Optical constants
Refractive index of Sc (Scandium)
Larruquert et al. 2004: n,k 0.00124–0.190 µm
- Data
- tabulated nk
- Range
- 0.00124–0.1898 µm
- Points
- 373
- Licence
- CC0-1.0
Plot
Click the plot to set the calculator wavelength.
At one wavelength
- Refractive index n
- 0.96731
- Extinction coefficient k
- 0.00822369
- Permittivity ε1
- 0.935621
- Permittivity ε2
- 0.0159097
- Absorption coefficient α
- 67543.7 cm⁻¹
- Penetration depth δ = λ/(2πk)
- 296.104 nm
- Abbe number Vd
- —
- Chromatic dispersion dn/dλ
- -5.28422 µm⁻¹
- Group index ng
- 1.04816
- Group velocity dispersion
- — fs²/mm
- Dispersion parameter D
- — ps/(nm·km)
- Photon energy
- 81.0354 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
# Sc (Scandium): Larruquert et al. 2004: n,k 0.00124–0.190 µm
sc = ls.fetch_refractiveindex("main", "Sc", "Larruquert", ref="c5c2f188e848453def5970e347399d653df2ffc2")
print(sc.range_nm) # (1.23984, 189.782) nm
eps = sc.eps([15.3]) # 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_9d6d0735d296/lightsmith"
sc = ls.Tabulated.model_validate(json.load(urllib.request.urlopen(url)))
print(sc.source) # citation and provenance travel with the data
Any dataset here, as the library's Tabulated material (sc/larruquert-2004).
# ... load sc as above, then:
sim = ls.Simulation(
particles=[ls.Particle(shape=ls.Sphere(radius_nm=50), material=sc)],
medium_index=1.0,
wavelengths=ls.WavelengthRange(start_nm=2, stop_nm=189, 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
References
2) M. Fernández-Perea, J. I. Larruquert, J. A. Aznárez, J. A. Méndez, L. Poletto, A. M. Malvezzi, A. Giglia, S. Nannarone. Determination of optical constants of scandium films in the 20-1000 eV range. J. Opt. Soc. Am. A 23, 2880-2887 (2006) (Numerical data kindly provided by Juan Larruquert)
- doi:10.1364/ao.43.003271 Optical properties of scandium films in the far and the extreme ultraviolet, Applied Optics (2004)
- doi:10.1364/josaa.23.002880 Determination of optical constants of scandium films in the 20-1000 eV range, Journal of the Optical Society of America A (2006)
Cite
Juan I. Larruquert et al.. Optical properties of scandium films in the far and the extreme ultraviolet. Applied Optics, 43, 3271 (2004), doi:10.1364/ao.43.003271; Mónica Fernández-Perea et al.. Determination of optical constants of scandium films in the 20-1000 eV range. Journal of the Optical Society of America A, 23, 2880 (2006), doi:10.1364/josaa.23.002880; Data from the refractiveindex.info database (M. N. Polyanskiy, Sci. Data 11, 94 (2024), doi:10.1038/s41597-023-02898-2)
Data
373 rows as published| λ (µm) | n | k |
|---|---|---|
| 0.001239842 | 0.99947778 | 0.0001487 |
| 0.001252366 | 0.99947003 | 0.000153633 |
| 0.001265145 | 0.99946013 | 0.000157867 |
| 0.001278187 | 0.99944962 | 0.000163833 |
| 0.001291502 | 0.99943911 | 0.000169233 |
| 0.001305097 | 0.99942781 | 0.000175 |
| 0.001318981 | 0.99941636 | 0.000181667 |
| 0.001333163 | 0.99940449 | 0.000187867 |
| 0.001347654 | 0.99939219 | 0.0001953 |
| 0.001362464 | 0.99937984 | 0.0002026 |
| 0.001377602 | 0.999367 | 0.000210433 |
| 0.001393081 | 0.99935399 | 0.0002185 |
| 0.001408911 | 0.99934017 | 0.0002271 |
| 0.001425106 | 0.99932604 | 0.000236567 |
| 0.001441677 | 0.99931177 | 0.000246533 |
| 0.001458637 | 0.99929731 | 0.000257033 |
| 0.001476002 | 0.99928261 | 0.000267967 |
| 0.001493785 | 0.99926812 | 0.000279667 |
| 0.001512002 | 0.99925292 | 0.000290167 |
| 0.001530669 | 0.99923652 | 0.000302133 |
| 0.001549802 | 0.9992198 | 0.000314533 |
| 0.00156942 | 0.99920137 | 0.0003277 |
| 0.001589541 | 0.99918335 | 0.0003444 |
| 0.001610184 | 0.99916558 | 0.0003596 |
| 0.001631371 | 0.99914711 | 0.000377267 |
| 0.001653122 | 0.99912952 | 0.0003956 |
| 0.001675462 | 0.99911072 | 0.000412767 |
| 0.001698414 | 0.9990915 | 0.000433833 |
| 0.001722003 | 0.99907366 | 0.000454433 |
| 0.001746256 | 0.99905299 | 0.000472967 |
| 0.001771203 | 0.99903131 | 0.000498467 |
| 0.001796872 | 0.99901203 | 0.0005239 |
| 0.001823297 | 0.99899234 | 0.000549667 |
| 0.00185051 | 0.99897199 | 0.000576933 |
| 0.001878548 | 0.9989523 | 0.000606767 |
| 0.001907449 | 0.99893345 | 0.000636367 |
| 0.001937253 | 0.99891203 | 0.000665033 |
| 0.001968003 | 0.99888797 | 0.000699375 |
| 0.001999745 | 0.99886508 | 0.000739825 |
| 0.002032528 | 0.99884904 | 0.00078715 |
| 0.002066403 | 0.99884185 | 0.000829975 |
| 0.002101427 | 0.99883057 | 0.000859075 |
| 0.002137658 | 0.99880363 | 0.000891675 |
| 0.002175161 | 0.99877636 | 0.0009523 |
| 0.002214003 | 0.99877878 | 0.001028675 |
| 0.002254258 | 0.99879564 | 0.0010653 |
| 0.002296003 | 0.99878343 | 0.0010842 |
| 0.002339324 | 0.99876993 | 0.0011513 |
| 0.002384311 | 0.99876196 | 0.00119455 |
| 0.002431062 | 0.99879903 | 0.00130075 |
| 0.002479684 | 0.99884482 | 0.001267025 |
| 0.00253029 | 0.99878703 | 0.001240625 |
| 0.002583004 | 0.99873864 | 0.001356025 |
| 0.002637961 | 0.99876898 | 0.001433075 |
| 0.002695308 | 0.99876442 | 0.00142545 |
| 0.002755204 | 0.99870106 | 0.001490325 |
| 0.002817822 | 0.99869976 | 0.00164605 |
| 0.002887382 | 0.99869764 | 0.00167175 |
| 0.002890748 | 0.99869467 | 0.0016691 |
| 0.002894122 | 0.99868807 | 0.0016655 |
| 0.002897504 | 0.99867884 | 0.00166395 |
| 0.002900893 | 0.99866829 | 0.001663675 |
| 0.002904291 | 0.99865738 | 0.001665525 |
| 0.002907697 | 0.99864627 | 0.00166735 |
| 0.00291111 | 0.99863413 | 0.00167005 |
| 0.002914532 | 0.99862215 | 0.00167475 |
| 0.002917962 | 0.99861075 | 0.00167905 |
| 0.002921399 | 0.99859916 | 0.001683225 |
| 0.002924845 | 0.99858758 | 0.00168715 |
| 0.002928299 | 0.99857534 | 0.001689225 |
| 0.002931761 | 0.99856034 | 0.001689475 |
| 0.002935232 | 0.99854235 | 0.001690625 |
| 0.00293871 | 0.99852149 | 0.001691675 |
| 0.002942197 | 0.99849724 | 0.001694175 |
| 0.002945692 | 0.99847031 | 0.001698875 |
| 0.002949196 | 0.99844048 | 0.001705 |
| 0.002952707 | 0.99840846 | 0.001714875 |
| 0.002956228 | 0.99837494 | 0.001726075 |
| 0.002959756 | 0.99833867 | 0.001738675 |
| 0.002963293 | 0.99829837 | 0.001752875 |
| 0.002966839 | 0.99825358 | 0.001770675 |
| 0.002970393 | 0.99820342 | 0.001791825 |
| 0.002973955 | 0.99814752 | 0.001820025 |
| 0.002977526 | 0.99808712 | 0.001856575 |
| 0.002981106 | 0.99802383 | 0.0019034 |
| 0.002984694 | 0.99795843 | 0.001959875 |
| 0.002988291 | 0.99789207 | 0.002029275 |
| 0.002991896 | 0.99782777 | 0.002112125 |
| 0.002995511 | 0.99776875 | 0.00220855 |
| 0.002999134 | 0.99771732 | 0.0023159 |
| 0.003002765 | 0.997674 | 0.00243225 |
| 0.003006406 | 0.99763926 | 0.0025564 |
| 0.003010056 | 0.99761114 | 0.002685 |
| 0.003013714 | 0.99758866 | 0.00282175 |
| 0.003017381 | 0.99757254 | 0.002964875 |
| 0.003021057 | 0.9975628 | 0.003114525 |
| 0.003024742 | 0.99755621 | 0.003264475 |
| 0.003028436 | 0.99753373 | 0.00340815 |
| 0.00303214 | 0.99746751 | 0.0035698 |
| 0.003035852 | 0.99735538 | 0.00381155 |
| 0.003039573 | 0.99724066 | 0.0041979 |
| 0.003043304 | 0.9972384 | 0.0047884 |
| 0.003047043 | 0.99751296 | 0.005518 |
| 0.003050792 | 0.99813274 | 0.006153675 |
| 0.00305455 | 0.99894583 | 0.0064578 |
| 0.003058317 | 0.99974127 | 0.006487125 |
| 0.003062094 | 1.0005489 | 0.006428075 |
| 0.00306588 | 1.0014017 | 0.0060546 |
| 0.003069675 | 1.0019413 | 0.00516695 |
| 0.00307348 | 1.0018487 | 0.004250975 |
| 0.003077294 | 1.0013113 | 0.0038536 |
| 0.003081118 | 1.0008194 | 0.004153925 |
| 0.003084951 | 1.0009671 | 0.0049903 |
| 0.003088794 | 1.0018058 | 0.00539335 |
| 0.003092646 | 1.0026717 | 0.00506625 |
| 0.003096508 | 1.0033194 | 0.0046372 |
| 0.00310038 | 1.0039535 | 0.004069325 |
| 0.003104261 | 1.0043389 | 0.0030361 |
| 0.003108152 | 1.0042501 | 0.002032375 |
| 0.003112053 | 1.0038906 | 0.001289375 |
| 0.003115963 | 1.003395 | 0.00072575 |
| 0.003119884 | 1.0028457 | 0.000436967 |
| 0.003123814 | 1.0023996 | 0.000374333 |
| 0.003127754 | 1.0020854 | 0.0003498 |
| 0.003131705 | 1.0018411 | 0.000335333 |
| 0.003135665 | 1.0016403 | 0.000326767 |
| 0.003139635 | 1.0014706 | 0.000321467 |
| 0.003143615 | 1.001324 | 0.000317867 |
| 0.003147606 | 1.0011952 | 0.000315267 |
| 0.003151606 | 1.0010805 | 0.0003136 |
| 0.003155617 | 1.0009776 | 0.000312833 |
| 0.003159638 | 1.0008843 | 0.000311767 |
| 0.003163669 | 1.0007988 | 0.000311467 |
| 0.00316771 | 1.0007206 | 0.000311467 |
| 0.003171762 | 1.0006484 | 0.0003113 |
| 0.003175824 | 1.0005818 | 0.0003118 |
| 0.003179897 | 1.000523 | 0.000312667 |
| 0.00318398 | 1.0004639 | 0.000303 |
| 0.003220369 | 1.0000472 | 0.0003061 |
| 0.003262742 | 0.99972734 | 0.000317167 |
| 0.003306245 | 0.99948701 | 0.0003307 |
| 0.003350924 | 0.99929185 | 0.000347033 |
| 0.003396827 | 0.99912522 | 0.000363867 |
| 0.003444005 | 0.99897632 | 0.000380933 |
| 0.003492512 | 0.99883985 | 0.000400067 |
| 0.003542405 | 0.99871064 | 0.000418133 |
| 0.003593745 | 0.99858725 | 0.000441833 |
| 0.003646594 | 0.99847105 | 0.0004656 |
| 0.003701021 | 0.99835455 | 0.000484567 |
| 0.003757097 | 0.99823471 | 0.0005104 |
| 0.003814898 | 0.99811892 | 0.000544667 |
| 0.003874506 | 0.99800691 | 0.000576433 |
| 0.003936006 | 0.99789526 | 0.0006089 |
| 0.00399949 | 0.997776 | 0.000633499 |
| 0.004065055 | 0.99763737 | 0.000666064 |
| 0.004132806 | 0.99749999 | 0.00073805 |
| 0.004202854 | 0.9973738 | 0.000815845 |
| 0.004275317 | 0.99729159 | 0.000942107 |
| 0.004350322 | 0.99730173 | 0.001024377 |
| 0.004428007 | 0.99722614 | 0.000883356 |
| 0.004508516 | 0.99704227 | 0.000908018 |
| 0.004592007 | 0.99688116 | 0.000934299 |
| 0.004678649 | 0.99671631 | 0.000979147 |
| 0.004768623 | 0.99654463 | 0.001027 |
| 0.004862125 | 0.99637665 | 0.0011038 |
| 0.004959367 | 0.99621505 | 0.001166767 |
| 0.005060579 | 0.99604049 | 0.001231133 |
| 0.005166008 | 0.99586231 | 0.001310733 |
| 0.005275923 | 0.99568392 | 0.001384833 |
| 0.005390617 | 0.99549131 | 0.001453167 |
| 0.005510408 | 0.9952835 | 0.001531867 |
| 0.005635645 | 0.99507026 | 0.001617233 |
| 0.005766706 | 0.99483544 | 0.001685867 |
| 0.005904009 | 0.99455658 | 0.0017718 |
| 0.006048009 | 0.99430209 | 0.001939033 |
| 0.006199209 | 0.99404183 | 0.002005 |
| 0.006358163 | 0.99371882 | 0.002126333 |
| 0.006525484 | 0.99339006 | 0.002280167 |
| 0.006701848 | 0.99306043 | 0.002443667 |
| 0.00688801 | 0.9927201 | 0.002603233 |
| 0.007084811 | 0.99234873 | 0.002750933 |
| 0.007293187 | 0.99192835 | 0.002904 |
| 0.007514193 | 0.99145648 | 0.003080733 |
| 0.007749012 | 0.99093924 | 0.003294267 |
| 0.00799898 | 0.99039597 | 0.0035538 |
| 0.008265612 | 0.98982628 | 0.003822367 |
| 0.008550634 | 0.98920465 | 0.004106067 |
| 0.008856013 | 0.98853739 | 0.004435366 |
| 0.009184014 | 0.98786404 | 0.004795167 |
| 0.009537245 | 0.98714296 | 0.005064767 |
| 0.009918735 | 0.98624941 | 0.005261 |
| 0.010332016 | 0.98511477 | 0.005494167 |
| 0.010781234 | 0.98379394 | 0.0058936 |
| 0.01127129 | 0.98237769 | 0.006404 |
| 0.011808018 | 0.98082008 | 0.0068937 |
| 0.012398419 | 0.9790431 | 0.007392 |
| 0.012460722 | 0.97885842 | 0.007435167 |
| 0.012523655 | 0.97866883 | 0.007477667 |
| 0.012587227 | 0.97847616 | 0.007516933 |
| 0.012651448 | 0.97827824 | 0.0075522 |
| 0.012716327 | 0.97807463 | 0.007586533 |
| 0.012781875 | 0.97786628 | 0.007619067 |
| 0.012848102 | 0.9776521 | 0.0076489 |
| 0.01291502 | 0.97743122 | 0.007677667 |
| 0.012982637 | 0.97720486 | 0.0077065 |
| 0.013050967 | 0.97697136 | 0.007732033 |
| 0.01312002 | 0.97673102 | 0.0077606 |
| 0.013189807 | 0.9764854 | 0.007788033 |
| 0.013260341 | 0.97623543 | 0.0078173 |
| 0.013331633 | 0.97597953 | 0.007841733 |
| 0.013403696 | 0.97571753 | 0.007868833 |
| 0.013476542 | 0.9754493 | 0.007890867 |
| 0.013550184 | 0.97517301 | 0.007914167 |
| 0.013624636 | 0.9748901 | 0.0079361 |
| 0.01369991 | 0.9745996 | 0.007957367 |
| 0.013776021 | 0.97430314 | 0.007979199 |
| 0.013852982 | 0.97399986 | 0.0079964 |
| 0.013930808 | 0.97368552 | 0.0080101 |
| 0.014009513 | 0.97335968 | 0.008024934 |
| 0.014089112 | 0.97302452 | 0.008041266 |
| 0.014169621 | 0.97267961 | 0.008057167 |
| 0.014251056 | 0.97232519 | 0.008075667 |
| 0.014333432 | 0.97196277 | 0.008095033 |
| 0.014416766 | 0.97159265 | 0.0081147 |
| 0.014501075 | 0.97121403 | 0.008132267 |
| 0.014586375 | 0.97082485 | 0.008147866 |
| 0.014672685 | 0.9704248 | 0.008163134 |
| 0.014760022 | 0.97001383 | 0.008176967 |
| 0.014848406 | 0.96959128 | 0.008189834 |
| 0.014937854 | 0.96915779 | 0.008201733 |
| 0.015028386 | 0.96871049 | 0.008208401 |
| 0.015120023 | 0.96824867 | 0.0082162 |
| 0.015212784 | 0.96777074 | 0.008218766 |
| 0.01530669 | 0.96727452 | 0.008224066 |
| 0.015401762 | 0.96676293 | 0.0082316 |
| 0.015498023 | 0.96623903 | 0.008241434 |
| 0.015595495 | 0.96569875 | 0.0082434 |
| 0.015694201 | 0.96513764 | 0.008246667 |
| 0.015794164 | 0.96455831 | 0.008250433 |
| 0.015895409 | 0.96395942 | 0.008251733 |
| 0.01599796 | 0.96333535 | 0.008249734 |
| 0.016101843 | 0.96268641 | 0.0082545 |
| 0.016207083 | 0.96201691 | 0.008261967 |
| 0.016313709 | 0.96132089 | 0.0082662 |
| 0.016421747 | 0.96059497 | 0.008279233 |
| 0.016531225 | 0.95986066 | 0.008309701 |
| 0.016642173 | 0.95907451 | 0.008284533 |
| 0.01675462 | 0.95824621 | 0.008346367 |
| 0.016868597 | 0.95742286 | 0.008397333 |
| 0.016984135 | 0.95657013 | 0.008443 |
| 0.017101267 | 0.95568518 | 0.008502833 |
| 0.017220026 | 0.95478445 | 0.0085828 |
| 0.017340446 | 0.95390313 | 0.008668333 |
| 0.017462562 | 0.95292701 | 0.008612333 |
| 0.01758641 | 0.95188269 | 0.0087375 |
| 0.017712027 | 0.95088705 | 0.008815533 |
| 0.017839451 | 0.94979766 | 0.008789034 |
| 0.017968723 | 0.94861402 | 0.0088698 |
| 0.018099881 | 0.94740884 | 0.008960167 |
| 0.018232969 | 0.94616025 | 0.0090618 |
| 0.018368028 | 0.94485944 | 0.0091701 |
| 0.018505103 | 0.94349965 | 0.009294501 |
| 0.018644239 | 0.94207915 | 0.009437201 |
| 0.018785483 | 0.94059581 | 0.0096025 |
| 0.018928884 | 0.93904679 | 0.009791633 |
| 0.01907449 | 0.93743029 | 0.0100108 |
| 0.019222355 | 0.93574544 | 0.0102605 |
| 0.019372529 | 0.93399017 | 0.01054357 |
| 0.019525069 | 0.93216146 | 0.01085953 |
| 0.01968003 | 0.93025506 | 0.01121037 |
| 0.01983747 | 0.92826156 | 0.01159303 |
| 0.01999745 | 0.92617098 | 0.0120187 |
| 0.02016003 | 0.92397682 | 0.01249337 |
| 0.020325277 | 0.9216732 | 0.01302853 |
| 0.020493254 | 0.91925707 | 0.01363277 |
| 0.020664031 | 0.91672151 | 0.01431193 |
| 0.020837679 | 0.91406298 | 0.01508343 |
| 0.021014269 | 0.91128059 | 0.01595237 |
| 0.021193878 | 0.90836609 | 0.01692653 |
| 0.021376584 | 0.90531509 | 0.0180246 |
| 0.021562467 | 0.90212509 | 0.01925457 |
| 0.021751612 | 0.89879037 | 0.02063033 |
| 0.021944104 | 0.89530528 | 0.02216373 |
| 0.022140033 | 0.8916553 | 0.0238653 |
| 0.022339493 | 0.88783492 | 0.0257712 |
| 0.02254258 | 0.88384277 | 0.027887 |
| 0.022749392 | 0.87965729 | 0.03022057 |
| 0.022960035 | 0.87521682 | 0.03276933 |
| 0.023174614 | 0.87012394 | 0.0355145 |
| 0.023393243 | 0.86531112 | 0.0400537 |
| 0.023616036 | 0.86091211 | 0.043753 |
| 0.023843113 | 0.85597853 | 0.0479063 |
| 0.0240746 | 0.85079028 | 0.0526159 |
| 0.024310625 | 0.84544469 | 0.0579626 |
| 0.024551324 | 0.84008103 | 0.0640178 |
| 0.024796837 | 0.83485054 | 0.0706509 |
| 0.025047311 | 0.8290099 | 0.0772409 |
| 0.025302895 | 0.82290388 | 0.0860005 |
| 0.02556375 | 0.81712154 | 0.0954151 |
| 0.025830039 | 0.81165958 | 0.1065594 |
| 0.026101934 | 0.80689268 | 0.1187083 |
| 0.026379614 | 0.80278509 | 0.1322393 |
| 0.026663266 | 0.79970271 | 0.1472221 |
| 0.026953084 | 0.79807594 | 0.1636099 |
| 0.027249272 | 0.79833143 | 0.1809995 |
| 0.027552042 | 0.79867795 | 0.1979234 |
| 0.027861615 | 0.80199013 | 0.2212311 |
| 0.028178224 | 0.81072374 | 0.242719 |
| 0.028502112 | 0.82431474 | 0.2644583 |
| 0.028833532 | 0.84033678 | 0.2796292 |
| 0.02917275 | 0.85634569 | 0.2949456 |
| 0.029520045 | 0.87617114 | 0.3099536 |
| 0.029875708 | 0.89611221 | 0.3171445 |
| 0.030240046 | 0.91561888 | 0.3273756 |
| 0.03061338 | 0.93667826 | 0.3332805 |
| 0.030996047 | 0.95956572 | 0.3401358 |
| 0.031388402 | 0.98326393 | 0.3399111 |
| 0.031790817 | 1.0054531 | 0.3394477 |
| 0.032203685 | 1.0286824 | 0.3371553 |
| 0.032627418 | 1.052027 | 0.3309384 |
| 0.03306245 | 1.074469 | 0.3220632 |
| 0.03350924 | 1.0964089 | 0.3102569 |
| 0.033968271 | 1.1150915 | 0.2929413 |
| 0.034440052 | 1.1311207 | 0.2771055 |
| 0.034925123 | 1.1451071 | 0.2566009 |
| 0.035424054 | 1.1544773 | 0.2354435 |
| 0.035937446 | 1.1611881 | 0.2154721 |
| 0.036465937 | 1.1661726 | 0.1943822 |
| 0.037010205 | 1.1666912 | 0.1708839 |
| 0.037570966 | 1.1619269 | 0.1501374 |
| 0.038148981 | 1.1545898 | 0.1332015 |
| 0.038745059 | 1.1455816 | 0.1186781 |
| 0.03936006 | 1.1351954 | 0.1080913 |
| 0.039994899 | 1.1267189 | 0.1030673 |
| 0.040650553 | 1.1233612 | 0.0994652 |
| 0.041328062 | 1.1245838 | 0.092102 |
| 0.042028538 | 1.1226327 | 0.07502463 |
| 0.042753168 | 1.1133295 | 0.06016683 |
| 0.043503224 | 1.1034403 | 0.05073867 |
| 0.044280067 | 1.0924582 | 0.03714983 |
| 0.045085159 | 1.0742562 | 0.0247513 |
| 0.045920069 | 1.0552985 | 0.02450083 |
| 0.046786486 | 1.0410119 | 0.02493387 |
| 0.047686226 | 1.0283395 | 0.0256831 |
| 0.04862125 | 1.0165236 | 0.02671593 |
| 0.049593675 | 1.0052265 | 0.02799917 |
| 0.050605791 | 0.99420114 | 0.02945927 |
| 0.051660078 | 0.98319204 | 0.03109603 |
| 0.052759229 | 0.97214022 | 0.03311273 |
| 0.053906168 | 0.96097557 | 0.03527263 |
| 0.055104083 | 0.9494425 | 0.03759887 |
| 0.056356449 | 0.93731146 | 0.0401684 |
| 0.057667064 | 0.92443425 | 0.04318963 |
| 0.059040089 | 0.91063891 | 0.0467066 |
| 0.060480091 | 0.89573259 | 0.0510144 |
| 0.061992094 | 0.87916097 | 0.0562095 |
| 0.067102267 | 0.8260673 | 0.0833 |
| 0.07350247 | 0.74582136 | 0.1218 |
| 0.083402802 | 0.69110704 | 0.2948 |
| 0.092003087 | 0.64958198 | 0.326 |
| 0.096403225 | 0.60686449 | 0.4087 |
| 0.104803563 | 0.5358936 | 0.536 |
| 0.10670364 | 0.55208393 | 0.6662 |
| 0.113403836 | 0.6340697 | 0.6931 |
| 0.120004014 | 0.66370242 | 0.821 |
| 0.124404201 | 0.71222426 | 0.868 |
| 0.132004448 | 0.80879241 | 0.95 |
| 0.14130476 | 0.8591701 | 0.909 |
| 0.149405036 | 0.86904031 | 1.006 |
| 0.174505895 | 1.0315365 | 1.147 |
| 0.179597872 | 1.0712365 | 1.149598 |
| 0.184689943 | 1.0982708 | 1.152196 |
| 0.189781921 | 1.1198012 | 1.154793 |
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
- —
Density: 2.84 g/cm3. Film deposited at room temperature.