Photometric system
Detector type. 0:Energy counter, 1:Photon counter.
Instrument
Observational facility
Reference wavelength. Defined as the same than the pivot wavelength.
Mean wavelength. Defined as integ[x*filter(x) dx]/integ[filter(x) dx]
Effective wavelength. Defined as integ[x*filter(x)*vega(x) dx]/integ[filter(x)*vega(x) dx]
Minimum filter wavelength. Defined as the first lambda value with a transmission at least 1% of maximum transmission
Maximum filter wavelength. Defined as the last lambda value with a transmission at least 1% of maximum transmission
Effective width. Defined as integ[x*filter(x) dx].\nEquivalent to the horizontal size of a rectangle with height equal to maximum transmission and with the same area that the one covered by the filter transmission curve.
Central wavelength. Defined as the central wavelength between the two points defining FWMH
Peak wavelength. Defined as sqrt{integ[x*filter(x) dx]/integ[filter(x) dx/x]}
Peak wavelength. Defined as the lambda value with larger transmission
Photon distribution based effective wavelength. Defined as integ[x^2*filter(x)*vega(x) dx]/integ[x*filter(x)*vega(x) dx]
Full width at half maximum. Defined as the difference between the two wavelengths for which filter transmission is half maximum
Sun flux
| 179265720.02 |
0.00127334 |
| 179267575.58 |
0.00125581 |
| 179269431.18 |
0.00125589 |
| 179271286.82 |
0.00125597 |
| 179273142.50 |
0.00123013 |
| 179274997.14 |
0.0012354 |
| 179276852.90 |
0.00124758 |
| 179278708.69 |
0.00124766 |
| 179280564.52 |
0.00123049 |
| 179282420.39 |
0.00122203 |
| 179284276.29 |
0.00121363 |
| 179286131.17 |
0.00120529 |
| 179287987.15 |
0.00125684 |
| 179289843.17 |
0.00127456 |
| 179291699.23 |
0.00127464 |
| 179293555.33 |
0.00127472 |
| 179295411.47 |
0.00127481 |
| 179297266.58 |
0.00127488 |
| 179299122.79 |
0.00126612 |
| 179300979.04 |
0.00124354 |
| 179302835.34 |
0.00123159 |
| 179304691.66 |
0.00124027 |
| 179306548.03 |
0.00124036 |
| 179308404.44 |
0.00125783 |
| 179310259.81 |
0.0012579 |
| 179312116.30 |
0.00124059 |
| 179313972.82 |
0.00124067 |
| 179315829.38 |
0.0012408 |
| 179317685.98 |
0.00124091 |
| 179319542.62 |
0.00124099 |
| 179321398.22 |
0.00124107 |
| 179323254.93 |
0.00124982 |
| 179325111.69 |
0.0012499 |
| 179326968.48 |
0.00124998 |
| 179328825.31 |
0.00125006 |
| 179330682.18 |
0.00125891 |
| 179332539.08 |
0.00124163 |
| 179334394.95 |
0.00124171 |
| 179336251.94 |
0.00124179 |
| 179338108.96 |
0.00124187 |
| 179339966.02 |
0.00124195 |
| 179341823.12 |
0.00124202 |
| 179343680.26 |
0.00124215 |
| 179345536.36 |
0.00125094 |
| 179347393.57 |
0.00125103 |
| 179349250.83 |
0.00124242 |
| 179351108.12 |
0.0012425 |
| 179352965.45 |
0.00124258 |
| 179354822.81 |
0.00123405 |
| 179356680.22 |
0.00123412 |
| 179358536.59 |
0.00124286 |
| 179360394.08 |
0.00125166 |
| 179362251.60 |
0.00125175 |
| 179364109.16 |
0.00124314 |
| 179365966.76 |
0.00124322 |
| 179367824.40 |
0.0012433 |
| 179369681.00 |
0.00125207 |
| 179371538.71 |
0.00126089 |
| 179373396.47 |
0.00125227 |
| 179375254.26 |
0.00126114 |
| 179377112.09 |
0.00127003 |
| 179378969.95 |
0.0012701 |
| 179380826.79 |
0.00125263 |
| 179382684.73 |
0.00125271 |
| 179384542.72 |
0.00125279 |
| 179386400.74 |
0.00126166 |
| 179388258.80 |
0.00126178 |
| 179390116.90 |
0.00126186 |
| 179391975.04 |
0.00126195 |
| 179393832.14 |
0.00127971 |
| 179395690.36 |
0.0012798 |
| 179397548.61 |
0.00129783 |
| 179399406.90 |
0.00129791 |
| 179401265.23 |
0.00129803 |
| 179403123.60 |
0.00130723 |
| 179404980.93 |
0.00129825 |
| 179406839.38 |
0.00130739 |
| 179408697.86 |
0.00130748 |
| 179410556.38 |
0.00132589 |
| 179412414.94 |
0.00132598 |
| 179414273.54 |
0.00133532 |
| 179416132.18 |
0.00135419 |
| 179417989.79 |
0.00137329 |
| 179419848.50 |
0.00139265 |
| 179421707.25 |
0.00140246 |
| 179423566.05 |
0.00142222 |
| 179425424.88 |
0.0014223 |
| 179427283.75 |
0.0014224 |
| 179429141.58 |
0.00143243 |
| 179431000.53 |
0.00148331 |
| 179432859.51 |
0.00151384 |
| 179434718.54 |
0.00154501 |
| 179436577.60 |
0.00157682 |
| 179438436.70 |
0.00160927 |
| 179440294.76 |
0.0016424 |
| 179442153.94 |
0.00167621 |
| 179444013.15 |
0.00171072 |
| 179445872.41 |
0.00174593 |
| 179447731.70 |
0.00178187 |
| 179449591.03 |
0.00181856 |
| 179451450.40 |
0.00185599 |
| 179453308.74 |
0.0018942 |
| 179455168.19 |
0.00196142 |
| 179457027.67 |
0.00197525 |
| 179458887.19 |
0.00197538 |
| 179460746.76 |
0.00206939 |
| 179462606.36 |
0.00216789 |
| 179464464.92 |
0.00227107 |
| 179466324.60 |
0.00227121 |
| 179468184.32 |
0.00236824 |
| 179470044.07 |
0.00246942 |
| 179471903.87 |
0.0025217 |
| 179473763.70 |
0.00265708 |
| 179475623.57 |
0.00293964 |
| 179477482.41 |
0.00300187 |
| 179479342.35 |
0.00324099 |
| 179481202.34 |
0.00369957 |
| 179483062.37 |
0.00367413 |
| 179484922.43 |
0.00370004 |
| 179486782.53 |
0.00401156 |
| 179488641.60 |
0.0043493 |
| 179490501.78 |
0.00471547 |
| 179492361.99 |
0.00511247 |
| 179494222.25 |
0.0055429 |
| 179496082.55 |
0.00599838 |
| 179497942.88 |
0.00649131 |
| 179499803.25 |
0.00702473 |
| 179501662.59 |
0.00760198 |
| 179503523.04 |
0.00822669 |
| 179505383.52 |
0.00890273 |
| 179507244.05 |
0.00963432 |
| 179509104.62 |
0.010426 |
| 179510965.22 |
0.0112828 |
| 179512824.79 |
0.01221 |
| 179514685.47 |
0.0132133 |
| 179516546.19 |
0.0142992 |
| 179518406.94 |
0.0154742 |
| 179520267.74 |
0.0167457 |
| 179522128.58 |
0.0181218 |
| 179523988.37 |
0.0224107 |
| 179525849.29 |
0.0277146 |
| 179527710.24 |
0.0277165 |
| 179529571.22 |
0.0306919 |
| 179531432.25 |
0.0339867 |
| 179533293.32 |
0.0376352 |
| 179535154.42 |
0.0416754 |
| 179537014.49 |
0.0461494 |
| 179538875.67 |
0.0511035 |
| 179540736.90 |
0.0565896 |
| 179542598.15 |
0.0626648 |
| 179544459.45 |
0.0693918 |
| 179546320.79 |
0.0768412 |
| 179548181.09 |
0.0850903 |
| 179550042.50 |
0.0862891 |
| 179551903.96 |
0.0912379 |
| 179553765.45 |
0.10796 |
| 179555626.98 |
0.118069 |
| 179557488.54 |
0.126414 |
| 179559350.15 |
0.148584 |
| 179561210.72 |
0.164952 |
| 179563072.40 |
0.173202 |
| 179564934.13 |
0.187 |
| 179566795.89 |
0.189635 |
| 179568657.69 |
0.195004 |
| 179570519.52 |
0.248845 |
| 179572380.33 |
0.26867 |
| 179574242.24 |
0.27436 |
| 179576104.19 |
0.286083 |
| 179577966.19 |
0.311033 |
| 179579828.22 |
0.338158 |
| 179581690.29 |
0.362566 |
| 179583551.32 |
0.39145 |
| 179585413.47 |
0.444792 |
| 179587275.65 |
0.482477 |
| 179589137.88 |
0.485881 |
| 179591000.14 |
0.531946 |
| 179592862.44 |
0.539444 |
| 179594724.78 |
0.547045 |
| 179596586.09 |
0.562535 |
| 179598448.50 |
0.570462 |
| 179600310.96 |
0.590736 |
| 179602173.45 |
0.611723 |
| 179604035.99 |
0.620345 |
| 179605898.56 |
0.624722 |
| 179607760.09 |
0.636296 |
| 179609622.74 |
0.648083 |
| 179611485.43 |
0.660088 |
| 179613348.16 |
0.672317 |
| 179615210.92 |
0.684771 |
| 179617073.73 |
0.697456 |
| 179618936.57 |
0.710377 |
| 179620798.37 |
0.723536 |
| 179622661.29 |
0.723134 |
| 179624524.25 |
0.722733 |
| 179626387.25 |
0.722331 |
| 179628250.28 |
0.72193 |
| 179630113.36 |
0.721528 |
| 179631975.39 |
0.721128 |
| 179633838.55 |
0.720727 |
| 179635701.74 |
0.720326 |
| 179637564.97 |
0.719927 |
| 179639428.23 |
0.719527 |
| 179641291.54 |
0.719126 |
| 179643154.88 |
0.719202 |
| 179645017.19 |
0.719279 |
| 179646880.61 |
0.71933 |
| 179648744.07 |
0.719381 |
| 179650607.57 |
0.719431 |
| 179652471.11 |
0.719482 |
| 179654334.69 |
0.719542 |
| 179656197.22 |
0.719601 |
| 179658060.88 |
0.719661 |
| 179659924.57 |
0.719737 |
| 179661788.30 |
0.719788 |
| 179663652.07 |
0.719839 |
| 179665515.88 |
0.71989 |
| 179667378.65 |
0.71994 |
| 179669242.54 |
0.719991 |
| 179671106.46 |
0.730165 |
| 179672970.43 |
0.730242 |
| 179674834.43 |
0.730294 |
| 179676698.47 |
0.730345 |
| 179678562.55 |
0.730397 |
| 179680425.59 |
0.73045 |
| 179682289.75 |
0.725433 |
| 179684153.94 |
0.725483 |
| 179686018.17 |
0.725559 |
| 179687882.45 |
0.720603 |
| 179689746.76 |
0.720653 |
| 179691610.03 |
0.720704 |
| 179693474.42 |
0.720756 |
| 179695338.85 |
0.720807 |
| 179697203.31 |
0.725894 |
| 179699067.82 |
0.731044 |
| 179700932.36 |
0.731121 |
| 179702796.94 |
0.731173 |
| 179704660.49 |
0.746659 |
| 179706525.15 |
0.746712 |
| 179708389.85 |
0.757236 |
| 179710254.58 |
0.762582 |
| 179712119.36 |
0.767963 |
| 179713984.17 |
0.778814 |
| 179715847.95 |
0.773493 |
| 179717712.84 |
0.76818 |
| 179719577.77 |
0.768235 |
| 179721442.74 |
0.76829 |
| 179723307.75 |
0.773712 |
| 179725172.80 |
0.773766 |
| 179727036.80 |
0.779229 |
| 179728901.93 |
0.792596 |
| 179730767.09 |
0.801407 |
| 179732632.29 |
0.807062 |
| 179734497.53 |
0.790435 |
| 179736362.81 |
0.785006 |
| 179738228.13 |
0.774205 |
| 179740092.41 |
0.768888 |
| 179741957.80 |
0.76897 |
| 179743823.23 |
0.769051 |
| 179745688.71 |
0.77448 |
| 179747554.22 |
0.790883 |
| 179749419.77 |
0.790939 |
| 179751284.28 |
0.785507 |
| 179753149.91 |
0.780112 |
| 179755015.57 |
0.785617 |
| 179756881.28 |
0.79119 |
| 179758747.02 |
0.796803 |
| 179760612.80 |
0.79686 |
| 179762478.62 |
0.791387 |
| 179764343.40 |
0.785952 |
| 179766209.30 |
0.786006 |
| 179768075.24 |
0.780608 |
| 179769941.22 |
0.791612 |
| 179771807.23 |
0.797227 |
| 179773673.28 |
0.791779 |
| 179775538.30 |
0.780885 |
| 179777404.43 |
0.786398 |
| 179779270.60 |
0.786452 |
| 179781136.81 |
0.786508 |
| 179783003.05 |
0.786564 |
| 179784869.34 |
0.781189 |
| 179786734.59 |
0.781272 |
| 179788600.95 |
0.781328 |
| 179790467.35 |
0.792341 |
| 179792333.79 |
0.797933 |
| 179794200.27 |
0.797989 |
| 179796066.79 |
0.798047 |
| 179797933.34 |
0.798103 |
| 179799798.86 |
0.798188 |
| 179801665.50 |
0.809467 |
| 179803532.17 |
0.820877 |
| 179805398.88 |
0.820936 |
| 179807265.63 |
0.820992 |
| 179809132.42 |
0.838383 |
| 179810998.17 |
0.84431 |
| 179812865.04 |
0.850281 |
| 179814731.94 |
0.856292 |
| 179816598.89 |
0.862347 |
| 179818465.87 |
0.868444 |
| 179820332.90 |
0.874586 |
| 179822199.96 |
0.880769 |
| 179824065.98 |
0.886997 |
| 179825933.12 |
0.893269 |
| 179827800.29 |
0.899585 |
| 179829667.51 |
0.905946 |
| 179831534.76 |
0.912351 |
| 179833402.06 |
0.912417 |
| 179835268.31 |
0.912482 |
| 179837135.68 |
0.912547 |
| 179839003.09 |
0.906277 |
| 179840870.54 |
0.945012 |
| 179842738.03 |
0.945112 |
| 179844605.55 |
0.925672 |
| 179846473.12 |
0.925738 |
| 179848339.64 |
0.932273 |
| 179850207.29 |
0.958672 |
| 179852074.97 |
0.952088 |
| 179853942.69 |
0.958809 |
| 179855810.44 |
0.965577 |
| 179857678.24 |
0.984685 |
| 179859545.00 |
1 |
| 179861412.88 |
0.993133 |
| 179863280.79 |
0.979466 |
| 179865148.74 |
0.959284 |
| 179867016.73 |
0.959352 |
| 179868884.76 |
0.959421 |
| 179870751.75 |
0.959522 |
| 179872619.86 |
0.966332 |
| 179874488.01 |
0.9868 |
| 179876356.19 |
0.98687 |
| 179878224.42 |
0.986941 |
| 179880092.68 |
0.987011 |
| 179881960.98 |
0.987082 |
| 179883828.24 |
0.98715 |
| 179885696.62 |
0.976624 |
| 179887565.04 |
0.966948 |
| 179889433.50 |
0.967017 |
| 179891302.00 |
0.973843 |
| 179893170.53 |
0.973913 |
| 179895038.03 |
0.967224 |
| 179896906.64 |
0.960579 |
| 179898775.29 |
0.970282 |
| 179900643.98 |
0.974258 |
| 179902512.71 |
0.960853 |
| 179904381.48 |
0.941055 |
| 179906250.28 |
0.941122 |
| 179908118.05 |
0.961057 |
| 179909986.93 |
0.961125 |
| 179911855.86 |
0.954524 |
| 179913724.82 |
0.948002 |
| 179915593.82 |
0.941524 |
| 179917462.86 |
0.935055 |
| 179919330.86 |
0.928634 |
| 179921199.97 |
0.922253 |
| 179923069.13 |
0.915919 |
| 179924938.32 |
0.915984 |
| 179926807.56 |
0.909692 |
| 179928676.83 |
0.88832 |
| 179930545.06 |
0.897301 |
| 179932414.41 |
0.897365 |
| 179934283.80 |
0.885016 |
| 179936153.23 |
0.885079 |
| 179938022.70 |
0.885142 |
| 179939892.20 |
0.885204 |
| 179941761.75 |
0.897714 |
| 179943630.25 |
0.871123 |
| 179945499.87 |
0.861131 |
| 179947369.53 |
0.86721 |
| 179949239.23 |
0.873334 |
| 179951108.97 |
0.873394 |
| 179952978.75 |
0.873456 |
| 179954847.49 |
0.873519 |
| 179956717.34 |
0.894127 |
| 179958587.23 |
0.867641 |
| 179960457.17 |
0.861681 |
| 179962327.14 |
0.861742 |
| 179964197.15 |
0.87389 |
| 179966067.20 |
0.880059 |
| 179967936.21 |
0.886273 |
| 179969806.33 |
0.878163 |
| 179971676.50 |
0.886446 |
| 179973546.70 |
0.886523 |
| 179975416.95 |
0.886587 |
| 179977287.23 |
0.88665 |
| 179979156.47 |
0.886711 |
| 179981026.83 |
0.886774 |
| 179982897.23 |
0.886838 |
| 179984767.67 |
0.886932 |
| 179986638.15 |
0.88087 |
| 179988508.66 |
0.880933 |
| 179990379.22 |
0.880996 |
| 179992248.73 |
0.881058 |
| 179994119.36 |
0.88112 |
| 179995990.03 |
0.881183 |
| 179997860.74 |
0.887403 |
| 179999731.50 |
0.888041 |
| 180001602.28 |
0.888677 |
| 180003472.03 |
0.889314 |
| 180005342.90 |
0.889953 |
| 180007213.80 |
0.89059 |
| 180009084.74 |
0.891229 |
| 180010955.73 |
0.891869 |
| 180012826.75 |
0.892509 |
| 180014696.73 |
0.893147 |
| 180016567.82 |
0.893789 |
| 180018438.96 |
0.89443 |
| 180020310.14 |
0.900744 |
| 180022181.36 |
0.913442 |
| 180024052.61 |
0.913508 |
| 180025923.91 |
0.907232 |
| 180027794.16 |
0.898244 |
| 180029665.53 |
0.894875 |
| 180031536.94 |
0.888726 |
| 180033408.39 |
0.88879 |
| 180035279.88 |
0.888853 |
| 180037151.40 |
0.895128 |
| 180039021.89 |
0.895192 |
| 180040893.49 |
0.907811 |
| 180042765.14 |
0.914241 |
| 180044636.82 |
0.927174 |
| 180046508.54 |
0.920806 |
| 180048380.30 |
0.91448 |
| 180050252.10 |
0.908197 |
| 180052122.86 |
0.908262 |
| 180053994.73 |
0.895763 |
| 180055866.65 |
0.893185 |
| 180057738.61 |
0.877429 |
| 180059610.60 |
0.859348 |
| 180061482.63 |
0.85941 |
| 180063353.62 |
0.859468 |
| 180065225.73 |
0.85953 |
| 180067097.88 |
0.853625 |
| 180068970.07 |
0.847762 |
| 180070842.30 |
0.827028 |
| 180072714.57 |
0.824648 |
| 180074585.79 |
0.830468 |
| 180076458.13 |
0.830528 |
| 180078330.52 |
0.830587 |
| 180080202.94 |
0.824881 |
| 180082075.40 |
0.813528 |
| 180083947.90 |
0.796793 |
| 180085820.44 |
0.791346 |
| 180087691.94 |
0.78591 |
| 180089564.55 |
0.775094 |
| 180091437.21 |
0.769768 |
| 180093309.91 |
0.769823 |
| 180095182.64 |
0.769879 |
| 180097055.41 |
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