Photometric system
Detector type. 0:Energy counter, 1:Photon counter.
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
8100.0 |
0.0019507800 |
8105.0 |
0.0021138500 |
8110.0 |
0.0025835900 |
8115.0 |
0.0030165900 |
8120.0 |
0.0030012000 |
8125.0 |
0.0031541000 |
8130.0 |
0.0033092700 |
8135.0 |
0.0036513000 |
8140.0 |
0.0036524100 |
8145.0 |
0.0041108400 |
8150.0 |
0.0044133300 |
8155.0 |
0.0047112500 |
8160.0 |
0.0060827200 |
8165.0 |
0.0065389300 |
8170.0 |
0.0076196300 |
8175.0 |
0.0083561200 |
8180.0 |
0.0091047000 |
8185.0 |
0.0103249000 |
8190.0 |
0.0112240000 |
8195.0 |
0.0119770000 |
8200.0 |
0.0132299000 |
8205.0 |
0.0145786000 |
8210.0 |
0.0167072000 |
8215.0 |
0.0185410000 |
8220.0 |
0.0192046000 |
8225.0 |
0.0219331000 |
8230.0 |
0.0249057000 |
8235.0 |
0.0267027000 |
8240.0 |
0.0314654000 |
8245.0 |
0.0344983000 |
8250.0 |
0.0391154000 |
8255.0 |
0.0422068000 |
8260.0 |
0.0471769000 |
8265.0 |
0.0528370000 |
8270.0 |
0.0583283000 |
8275.0 |
0.0644481000 |
8280.0 |
0.0712032000 |
8285.0 |
0.0787933000 |
8290.0 |
0.0872041000 |
8295.0 |
0.0959868000 |
8300.0 |
0.1037270000 |
8305.0 |
0.1153620000 |
8310.0 |
0.1226580000 |
8315.0 |
0.1320640000 |
8320.0 |
0.1425380000 |
8325.0 |
0.1554270000 |
8330.0 |
0.1653520000 |
8335.0 |
0.1774580000 |
8340.0 |
0.1895070000 |
8345.0 |
0.2032570000 |
8350.0 |
0.2149490000 |
8355.0 |
0.2283310000 |
8360.0 |
0.2427600000 |
8365.0 |
0.2554320000 |
8370.0 |
0.2674830000 |
8375.0 |
0.2819230000 |
8380.0 |
0.2945680000 |
8385.0 |
0.3095590000 |
8390.0 |
0.3249130000 |
8395.0 |
0.3366160000 |
8400.0 |
0.3506720000 |
8405.0 |
0.3625520000 |
8410.0 |
0.3781420000 |
8415.0 |
0.3912860000 |
8420.0 |
0.4025470000 |
8425.0 |
0.4192950000 |
8430.0 |
0.4333670000 |
8435.0 |
0.4558570000 |
8440.0 |
0.4594370000 |
8445.0 |
0.4695880000 |
8450.0 |
0.4960530000 |
8455.0 |
0.5016340000 |
8460.0 |
0.5109770000 |
8465.0 |
0.5293440000 |
8470.0 |
0.5343900000 |
8475.0 |
0.5451610000 |
8480.0 |
0.5551050000 |
8485.0 |
0.5688520000 |
8490.0 |
0.5816350000 |
8495.0 |
0.5901230000 |
8500.0 |
0.6024820000 |
8505.0 |
0.6112650000 |
8510.0 |
0.6214980000 |
8515.0 |
0.6248100000 |
8520.0 |
0.6378190000 |
8525.0 |
0.6496970000 |
8530.0 |
0.6578550000 |
8535.0 |
0.6735060000 |
8540.0 |
0.6758420000 |
8545.0 |
0.6830830000 |
8550.0 |
0.6914470000 |
8555.0 |
0.7026550000 |
8560.0 |
0.7107730000 |
8565.0 |
0.7137980000 |
8570.0 |
0.7209210000 |
8575.0 |
0.7282420000 |
8580.0 |
0.7327570000 |
8585.0 |
0.7394390000 |
8590.0 |
0.7475820000 |
8595.0 |
0.7599610000 |
8600.0 |
0.7689760000 |
8605.0 |
0.7601650000 |
8610.0 |
0.7778230000 |
8615.0 |
0.7734520000 |
8620.0 |
0.7851800000 |
8625.0 |
0.7895530000 |
8630.0 |
0.7840600000 |
8635.0 |
0.7973430000 |
8640.0 |
0.7992760000 |
8645.0 |
0.8025320000 |
8650.0 |
0.8089330000 |
8655.0 |
0.8092550000 |
8660.0 |
0.8133080000 |
8665.0 |
0.8227900000 |
8670.0 |
0.8227850000 |
8675.0 |
0.8232530000 |
8680.0 |
0.8299730000 |
8685.0 |
0.8378700000 |
8690.0 |
0.8375820000 |
8695.0 |
0.8397650000 |
8700.0 |
0.8416220000 |
8705.0 |
0.8105210000 |
8710.0 |
0.8245660000 |
8715.0 |
0.8611230000 |
8720.0 |
0.8505500000 |
8725.0 |
0.8512990000 |
8730.0 |
0.8541140000 |
8735.0 |
0.8676300000 |
8740.0 |
0.8615960000 |
8745.0 |
0.8516630000 |
8750.0 |
0.8663040000 |
8755.0 |
0.8561240000 |
8760.0 |
0.8718960000 |
8765.0 |
0.8723320000 |
8770.0 |
0.8761280000 |
8775.0 |
0.8759270000 |
8780.0 |
0.8804000000 |
8785.0 |
0.8799740000 |
8790.0 |
0.8853030000 |
8795.0 |
0.8855370000 |
8800.0 |
0.8834060000 |
8805.0 |
0.8875310000 |
8810.0 |
0.8908140000 |
8815.0 |
0.8874910000 |
8820.0 |
0.8854550000 |
8825.0 |
0.9046490000 |
8830.0 |
0.8985970000 |
8835.0 |
0.8953790000 |
8840.0 |
0.9014480000 |
8845.0 |
0.8900750000 |
8850.0 |
0.9253730000 |
8855.0 |
0.9240950000 |
8860.0 |
0.9041820000 |
8865.0 |
0.9009330000 |
8870.0 |
0.9027920000 |
8875.0 |
0.9027460000 |
8880.0 |
0.8936410000 |
8885.0 |
0.9054800000 |
8890.0 |
0.9080900000 |
8895.0 |
0.9255080000 |
8900.0 |
0.9214840000 |
8905.0 |
0.9164660000 |
8910.0 |
0.9086420000 |
8915.0 |
0.9137080000 |
8920.0 |
0.9084400000 |
8925.0 |
0.9104290000 |
8930.0 |
0.9101320000 |
8935.0 |
0.9167610000 |
8940.0 |
0.9150760000 |
8945.0 |
0.9017180000 |
8950.0 |
0.9120060000 |
8955.0 |
0.9147080000 |
8960.0 |
0.9191190000 |
8965.0 |
0.9146100000 |
8970.0 |
0.9173090000 |
8975.0 |
0.9130590000 |
8980.0 |
0.8879770000 |
8985.0 |
0.9183290000 |
8990.0 |
0.9143390000 |
8995.0 |
0.9149620000 |
9000.0 |
0.9185390000 |
9005.0 |
0.9188920000 |
9010.0 |
0.9180250000 |
9015.0 |
0.9135570000 |
9020.0 |
0.9187590000 |
9025.0 |
0.9192630000 |
9030.0 |
0.9188660000 |
9035.0 |
0.9180570000 |
9040.0 |
0.9189220000 |
9045.0 |
0.9187180000 |
9050.0 |
0.9201540000 |
9055.0 |
0.9209480000 |
9060.0 |
0.9203670000 |
9065.0 |
0.9192210000 |
9070.0 |
0.9244250000 |
9075.0 |
0.9213760000 |
9080.0 |
0.9221490000 |
9085.0 |
0.9218050000 |
9090.0 |
0.9222640000 |
9095.0 |
0.9222540000 |
9100.0 |
0.9249660000 |
9105.0 |
0.9259630000 |
9110.0 |
0.9247450000 |
9115.0 |
0.9261480000 |
9120.0 |
0.9260920000 |
9125.0 |
0.9267080000 |
9130.0 |
0.9254770000 |
9135.0 |
0.9238550000 |
9140.0 |
0.9271130000 |
9145.0 |
0.9253380000 |
9150.0 |
0.9279630000 |
9155.0 |
0.9305170000 |
9160.0 |
0.9247500000 |
9165.0 |
0.9273430000 |
9170.0 |
0.9270400000 |
9175.0 |
0.9274490000 |
9180.0 |
0.9267920000 |
9185.0 |
0.9266660000 |
9190.0 |
0.9215470000 |
9195.0 |
0.9294710000 |
9200.0 |
0.9282650000 |
9205.0 |
0.9296180000 |
9210.0 |
0.9287880000 |
9215.0 |
0.9304830000 |
9220.0 |
0.9287980000 |
9225.0 |
0.9286260000 |
9230.0 |
0.9272200000 |
9235.0 |
0.9277080000 |
9240.0 |
0.9306690000 |
9245.0 |
0.9302150000 |
9250.0 |
0.9289910000 |
9255.0 |
0.9297240000 |
9260.0 |
0.9349670000 |
9265.0 |
0.9292650000 |
9270.0 |
0.9315100000 |
9275.0 |
0.9298400000 |
9280.0 |
0.9307450000 |
9285.0 |
0.9309630000 |
9290.0 |
0.9302630000 |
9295.0 |
0.9324080000 |
9300.0 |
0.9325030000 |
9305.0 |
0.9336460000 |
9310.0 |
0.9346690000 |
9315.0 |
0.9330010000 |
9320.0 |
0.9338850000 |
9325.0 |
0.9325350000 |
9330.0 |
0.9332460000 |
9335.0 |
0.9329730000 |
9340.0 |
0.9334210000 |
9345.0 |
0.9321560000 |
9350.0 |
0.9080270000 |
9355.0 |
0.9158270000 |
9360.0 |
0.8957110000 |
9365.0 |
0.9248480000 |
9370.0 |
0.9263490000 |
9375.0 |
0.9382040000 |
9380.0 |
0.9782890000 |
9385.0 |
0.9509620000 |
9390.0 |
0.9714120000 |
9395.0 |
0.9453920000 |
9400.0 |
0.9356780000 |
9405.0 |
0.9313320000 |
9410.0 |
0.9348220000 |
9415.0 |
0.9354660000 |
9420.0 |
0.9357030000 |
9425.0 |
0.9353540000 |
9430.0 |
0.9371070000 |
9435.0 |
0.9323100000 |
9440.0 |
0.9337360000 |
9445.0 |
0.9365770000 |
9450.0 |
0.9377200000 |
9455.0 |
0.9327420000 |
9460.0 |
0.9357360000 |
9465.0 |
0.9428740000 |
9470.0 |
0.9408820000 |
9475.0 |
0.9387670000 |
9480.0 |
0.9583270000 |
9485.0 |
0.9110650000 |
9490.0 |
0.9621570000 |
9495.0 |
0.9177560000 |
9500.0 |
0.9382420000 |
9505.0 |
0.9536310000 |
9510.0 |
0.9336580000 |
9515.0 |
0.9321100000 |
9520.0 |
0.9287980000 |
9525.0 |
0.9390800000 |
9530.0 |
0.9364020000 |
9535.0 |
0.9399540000 |
9540.0 |
0.9510280000 |
9545.0 |
0.9410520000 |
9550.0 |
0.9421470000 |
9555.0 |
0.9376800000 |
9560.0 |
0.9403910000 |
9565.0 |
0.9386980000 |
9570.0 |
0.9294420000 |
9575.0 |
0.9392160000 |
9580.0 |
0.9371720000 |
9585.0 |
0.9406460000 |
9590.0 |
0.9364020000 |
9595.0 |
0.9394700000 |
9600.0 |
0.9396840000 |
9605.0 |
0.9381880000 |
9610.0 |
0.9398480000 |
9615.0 |
0.9425670000 |
9620.0 |
0.9379570000 |
9625.0 |
0.9397470000 |
9630.0 |
0.9386120000 |
9635.0 |
0.9463250000 |
9640.0 |
0.9426720000 |
9645.0 |
0.9384140000 |
9650.0 |
0.9458220000 |
9655.0 |
0.9432600000 |
9660.0 |
0.9392100000 |
9665.0 |
0.9446730000 |
9670.0 |
0.9380980000 |
9675.0 |
0.9401770000 |
9680.0 |
0.9430770000 |
9685.0 |
0.9406920000 |
9690.0 |
0.9426260000 |
9695.0 |
0.9448470000 |
9700.0 |
0.9449400000 |
9705.0 |
0.9413670000 |
9710.0 |
0.9402610000 |
9715.0 |
0.9408760000 |
9720.0 |
0.9400070000 |
9725.0 |
0.9417340000 |
9730.0 |
0.9429120000 |
9735.0 |
0.9401600000 |
9740.0 |
0.9258150000 |
9745.0 |
0.9467890000 |
9750.0 |
0.9433090000 |
9755.0 |
0.9401080000 |
9760.0 |
0.9550710000 |
9765.0 |
0.9480890000 |
9770.0 |
0.9584050000 |
9775.0 |
0.9407390000 |
9780.0 |
0.9382570000 |
9785.0 |
0.9425510000 |
9790.0 |
0.9361950000 |
9795.0 |
0.9355780000 |
9800.0 |
0.9363830000 |
9805.0 |
0.9400590000 |
9810.0 |
0.9437940000 |
9815.0 |
0.9496680000 |
9820.0 |
0.9403280000 |
9825.0 |
0.9442990000 |
9830.0 |
0.9433350000 |
9835.0 |
0.9551810000 |
9840.0 |
0.9417080000 |
9845.0 |
0.9401970000 |
9850.0 |
0.9311280000 |
9855.0 |
0.9318610000 |
9860.0 |
0.9363230000 |
9865.0 |
0.9430720000 |
9870.0 |
0.9441070000 |
9875.0 |
0.9442180000 |
9880.0 |
0.9316310000 |
9885.0 |
0.9289160000 |
9890.0 |
0.9268560000 |
9895.0 |
0.9551040000 |
9900.0 |
0.9372470000 |
9905.0 |
0.9434440000 |
9910.0 |
0.9465730000 |
9915.0 |
0.9455210000 |
9920.0 |
0.9354470000 |
9925.0 |
0.9422940000 |
9930.0 |
0.9238780000 |
9935.0 |
0.9402840000 |
9940.0 |
0.9421940000 |
9945.0 |
0.9422570000 |
9950.0 |
0.9400470000 |
9955.0 |
0.9458160000 |
9960.0 |
0.9462530000 |
9965.0 |
0.9420720000 |
9970.0 |
0.9373300000 |
9975.0 |
0.9471310000 |
9980.0 |
0.9484720000 |
9985.0 |
0.9450490000 |
9990.0 |
0.9446850000 |
9995.0 |
0.9686780000 |
10000.0 |
0.9487110000 |
10005.0 |
0.9483160000 |
10010.0 |
0.9447920000 |
10015.0 |
0.9474930000 |
10020.0 |
0.9510900000 |
10025.0 |
0.9467630000 |
10030.0 |
0.9480760000 |
10035.0 |
0.9485430000 |
10040.0 |
0.9471680000 |
10045.0 |
0.9476300000 |
10050.0 |
0.9469590000 |
10055.0 |
0.9448640000 |
10060.0 |
0.9535670000 |
10065.0 |
0.9444440000 |
10070.0 |
0.9520940000 |
10075.0 |
0.9504610000 |
10080.0 |
0.9478260000 |
10085.0 |
0.9548650000 |
10090.0 |
0.9462550000 |
10095.0 |
0.9496440000 |
10100.0 |
0.9448750000 |
10105.0 |
0.9477320000 |
10110.0 |
0.9527150000 |
10115.0 |
0.9438000000 |
10120.0 |
0.9506360000 |
10125.0 |
0.9400750000 |
10130.0 |
0.9471860000 |
10135.0 |
0.9488640000 |
10140.0 |
0.9485130000 |
10145.0 |
0.9408550000 |
10150.0 |
0.9366630000 |
10155.0 |
0.9455850000 |
10160.0 |
0.9465750000 |
10165.0 |
0.9456050000 |
10170.0 |
0.9526670000 |
10175.0 |
0.9512600000 |
10180.0 |
0.9480260000 |
10185.0 |
0.9505960000 |
10190.0 |
0.9450170000 |
10195.0 |
0.9480470000 |
10200.0 |
0.9483120000 |
10205.0 |
0.9440310000 |
10210.0 |
0.9482700000 |
10215.0 |
0.9479770000 |
10220.0 |
0.9548340000 |
10225.0 |
0.9415030000 |
10230.0 |
0.9483800000 |
10235.0 |
0.9513120000 |
10240.0 |
0.9508260000 |
10245.0 |
0.9463320000 |
10250.0 |
0.9487180000 |
10255.0 |
0.9491390000 |
10260.0 |
0.9503570000 |
10265.0 |
0.9542670000 |
10270.0 |
0.9528930000 |
10275.0 |
0.9439370000 |
10280.0 |
0.9396440000 |
10285.0 |
0.9508260000 |
10290.0 |
0.9462460000 |
10295.0 |
0.9615550000 |
10300.0 |
0.9521140000 |
10305.0 |
0.9299470000 |
10310.0 |
0.9365790000 |
10315.0 |
0.9535200000 |
10320.0 |
0.9534560000 |
10325.0 |
0.9427130000 |
10330.0 |
0.9511170000 |
10335.0 |
0.9267610000 |
10340.0 |
0.9556960000 |
10345.0 |
0.9369030000 |
10350.0 |
0.9432380000 |
10355.0 |
0.9636820000 |
10360.0 |
0.9604350000 |
10365.0 |
0.9546140000 |
10370.0 |
0.9410580000 |
10375.0 |
0.9460980000 |
10380.0 |
0.9510420000 |
10385.0 |
0.9374350000 |
10390.0 |
0.9466950000 |
10395.0 |
0.9493540000 |
10400.0 |
0.9374320000 |
10405.0 |
0.9534370000 |
10410.0 |
0.9501120000 |
10415.0 |
0.9565720000 |
10420.0 |
0.9532870000 |
10425.0 |
0.9517360000 |
10430.0 |
0.9494650000 |
10435.0 |
0.9482860000 |
10440.0 |
0.9534050000 |
10445.0 |
0.9393750000 |
10450.0 |
0.9498750000 |
10455.0 |
0.9522290000 |
10460.0 |
0.9534880000 |
10465.0 |
0.9468910000 |
10470.0 |
0.9511870000 |
10475.0 |
0.9454790000 |
10480.0 |
0.9445200000 |
10485.0 |
0.9536600000 |
10490.0 |
0.9538670000 |
10495.0 |
0.9511020000 |
10500.0 |
0.9525500000 |
10505.0 |
0.9524840000 |
10510.0 |
0.9524510000 |
10515.0 |
0.9426890000 |
10520.0 |
0.9523810000 |
10525.0 |
0.9409570000 |
10530.0 |
0.9595420000 |
10535.0 |
0.9478930000 |
10540.0 |
0.9479810000 |
10545.0 |
0.9384860000 |
10550.0 |
0.9581320000 |
10555.0 |
0.9438110000 |
10560.0 |
0.9494200000 |
10565.0 |
0.9551610000 |
10570.0 |
0.9667230000 |
10575.0 |
0.9540040000 |
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