Photometric system
Detector type. 0:Energy counter, 1:Photon counter.
Instrument
Observational facility
Transmission components
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
58000.0 |
0.0000000000 |
58100.0 |
0.0003680000 |
58200.0 |
0.0001900000 |
58300.0 |
0.0006510000 |
58400.0 |
0.0004710000 |
58500.0 |
0.0002230000 |
58600.0 |
0.0017110000 |
58700.0 |
0.0024090000 |
58800.0 |
0.0018560000 |
58900.0 |
0.0027630000 |
59000.0 |
0.0026290000 |
59100.0 |
0.0031860000 |
59200.0 |
0.0026210000 |
59300.0 |
0.0042260000 |
59400.0 |
0.0040100000 |
59500.0 |
0.0057130000 |
59600.0 |
0.0062180000 |
59700.0 |
0.0093960000 |
59800.0 |
0.0121550000 |
59900.0 |
0.0173470000 |
60000.0 |
0.0275350000 |
60100.0 |
0.0445300000 |
60200.0 |
0.0739250000 |
60300.0 |
0.1200960000 |
60400.0 |
0.1748230000 |
60500.0 |
0.2099130000 |
60600.0 |
0.2313500000 |
60700.0 |
0.2302040000 |
60800.0 |
0.2350280000 |
60900.0 |
0.2440670000 |
61000.0 |
0.2635880000 |
61100.0 |
0.2889160000 |
61200.0 |
0.3293860000 |
61300.0 |
0.3693270000 |
61400.0 |
0.3961280000 |
61500.0 |
0.4036520000 |
61600.0 |
0.3900630000 |
61700.0 |
0.3716580000 |
61800.0 |
0.3500650000 |
61900.0 |
0.3360740000 |
62000.0 |
0.3284460000 |
62100.0 |
0.3273500000 |
62200.0 |
0.3337420000 |
62300.0 |
0.3467030000 |
62400.0 |
0.3671390000 |
62500.0 |
0.3914090000 |
62600.0 |
0.4163670000 |
62700.0 |
0.4355930000 |
62800.0 |
0.4432880000 |
62900.0 |
0.4426960000 |
63000.0 |
0.4406890000 |
63100.0 |
0.4414590000 |
63200.0 |
0.4357500000 |
63300.0 |
0.4280290000 |
63400.0 |
0.4182840000 |
63500.0 |
0.4235460000 |
63600.0 |
0.4278680000 |
63700.0 |
0.4325990000 |
63800.0 |
0.4455410000 |
63900.0 |
0.4489210000 |
64000.0 |
0.4499290000 |
64100.0 |
0.4359190000 |
64200.0 |
0.4333010000 |
64300.0 |
0.4279050000 |
64400.0 |
0.4226930000 |
64500.0 |
0.4105020000 |
64600.0 |
0.3985290000 |
64700.0 |
0.3855170000 |
64800.0 |
0.3796060000 |
64900.0 |
0.3757600000 |
65000.0 |
0.3824990000 |
65100.0 |
0.3909960000 |
65200.0 |
0.3949830000 |
65300.0 |
0.4034090000 |
65400.0 |
0.4103620000 |
65500.0 |
0.4146120000 |
65600.0 |
0.4182070000 |
65700.0 |
0.4108240000 |
65800.0 |
0.4076980000 |
65900.0 |
0.3950460000 |
66000.0 |
0.3844630000 |
66100.0 |
0.3689050000 |
66200.0 |
0.3555700000 |
66300.0 |
0.3401870000 |
66400.0 |
0.3280040000 |
66500.0 |
0.3235170000 |
66600.0 |
0.3158910000 |
66700.0 |
0.3134240000 |
66800.0 |
0.3143710000 |
66900.0 |
0.3260720000 |
67000.0 |
0.3399790000 |
67100.0 |
0.3553640000 |
67200.0 |
0.3772310000 |
67300.0 |
0.4012330000 |
67400.0 |
0.4268200000 |
67500.0 |
0.4516530000 |
67600.0 |
0.4737480000 |
67700.0 |
0.4911150000 |
67800.0 |
0.5094620000 |
67900.0 |
0.5228690000 |
68000.0 |
0.5412860000 |
68100.0 |
0.5499410000 |
68200.0 |
0.5527960000 |
68300.0 |
0.5532850000 |
68400.0 |
0.5498200000 |
68500.0 |
0.5378610000 |
68600.0 |
0.5190790000 |
68700.0 |
0.5200420000 |
68800.0 |
0.5167870000 |
68900.0 |
0.5094250000 |
69000.0 |
0.4996570000 |
69100.0 |
0.4930180000 |
69200.0 |
0.4886620000 |
69300.0 |
0.4857530000 |
69400.0 |
0.4819850000 |
69500.0 |
0.4777220000 |
69600.0 |
0.4716400000 |
69700.0 |
0.4788140000 |
69800.0 |
0.4770310000 |
69900.0 |
0.4733410000 |
70000.0 |
0.4725420000 |
70100.0 |
0.4730240000 |
70200.0 |
0.4712940000 |
70300.0 |
0.4731690000 |
70400.0 |
0.4747140000 |
70500.0 |
0.4921960000 |
70600.0 |
0.5112860000 |
70700.0 |
0.5323130000 |
70800.0 |
0.5564270000 |
70900.0 |
0.5765320000 |
71000.0 |
0.5897000000 |
71100.0 |
0.6026590000 |
71200.0 |
0.6152750000 |
71300.0 |
0.6237240000 |
71400.0 |
0.6237500000 |
71500.0 |
0.6226210000 |
71600.0 |
0.6234500000 |
71700.0 |
0.6101490000 |
71800.0 |
0.5994360000 |
71900.0 |
0.5882770000 |
72000.0 |
0.5717250000 |
72100.0 |
0.5493320000 |
72200.0 |
0.5361790000 |
72300.0 |
0.5289890000 |
72400.0 |
0.5204200000 |
72500.0 |
0.5117720000 |
72600.0 |
0.5110880000 |
72700.0 |
0.5064820000 |
72800.0 |
0.5035340000 |
72900.0 |
0.5106730000 |
73000.0 |
0.5123670000 |
73100.0 |
0.5122500000 |
73200.0 |
0.5183920000 |
73300.0 |
0.5233140000 |
73400.0 |
0.5260000000 |
73500.0 |
0.5352640000 |
73600.0 |
0.5502840000 |
73700.0 |
0.5626930000 |
73800.0 |
0.5819070000 |
73900.0 |
0.6021900000 |
74000.0 |
0.6104400000 |
74100.0 |
0.6194430000 |
74200.0 |
0.6283770000 |
74300.0 |
0.6302530000 |
74400.0 |
0.6355820000 |
74500.0 |
0.6433380000 |
74600.0 |
0.6410360000 |
74700.0 |
0.6461080000 |
74800.0 |
0.6537540000 |
74900.0 |
0.6529510000 |
75000.0 |
0.6568630000 |
75100.0 |
0.6605400000 |
75200.0 |
0.6545930000 |
75300.0 |
0.6595930000 |
75400.0 |
0.6574940000 |
75500.0 |
0.6502880000 |
75600.0 |
0.6519770000 |
75700.0 |
0.6424470000 |
75800.0 |
0.6349340000 |
75900.0 |
0.6298040000 |
76000.0 |
0.6117130000 |
76100.0 |
0.5924650000 |
76200.0 |
0.5746730000 |
76300.0 |
0.5470020000 |
76400.0 |
0.5213350000 |
76500.0 |
0.4955370000 |
76600.0 |
0.4760730000 |
76700.0 |
0.4785850000 |
76800.0 |
0.4917120000 |
76900.0 |
0.5225580000 |
77000.0 |
0.5456980000 |
77100.0 |
0.5510330000 |
77200.0 |
0.5585080000 |
77300.0 |
0.5607650000 |
77400.0 |
0.5625980000 |
77500.0 |
0.5714900000 |
77600.0 |
0.5719540000 |
77700.0 |
0.5831140000 |
77800.0 |
0.5916720000 |
77900.0 |
0.5981450000 |
78000.0 |
0.6160450000 |
78100.0 |
0.6235640000 |
78200.0 |
0.6407100000 |
78300.0 |
0.6569120000 |
78400.0 |
0.6673970000 |
78500.0 |
0.6876240000 |
78600.0 |
0.6950200000 |
78700.0 |
0.7112670000 |
78800.0 |
0.7212820000 |
78900.0 |
0.7232830000 |
79000.0 |
0.7341380000 |
79100.0 |
0.7273280000 |
79200.0 |
0.7334800000 |
79300.0 |
0.7255120000 |
79400.0 |
0.7208860000 |
79500.0 |
0.7180630000 |
79600.0 |
0.7035570000 |
79700.0 |
0.7046010000 |
79800.0 |
0.6929650000 |
79900.0 |
0.6914220000 |
80000.0 |
0.6873360000 |
80100.0 |
0.6826200000 |
80200.0 |
0.6867710000 |
80300.0 |
0.6796730000 |
80400.0 |
0.6901610000 |
80500.0 |
0.6856820000 |
80600.0 |
0.6961410000 |
80700.0 |
0.6973510000 |
80800.0 |
0.7000010000 |
80900.0 |
0.7078440000 |
81000.0 |
0.7063490000 |
81100.0 |
0.7187790000 |
81200.0 |
0.7151570000 |
81300.0 |
0.7255540000 |
81400.0 |
0.7223580000 |
81500.0 |
0.7283540000 |
81600.0 |
0.7278720000 |
81700.0 |
0.7282630000 |
81800.0 |
0.7327070000 |
81900.0 |
0.7283060000 |
82000.0 |
0.7353030000 |
82100.0 |
0.7272480000 |
82200.0 |
0.7357040000 |
82300.0 |
0.7284250000 |
82400.0 |
0.7378860000 |
82500.0 |
0.7328910000 |
82600.0 |
0.7381550000 |
82700.0 |
0.7349460000 |
82800.0 |
0.7325430000 |
82900.0 |
0.7222980000 |
83000.0 |
0.7304950000 |
83100.0 |
0.7457800000 |
83200.0 |
0.7488650000 |
83300.0 |
0.7593290000 |
83400.0 |
0.7556120000 |
83500.0 |
0.7639140000 |
83600.0 |
0.7554740000 |
83700.0 |
0.7610740000 |
83800.0 |
0.7515060000 |
83900.0 |
0.7544180000 |
84000.0 |
0.7414500000 |
84100.0 |
0.7433070000 |
84200.0 |
0.7316160000 |
84300.0 |
0.7318250000 |
84400.0 |
0.7191480000 |
84500.0 |
0.7204530000 |
84600.0 |
0.7091660000 |
84700.0 |
0.7085590000 |
84800.0 |
0.6991390000 |
84900.0 |
0.6977600000 |
85000.0 |
0.6890220000 |
85100.0 |
0.6868330000 |
85200.0 |
0.6783510000 |
85300.0 |
0.6775110000 |
85400.0 |
0.6706950000 |
85500.0 |
0.6695590000 |
85600.0 |
0.6640810000 |
85700.0 |
0.6660430000 |
85800.0 |
0.6631190000 |
85900.0 |
0.6657290000 |
86000.0 |
0.6648840000 |
86100.0 |
0.6668640000 |
86200.0 |
0.6689230000 |
86300.0 |
0.6766960000 |
86400.0 |
0.6800840000 |
86500.0 |
0.6900030000 |
86600.0 |
0.6945860000 |
86700.0 |
0.7075560000 |
86800.0 |
0.7134250000 |
86900.0 |
0.7297870000 |
87000.0 |
0.7358950000 |
87100.0 |
0.7527350000 |
87200.0 |
0.7563130000 |
87300.0 |
0.7776080000 |
87400.0 |
0.7774580000 |
87500.0 |
0.7928530000 |
87600.0 |
0.7871760000 |
87700.0 |
0.7840990000 |
87800.0 |
0.7290270000 |
87900.0 |
0.4727450000 |
88000.0 |
0.2902180000 |
88100.0 |
0.5039750000 |
88200.0 |
0.6301030000 |
88300.0 |
0.7045940000 |
88400.0 |
0.7725400000 |
88500.0 |
0.7763150000 |
88600.0 |
0.7598030000 |
88700.0 |
0.7693750000 |
88800.0 |
0.7913740000 |
88900.0 |
0.7861470000 |
89000.0 |
0.7997460000 |
89100.0 |
0.7933870000 |
89200.0 |
0.8045340000 |
89300.0 |
0.7975040000 |
89400.0 |
0.8098260000 |
89500.0 |
0.8099610000 |
89600.0 |
0.8186940000 |
89700.0 |
0.8251000000 |
89800.0 |
0.8284020000 |
89900.0 |
0.8414680000 |
90000.0 |
0.8429160000 |
90100.0 |
0.8577450000 |
90200.0 |
0.8555120000 |
90300.0 |
0.8701080000 |
90400.0 |
0.8674740000 |
90500.0 |
0.8768840000 |
90600.0 |
0.8759870000 |
90700.0 |
0.8783520000 |
90800.0 |
0.8800100000 |
90900.0 |
0.8744890000 |
91000.0 |
0.8784350000 |
91100.0 |
0.8647920000 |
91200.0 |
0.8680770000 |
91300.0 |
0.8535310000 |
91400.0 |
0.8522880000 |
91500.0 |
0.8438950000 |
91600.0 |
0.8360160000 |
91700.0 |
0.8341950000 |
91800.0 |
0.8214760000 |
91900.0 |
0.8240640000 |
92000.0 |
0.8114010000 |
92100.0 |
0.8157310000 |
92200.0 |
0.8098020000 |
92300.0 |
0.8112610000 |
92400.0 |
0.8151330000 |
92500.0 |
0.8083570000 |
92600.0 |
0.8187000000 |
92700.0 |
0.8123490000 |
92800.0 |
0.8210930000 |
92900.0 |
0.8218010000 |
93000.0 |
0.8266450000 |
93100.0 |
0.8347380000 |
93200.0 |
0.8325940000 |
93300.0 |
0.8444960000 |
93400.0 |
0.8399290000 |
93500.0 |
0.8502710000 |
93600.0 |
0.8525050000 |
93700.0 |
0.8539880000 |
93800.0 |
0.8635880000 |
93900.0 |
0.8585260000 |
94000.0 |
0.8700820000 |
94100.0 |
0.8667010000 |
94200.0 |
0.8728650000 |
94300.0 |
0.8786920000 |
94400.0 |
0.8745610000 |
94500.0 |
0.8857590000 |
94600.0 |
0.8770360000 |
94700.0 |
0.8828200000 |
94800.0 |
0.8834190000 |
94900.0 |
0.8784320000 |
95000.0 |
0.8902690000 |
95100.0 |
0.8813370000 |
95200.0 |
0.8879060000 |
95300.0 |
0.8879740000 |
95400.0 |
0.8826970000 |
95500.0 |
0.8911720000 |
95600.0 |
0.8829210000 |
95700.0 |
0.8899120000 |
95800.0 |
0.8894000000 |
95900.0 |
0.8851450000 |
96000.0 |
0.8931140000 |
96100.0 |
0.8857010000 |
96200.0 |
0.8921510000 |
96300.0 |
0.8915500000 |
96400.0 |
0.8870270000 |
96500.0 |
0.8961350000 |
96600.0 |
0.8900280000 |
96700.0 |
0.8962720000 |
96800.0 |
0.8977720000 |
96900.0 |
0.8934030000 |
97000.0 |
0.9048570000 |
97100.0 |
0.9004980000 |
97200.0 |
0.9073910000 |
97300.0 |
0.9130720000 |
97400.0 |
0.9069120000 |
97500.0 |
0.9209490000 |
97600.0 |
0.9199630000 |
97700.0 |
0.9233190000 |
97800.0 |
0.9374940000 |
97900.0 |
0.9337720000 |
98000.0 |
0.9484740000 |
98100.0 |
0.9551670000 |
98200.0 |
0.9553790000 |
98300.0 |
0.9712240000 |
98400.0 |
0.9689720000 |
98500.0 |
0.9755980000 |
98600.0 |
0.9860560000 |
98700.0 |
0.9778910000 |
98800.0 |
0.9893670000 |
98900.0 |
0.9911820000 |
99000.0 |
0.9871080000 |
99100.0 |
0.9986880000 |
99200.0 |
0.9918880000 |
99300.0 |
0.9920470000 |
99400.0 |
0.9967450000 |
99500.0 |
0.9847820000 |
99600.0 |
0.9897460000 |
99700.0 |
0.9857760000 |
99800.0 |
0.9749110000 |
99900.0 |
0.9794450000 |
100000.0 |
0.9684670000 |
100100.0 |
0.9629260000 |
100200.0 |
0.9669540000 |
100300.0 |
0.9539500000 |
100400.0 |
0.9556280000 |
100500.0 |
0.9579080000 |
100600.0 |
0.9464200000 |
100700.0 |
0.9520690000 |
100800.0 |
0.9490220000 |
100900.0 |
0.9389370000 |
101000.0 |
0.9459590000 |
101100.0 |
0.9392430000 |
101200.0 |
0.9336040000 |
101300.0 |
0.9414310000 |
101400.0 |
0.9326700000 |
101500.0 |
0.9306660000 |
101600.0 |
0.9354920000 |
101700.0 |
0.9257770000 |
101800.0 |
0.9283590000 |
101900.0 |
0.9298520000 |
102000.0 |
0.9187960000 |
102100.0 |
0.9236390000 |
102200.0 |
0.9237810000 |
102300.0 |
0.9160810000 |
102400.0 |
0.9241070000 |
102500.0 |
0.9219990000 |
102600.0 |
0.9161130000 |
102700.0 |
0.9243540000 |
102800.0 |
0.9200190000 |
102900.0 |
0.9184000000 |
103000.0 |
0.9273330000 |
103100.0 |
0.9222360000 |
103200.0 |
0.9224980000 |
103300.0 |
0.9295040000 |
103400.0 |
0.9226170000 |
103500.0 |
0.9237940000 |
103600.0 |
0.9312710000 |
103700.0 |
0.9250330000 |
103800.0 |
0.9276720000 |
103900.0 |
0.9358600000 |
104000.0 |
0.9287970000 |
104100.0 |
0.9313570000 |
104200.0 |
0.9386610000 |
104300.0 |
0.9296660000 |
104400.0 |
0.9310270000 |
104500.0 |
0.9340800000 |
104600.0 |
0.9220220000 |
104700.0 |
0.9189570000 |
104800.0 |
0.9184240000 |
104900.0 |
0.9034500000 |
105000.0 |
0.8962580000 |
105100.0 |
0.8928490000 |
105200.0 |
0.8745680000 |
105300.0 |
0.8664630000 |
105400.0 |
0.8610370000 |
105500.0 |
0.8428720000 |
105600.0 |
0.8316660000 |
105700.0 |
0.8253500000 |
105800.0 |
0.8081340000 |
105900.0 |
0.7980810000 |
106000.0 |
0.7934700000 |
106100.0 |
0.7777130000 |
106200.0 |
0.7681710000 |
106300.0 |
0.7653590000 |
106400.0 |
0.7536310000 |
106500.0 |
0.7462800000 |
106600.0 |
0.7472850000 |
106700.0 |
0.7394910000 |
106800.0 |
0.7371600000 |
106900.0 |
0.7444170000 |
107000.0 |
0.7433180000 |
107100.0 |
0.7421790000 |
107200.0 |
0.7514950000 |
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