0.02471 |
| 0.714433 | 2.45825 | 0.02457 |
| 0.716026 | 2.45515 | 0.02443 |
| 0.717617 | 2.45214 | 0.0243 |
| 0.719212 | 2.44921 | 0.02416 |
| 0.720801 | 2.44634 | 0.02402 |
| 0.722392 | 2.44355 | 0.02389 |
| 0.723987 | 2.44082 | 0.02375 |
| 0.725576 | 2.43815 | 0.02362 |
| 0.727167 | 2.43554 | 0.02349 |
| 0.728762 | 2.433 | 0.02336 |
| 0.73035 | 2.4305 | 0.02323 |
| 0.731941 | 2.42806 | 0.0231 |
| 0.733534 | 2.42567 | 0.02298 |
| 0.735126 | 2.42332 | 0.02285 |
| 0.736716 | 2.42103 | 0.02273 |
| 0.738304 | 2.41877 | 0.0226 |
| 0.739899 | 2.41656 | 0.02248 |
| 0.741488 | 2.4144 | 0.02236 |
| 0.743079 | 2.41227 | 0.02224 |
| 0.744668 | 2.41018 | 0.02212 |
| 0.746259 | 2.40813 | 0.02201 |
| 0.747852 | 2.40611 | 0.02189 |
| 0.749444 | 2.40414 | 0.02178 |
| 0.751032 | 2.40219 | 0.02166 |
| 0.752624 | 2.40027 | 0.02155 |
| 0.754212 | 2.39839 | 0.02144 |
| 0.755803 | 2.39654 | 0.02133 |
| 0.757391 | 2.39472 | 0.02122 |
| 0.758982 | 2.39293 | 0.02111 |
| 0.760574 | 2.39116 | 0.021 |
| 0.762164 | 2.38942 | 0.0209 |
| 0.76375 | 2.38771 | 0.02079 |
| 0.765344 | 2.38603 | 0.02069 |
| 0.76693 | 2.38437 | 0.02058 |
| 0.768522 | 2.38273 | 0.02048 |
| 0.770112 | 2.38112 | 0.02038 |
| 0.771699 | 2.37953 | 0.02028 |
| 0.773292 | 2.37797 | 0.02018 |
| 0.774882 | 2.37642 | 0.02008 |
| 0.776469 | 2.3749 | 0.01999 |
| 0.778057 | 2.3734 | 0.01989 |
| 0.779647 | 2.37192 | 0.01979 |
| 0.781234 | 2.37045 | 0.0197 |
| 0.782822 | 2.36901 | 0.01961 |
| 0.784412 | 2.36759 | 0.01951 |
| 0.786004 | 2.36618 | 0.01942 |
| 0.787591 | 2.3648 | 0.01933 |
| 0.789175 | 2.36343 | 0.01924 |
| 0.790766 | 2.36208 | 0.01915 |
| 0.792353 | 2.36074 | 0.01906 |
| 0.793941 | 2.35943 | 0.01897 |
| 0.79553 | 2.35812 | 0.01889 |
| 0.797121 | 2.35684 | 0.0188 |
| 0.798708 | 2.35557 | 0.01871 |
| 0.800296 | 2.35431 | 0.01863 |
| 0.801879 | 2.35307 | 0.01855 |
| 0.80347 | 2.35185 | 0.01846 |
| 0.805056 | 2.35064 | 0.01838 |
| 0.806643 | 2.34944 | 0.0183 |
| 0.808231 | 2.34826 | 0.01822 |
| 0.80982 | 2.34709 | 0.01814 |
| 0.811404 | 2.34593 | 0.01806 |
| 0.81299 | 2.34479 | 0.01798 |
| 0.814576 | 2.34366 | 0.0179 |
| 0.816163 | 2.34254 | 0.01782 |
| 0.817751 | 2.34143 | 0.01775 |
| 0.819335 | 2.34034 | 0.01767 |
| 0.820924 | 2.33926 | 0.0176 |
| 0.822509 | 2.33819 | 0.01752 |
| 0.824095 | 2.33713 | 0.01745 |
| 0.825681 | 2.33608 | 0.01737 |
| 0.827267 | 2.33504 | 0.0173 |
| 0.828854 | 2.33402 | 0.01723 |
| 0.830437 | 2.333 | 0.01716 |
| 0.832025 | 2.33199 | 0.01709 |
| 0.833608 | 2.331 | 0.01702 |
| 0.835192 | 2.33001 | 0.01695 |
| 0.836781 | 2.32904 | 0.01688 |
| 0.838366 | 2.32808 | 0.01681 |
| 0.83995 | 2.32712 | 0.01674 |
| 0.841535 | 2.32617 | 0.01667 |
| 0.84312 | 2.32524 | 0.01661 |
| 0.8447 | 2.32431 | 0.01654 |
| 0.846285 | 2.32339 | 0.01647 |
| 0.847871 | 2.32248 | 0.01641 |
| 0.849457 | 2.32158 | 0.01634 |
| 0.851037 | 2.32069 | 0.01628 |
| 0.852623 | 2.31981 | 0.01622 |
| 0.854203 | 2.31893 | 0.01615 |
| 0.855789 | 2.31806 | 0.01609 |
| 0.857375 | 2.3172 | 0.01603 |
| 0.858955 | 2.31635 | 0.01597 |
| 0.860541 | 2.31551 | 0.01591 |
| 0.862121 | 2.31467 | 0.01585 |
| 0.863706 | 2.31385 | 0.01579 |
| 0.865286 | 2.31302 | 0.01572 |
| 0.866871 | 2.31221 | 0.01567 |
| 0.86845 | 2.31141 | 0.01561 |
| 0.870034 | 2.31061 | 0.01555 |
| 0.871618 | 2.30982 | 0.01549 |
| 0.873196 | 2.30903 | 0.01543 |
| 0.874779 | 2.30825 | 0.01538 |
| 0.876362 | 2.30748 | 0.01532 |
| 0.877944 | 2.30672 | 0.01526 |
| 0.879526 | 2.30596 | 0.01521 |
| 0.881101 | 2.30521 | 0.01515 |
| 0.882689 | 2.30446 | 0.0151 |
| 0.884269 | 2.30373 | 0.01504 |
| 0.885848 | 2.30299 | 0.01499 |
| 0.887427 | 2.30227 | 0.01494 |
| 0.889005 | 2.30155 | 0.01488 |
| 0.890589 | 2.30083 | 0.01483 |
| 0.892172 | 2.30013 | 0.01478 |
| 0.893747 | 2.29942 | 0.01473 |
| 0.895329 | 2.29873 | 0.01468 |
| 0.896909 | 2.29804 | 0.01462 |
| 0.898488 | 2.29735 | 0.01457 |
| 0.900067 | 2.29667 | 0.01452 |
| 0.901644 | 2.296 | 0.01447 |
| 0.903227 | 2.29533 | 0.01442 |
| 0.904803 | 2.29467 | 0.01437 |
| 0.906383 | 2.29401 | 0.01432 |
| 0.907957 | 2.29336 | 0.01428 |
| 0.909535 | 2.29271 | 0.01423 |
| 0.911113 | 2.29207 | 0.01418 |
| 0.912695 | 2.29143 | 0.01413 |
| 0.91427 | 2.2908 | 0.01409 |
| 0.915851 | 2.29017 | 0.01404 |
| 0.91743 | 2.28955 | 0.01399 |
| 0.919001 | 2.28893 | 0.01395 |
| 0.920584 | 2.28831 | 0.0139 |
| 0.922158 | 2.28771 | 0.01385 |
| 0.923732 | 2.2871 | 0.01381 |
| 0.92531 | 2.2865 | 0.01376 |
| 0.926888 | 2.28591 | 0.01372 |
| 0.928463 | 2.28532 | 0.01368 |
| 0.930037 | 2.28473 | 0.01363 |
| 0.931617 | 2.28415 | 0.01359 |
| 0.933187 | 2.28357 | 0.01355 |
| 0.934763 | 2.283 | 0.0135 |
| 0.936338 | 2.28243 | 0.01346 |
| 0.937917 | 2.28187 | 0.01342 |
| 0.939488 | 2.28131 | 0.01337 |
| 0.941064 | 2.28075 | 0.01333 |
| 0.942638 | 2.2802 | 0.01329 |
| 0.944217 | 2.27965 | 0.01325 |
| 0.945787 | 2.27911 | 0.01321 |
| 0.947363 | 2.27857 | 0.01317 |
| 0.948936 | 2.27803 | 0.01313 |
| 0.950507 | 2.2775 | 0.01309 |
| 0.952084 | 2.27697 | 0.01305 |
| 0.953659 | 2.27644 | 0.01301 |
| 0.955231 | 2.27592 | 0.01297 |
| 0.956801 | 2.2754 | 0.01293 |
| 0.958376 | 2.27489 | 0.01289 |
| 0.959949 | 2.27438 | 0.01285 |
| 0.96152 | 2.27387 | 0.01281 |
| 0.963089 | 2.27337 | 0.01277 |
| 0.964662 | 2.27287 | 0.01274 |
| 0.966234 | 2.27237 | 0.0127 |
| 0.967802 | 2.27188 | 0.01266 |
| 0.969376 | 2.27139 | 0.01262 |
| 0.970948 | 2.2709 | 0.01259 |
| 0.972517 | 2.27041 | 0.01255 |
| 0.974091 | 2.26993 | 0.01251 |
| 0.975662 | 2.26946 | 0.01248 |
| 0.977231 | 2.26898 | 0.01244 |
| 0.978797 | 2.26851 | 0.0124 |
| 0.980368 | 2.26804 | 0.01237 |
| 0.981936 | 2.26758 | 0.01233 |
| 0.98351 | 2.26712 | 0.0123 |
| 0.985073 | 2.26666 | 0.01226 |
| 0.986648 | 2.26621 | 0.01223 |
| 0.988213 | 2.26575 | 0.01219 |
| 0.989783 | 2.2653 | 0.01216 |
| 0.99135 | 2.26486 | 0.01213 |
| 0.992914 | 2.26441 | 0.01209 |
| 0.994483 | 2.26397 | 0.01206 |
| 0.996049 | 2.26353 | 0.01202 |
| 0.99762 | 2.2631 | 0.01199 |
| 0.999188 | 2.26267 | 0.01196 |
| 1.013 | 2.25897 | 0.01168 |
| 1.01641 | 2.25809 | 0.01161 |
| 1.01981 | 2.25722 | 0.01154 |
| 1.02322 | 2.25636 | 0.01147 |
| 1.02662 | 2.25551 | 0.01141 |
| 1.03003 | 2.25467 | 0.01134 |
| 1.03343 | 2.25385 | 0.01128 |
| 1.03684 | 2.25303 | 0.01122 |
| 1.04025 | 2.25222 | 0.01116 |
| 1.04366 | 2.25142 | 0.0111 |
| 1.04707 | 2.25064 | 0.01103 |
| 1.05047 | 2.24986 | 0.01097 |
| 1.05388 | 2.24909 | 0.01091 |
| 1.05729 | 2.24833 | 0.01086 |
| 1.0607 | 2.24758 | 0.0108 |
| 1.06411 | 2.24684 | 0.01074 |
| 1.06752 | 2.24611 | 0.01068 |
| 1.07093 | 2.24539 | 0.01063 |
| 1.07434 | 2.24467 | 0.01057 |
| 1.07775 | 2.24397 | 0.01052 |
| 1.08116 | 2.24327 | 0.01046 |
| 1.08457 | 2.24258 | 0.01041 |
| 1.08799 | 2.24189 | 0.01036 |
| 1.0914 | 2.24122 | 0.01031 |
| 1.09481 | 2.24055 | 0.01025 |
| 1.09823 | 2.23989 | 0.0102 |
| 1.10164 | 2.23924 | 0.01015 |
| 1.10506 | 2.23859 | 0.0101 |
| 1.10847 | 2.23795 | 0.01005 |
| 1.11189 | 2.23732 | 0.01 |
| 1.1153 | 2.2367 | 0.00995 |
| 1.11872 | 2.23608 | 0.00991 |
| 1.12213 | 2.23547 | 0.00986 |
| 1.12554 | 2.23486 | 0.00981 |
| 1.12897 | 2.23426 | 0.00976 |
| 1.13238 | 2.23367 | 0.00972 |
| 1.13579 | 2.23309 | 0.00967 |
| 1.13922 | 2.23251 | 0.00963 |
| 1.14263 | 2.23193 | 0.00958 |
| 1.14605 | 2.23136 | 0.00954 |
| 1.14947 | 2.2308 | 0.00949 |
| 1.15289 | 2.23025 | 0.00945 |
| 1.15631 | 2.22969 | 0.00941 |
| 1.15973 | 2.22915 | 0.00936 |
| 1.16314 | 2.22861 | 0.00932 |
| 1.16657 | 2.22808 | 0.00928 |
| 1.16998 | 2.22755 | 0.00924 |
| 1.1734 | 2.22702 | 0.0092 |
| 1.17682 | 2.2265 | 0.00916 |
| 1.18025 | 2.22599 | 0.00912 |
| 1.18368 | 2.22548 | 0.00908 |
| 1.18709 | 2.22498 | 0.00904 |
| 1.19052 | 2.22448 | 0.009 |
| 1.19394 | 2.22398 | 0.00896 |
| 1.19736 | 2.22349 | 0.00892 |
| 1.20079 | 2.22301 | 0.00888 |
| 1.20421 | 2.22253 | 0.00885 |
| 1.20763 | 2.22205 | 0.00881 |
| 1.21106 | 2.22158 | 0.00877 |
| 1.21448 | 2.22112 | 0.00873 |
| 1.21791 | 2.22065 | 0.0087 |
| 1.22134 | 2.22019 | 0.00866 |
| 1.22477 | 2.21974 | 0.00863 |
| 1.22819 | 2.21929 | 0.00859 |
| 1.23161 | 2.21884 | 0.00856 |
| 1.23504 | 2.2184 | 0.00852 |
| 1.23847 | 2.21796 | 0.00848 |
| 1.2419 | 2.21753 | 0.00845 |
| 1.24532 | 2.2171 | 0.00842 |
| 1.24876 | 2.21667 | 0.00838 |
| 1.25219 | 2.21625 | 0.00835 |
| 1.25561 | 2.21583 | 0.00832 |
| 1.25904 | 2.21541 | 0.00829 |
| 1.26248 | 2.215 | 0.00825 |
| 1.26591 | 2.21459 | 0.00822 |
| 1.26933 | 2.21419 | 0.00819 |
| 1.27277 | 2.21379 | 0.00816 |
| 1.2762 | 2.21339 | 0.00813 |
| 1.27963 | 2.21299 | 0.00809 |
| 1.28306 | 2.2126 | 0.00806 |
| 1.28649 | 2.21221 | 0.00803 |
| 1.28993 | 2.21183 | 0.008 |
| 1.29336 | 2.21145 | 0.00797 |
| 1.2968 | 2.21107 | 0.00794 |
| 1.30022 | 2.21069 | 0.00791 |
| 1.30366 | 2.21032 | 0.00788 |
| 1.30709 | 2.20995 | 0.00785 |
| 1.31053 | 2.20959 | 0.00782 |
| 1.31396 | 2.20922 | 0.00779 |
| 1.3174 | 2.20886 | 0.00777 |
| 1.32084 | 2.2085 | 0.00774 |
| 1.32428 | 2.20815 | 0.00771 |
| 1.32771 | 2.2078 | 0.00768 |
| 1.33115 | 2.20745 | 0.00766 |
| 1.33458 | 2.2071 | 0.00763 |
| 1.33803 | 2.20675 | 0.0076 |
| 1.34146 | 2.20641 | 0.00757 |
| 1.34489 | 2.20607 | 0.00755 |
| 1.34834 | 2.20574 | 0.00752 |
| 1.35178 | 2.2054 | 0.00749 |
| 1.35521 | 2.20507 | 0.00747 |
| 1.35866 | 2.20475 | 0.00744 |
| 1.36209 | 2.20442 | 0.00741 |
| 1.36554 | 2.2041 | 0.00739 |
| 1.36898 | 2.20377 | 0.00736 |
| 1.37242 | 2.20345 | 0.00734 |
| 1.37586 | 2.20314 | 0.00731 |
| 1.3793 | 2.20282 | 0.00729 |
| 1.38275 | 2.20251 | 0.00726 |
| 1.38618 | 2.2022 | 0.00724 |
| 1.38963 | 2.20189 | 0.00722 |
| 1.39307 | 2.20159 | 0.00719 |
| 1.39652 | 2.20129 | 0.00717 |
| 1.39995 | 2.20099 | 0.00714 |
| 1.40341 | 2.20069 | 0.00712 |
| 1.40685 | 2.20039 | 0.0071 |
| 1.41029 | 2.20009 | 0.00707 |
| 1.41375 | 2.1998 | 0.00705 |
| 1.41719 | 2.19951 | 0.00703 |
| 1.42063 | 2.19922 | 0.007 |
| 1.42407 | 2.19894 | 0.00698 |
| 1.42752 | 2.19865 | 0.00696 |
| 1.43098 | 2.19837 | 0.00694 |
| 1.43442 | 2.19809 | 0.00691 |
| 1.43786 | 2.19781 | 0.00689 |
| 1.44131 | 2.19753 | 0.00687 |
| 1.44477 | 2.19726 | 0.00685 |
| 1.44821 | 2.19698 | 0.00683 |
| 1.45165 | 2.19671 | 0.00681 |
| 1.45511 | 2.19644 | 0.00678 |
| 1.45855 | 2.19617 | 0.00676 |
| 1.46201 | 2.19591 | 0.00674 |
| 1.46546 | 2.19564 | 0.00672 |
| 1.4689 | 2.19538 | 0.0067 |
| 1.47236 | 2.19512 | 0.00668 |
| 1.47581 | 2.19486 | 0.00666 |
| 1.47926 | 2.1946 | 0.00664 |
| 1.48271 | 2.19434 | 0.00662 |
| 1.48618 | 2.19409 | 0.0066 |
| 1.48962 | 2.19384 | 0.00658 |
| 1.49308 | 2.19359 | 0.00656 |
| 1.49653 | 2.19333 | 0.00654 |
| 1.49998 | 2.19309 | 0.00652 |
| 1.50344 | 2.19284 | 0.0065 |
| 1.50689 | 2.19259 | 0.00648 |
| 1.51034 | 2.19235 | 0.00646 |
| 1.51381 | 2.19211 | 0.00644 |
| 1.51726 | 2.19187 | 0.00642 |
| 1.52072 | 2.19163 | 0.0064 |
| 1.52418 | 2.19139 | 0.00639 |
| 1.52763 | 2.19115 | 0.00637 |
| 1.53108 | 2.19092 | 0.00635 |
| 1.53455 | 2.19068 | 0.00633 |
| 1.538 | 2.19045 | 0.00631 |
| 1.54146 | 2.19022 | 0.00629 |
| 1.54492 | 2.18999 | 0.00628 |
| 1.54839 | 2.18976 | 0.00626 |
| 1.55184 | 2.18953 | 0.00624 |
| 1.5553 | 2.18931 | 0.00622 |
| 1.55877 | 2.18908 | 0.0062 |
| 1.56222 | 2.18886 | 0.00619 |
| 1.56567 | 2.18864 | 0.00617 |
| 1.56914 | 2.18842 | 0.00615 |
| 1.57261 | 2.1882 | 0.00613 |
| 1.57606 | 2.18798 | 0.00612 |
| 1.57952 | 2.18776 | 0.0061 |
| 1.58299 | 2.18755 | 0.00608 |
| 1.58645 | 2.18733 | 0.00607 |
| 1.58991 | 2.18712 | 0.00605 |
| 1.59338 | 2.1869 | 0.00603 |
| 1.59685 | 2.18669 | 0.00602 |
| 1.60031 | 2.18648 | 0.006 |
| 1.60377 | 2.18627 | 0.00598 |
| 1.60724 | 2.18607 | 0.00597 |
| 1.61071 | 2.18586 | 0.00595 |
| 1.61417 | 2.18565 | 0.00594 |
| 1.61762 | 2.18545 | 0.00592 |
| 1.62109 | 2.18525 | 0.0059 |
| 1.62457 | 2.18504 | 0.00589 |
| 1.62803 | 2.18484 | 0.00587 |
| 1.6315 | 2.18464 | 0.00586 |
| 1.63496 | 2.18444 | 0.00584 |
| 1.63844 | 2.18424 | 0.00583 |
| 1.64189 | 2.18404 | 0.00581 |
| 1.64538 | 2.18385 | 0.00579 |
| 1.64884 | 2.18365 | 0.00578 |
| 1.65231 | 2.18346 | 0.00577 |
| 1.65577 | 2.18326 | 0.00575 |
| 1.65925 | 2.18307 | 0.00573 |
| 1.66272 | 2.18288 | 0.00572 |
| 1.66619 | 2.18269 | 0.00571 |
| 1.66966 | 2.1825 | 0.00569 |
| 1.67313 | 2.18231 | 0.00568 |
| 1.67659 | 2.18212 | 0.00566 |
| 1.68007 | 2.18193 | 0.00565 |
| 1.68354 | 2.18175 | 0.00563 |
| 1.68702 | 2.18156 | 0.00562 |
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. Ruddlesden–Popper (RP) phase.
(BA)2(MA)n-1PbnI3n-1,
where BA = CH3(CH2)3NH3, MA = CH3NH3, and n determines the thickness of the lead−iodide perovskite layer.
n = 4