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
4716.0 |
0.0001910000 |
4716.5 |
0.0001960000 |
4717.0 |
0.0002010000 |
4717.5 |
0.0002060000 |
4718.0 |
0.0002110000 |
4718.5 |
0.0002160000 |
4719.0 |
0.0002210000 |
4719.5 |
0.0002260000 |
4720.0 |
0.0002310000 |
4720.5 |
0.0002360000 |
4721.0 |
0.0002410000 |
4721.5 |
0.0002460000 |
4722.0 |
0.0002510000 |
4722.5 |
0.0002570000 |
4723.0 |
0.0002620000 |
4723.5 |
0.0002670000 |
4724.0 |
0.0002720000 |
4724.5 |
0.0002770000 |
4725.0 |
0.0002820000 |
4725.5 |
0.0002900000 |
4726.0 |
0.0002980000 |
4726.5 |
0.0003060000 |
4727.0 |
0.0003140000 |
4727.5 |
0.0003220000 |
4728.0 |
0.0003310000 |
4728.5 |
0.0003390000 |
4729.0 |
0.0003470000 |
4729.5 |
0.0003550000 |
4730.0 |
0.0003630000 |
4730.5 |
0.0003730000 |
4731.0 |
0.0003820000 |
4731.5 |
0.0003920000 |
4732.0 |
0.0004020000 |
4732.5 |
0.0004120000 |
4733.0 |
0.0004220000 |
4733.5 |
0.0004310000 |
4734.0 |
0.0004410000 |
4734.5 |
0.0004510000 |
4735.0 |
0.0004610000 |
4735.5 |
0.0004730000 |
4736.0 |
0.0004840000 |
4736.5 |
0.0004960000 |
4737.0 |
0.0005080000 |
4737.5 |
0.0005190000 |
4738.0 |
0.0005310000 |
4738.5 |
0.0005430000 |
4739.0 |
0.0005550000 |
4739.5 |
0.0005660000 |
4740.0 |
0.0005780000 |
4740.5 |
0.0005930000 |
4741.0 |
0.0006070000 |
4741.5 |
0.0006220000 |
4742.0 |
0.0006360000 |
4742.5 |
0.0006510000 |
4743.0 |
0.0006660000 |
4743.5 |
0.0006800000 |
4744.0 |
0.0006950000 |
4744.5 |
0.0007100000 |
4745.0 |
0.0007240000 |
4745.5 |
0.0007450000 |
4746.0 |
0.0007660000 |
4746.5 |
0.0007880000 |
4747.0 |
0.0008090000 |
4747.5 |
0.0008300000 |
4748.0 |
0.0008510000 |
4748.5 |
0.0008720000 |
4749.0 |
0.0008930000 |
4749.5 |
0.0009140000 |
4750.0 |
0.0009350000 |
4750.5 |
0.0009620000 |
4751.0 |
0.0009880000 |
4751.5 |
0.0010150000 |
4752.0 |
0.0010410000 |
4752.5 |
0.0010680000 |
4753.0 |
0.0010940000 |
4753.5 |
0.0011210000 |
4754.0 |
0.0011470000 |
4754.5 |
0.0011740000 |
4755.0 |
0.0012000000 |
4755.5 |
0.0012330000 |
4756.0 |
0.0012650000 |
4756.5 |
0.0012980000 |
4757.0 |
0.0013300000 |
4757.5 |
0.0013630000 |
4758.0 |
0.0013950000 |
4758.5 |
0.0014270000 |
4759.0 |
0.0014600000 |
4759.5 |
0.0014920000 |
4760.0 |
0.0015250000 |
4760.5 |
0.0015690000 |
4761.0 |
0.0016140000 |
4761.5 |
0.0016580000 |
4762.0 |
0.0017030000 |
4762.5 |
0.0017470000 |
4763.0 |
0.0017920000 |
4763.5 |
0.0018360000 |
4764.0 |
0.0018810000 |
4764.5 |
0.0019260000 |
4765.0 |
0.0019700000 |
4765.5 |
0.0020250000 |
4766.0 |
0.0020800000 |
4766.5 |
0.0021360000 |
4767.0 |
0.0021910000 |
4767.5 |
0.0022460000 |
4768.0 |
0.0023010000 |
4768.5 |
0.0023560000 |
4769.0 |
0.0024120000 |
4769.5 |
0.0024670000 |
4770.0 |
0.0025220000 |
4770.5 |
0.0025970000 |
4771.0 |
0.0026730000 |
4771.5 |
0.0027490000 |
4772.0 |
0.0028240000 |
4772.5 |
0.0029000000 |
4773.0 |
0.0029750000 |
4773.5 |
0.0030510000 |
4774.0 |
0.0031260000 |
4774.5 |
0.0032020000 |
4775.0 |
0.0032770000 |
4775.5 |
0.0033820000 |
4776.0 |
0.0034870000 |
4776.5 |
0.0035920000 |
4777.0 |
0.0036970000 |
4777.5 |
0.0038020000 |
4778.0 |
0.0039060000 |
4778.5 |
0.0040110000 |
4779.0 |
0.0041160000 |
4779.5 |
0.0042210000 |
4780.0 |
0.0043260000 |
4780.5 |
0.0044700000 |
4781.0 |
0.0046150000 |
4781.5 |
0.0047590000 |
4782.0 |
0.0049040000 |
4782.5 |
0.0050480000 |
4783.0 |
0.0051930000 |
4783.5 |
0.0053370000 |
4784.0 |
0.0054820000 |
4784.5 |
0.0056260000 |
4785.0 |
0.0057710000 |
4785.5 |
0.0059810000 |
4786.0 |
0.0061920000 |
4786.5 |
0.0064020000 |
4787.0 |
0.0066120000 |
4787.5 |
0.0068230000 |
4788.0 |
0.0070330000 |
4788.5 |
0.0072440000 |
4789.0 |
0.0074540000 |
4789.5 |
0.0076650000 |
4790.0 |
0.0078750000 |
4790.5 |
0.0081910000 |
4791.0 |
0.0085070000 |
4791.5 |
0.0088230000 |
4792.0 |
0.0091380000 |
4792.5 |
0.0094540000 |
4793.0 |
0.0097700000 |
4793.5 |
0.0100860000 |
4794.0 |
0.0104020000 |
4794.5 |
0.0107180000 |
4795.0 |
0.0110340000 |
4795.5 |
0.0115130000 |
4796.0 |
0.0119930000 |
4796.5 |
0.0124730000 |
4797.0 |
0.0129520000 |
4797.5 |
0.0134320000 |
4798.0 |
0.0139110000 |
4798.5 |
0.0143910000 |
4799.0 |
0.0148710000 |
4799.5 |
0.0153500000 |
4800.0 |
0.0158300000 |
4800.5 |
0.0165760000 |
4801.0 |
0.0173210000 |
4801.5 |
0.0180670000 |
4802.0 |
0.0188130000 |
4802.5 |
0.0195590000 |
4803.0 |
0.0203050000 |
4803.5 |
0.0210500000 |
4804.0 |
0.0217960000 |
4804.5 |
0.0225420000 |
4805.0 |
0.0232880000 |
4805.5 |
0.0245440000 |
4806.0 |
0.0258010000 |
4806.5 |
0.0270570000 |
4807.0 |
0.0283140000 |
4807.5 |
0.0295710000 |
4808.0 |
0.0308270000 |
4808.5 |
0.0320830000 |
4809.0 |
0.0333400000 |
4809.5 |
0.0345960000 |
4810.0 |
0.0358530000 |
4810.5 |
0.0379290000 |
4811.0 |
0.0400050000 |
4811.5 |
0.0420820000 |
4812.0 |
0.0441580000 |
4812.5 |
0.0462360000 |
4813.0 |
0.0483120000 |
4813.5 |
0.0503880000 |
4814.0 |
0.0524650000 |
4814.5 |
0.0545410000 |
4815.0 |
0.0566180000 |
4815.5 |
0.0601460000 |
4816.0 |
0.0636740000 |
4816.5 |
0.0672040000 |
4817.0 |
0.0707310000 |
4817.5 |
0.0742610000 |
4818.0 |
0.0777890000 |
4818.5 |
0.0813170000 |
4819.0 |
0.0848470000 |
4819.5 |
0.0883750000 |
4820.0 |
0.0919040000 |
4820.5 |
0.0974430000 |
4821.0 |
0.1029820000 |
4821.5 |
0.1085250000 |
4822.0 |
0.1140630000 |
4822.5 |
0.1196060000 |
4823.0 |
0.1251450000 |
4823.5 |
0.1306840000 |
4824.0 |
0.1362260000 |
4824.5 |
0.1417650000 |
4825.0 |
0.1473070000 |
4825.5 |
0.1554960000 |
4826.0 |
0.1636850000 |
4826.5 |
0.1718790000 |
4827.0 |
0.1800680000 |
4827.5 |
0.1882630000 |
4828.0 |
0.1964520000 |
4828.5 |
0.2046410000 |
4829.0 |
0.2128350000 |
4829.5 |
0.2210240000 |
4830.0 |
0.2292180000 |
4830.5 |
0.2394340000 |
4831.0 |
0.2496490000 |
4831.5 |
0.2598710000 |
4832.0 |
0.2700870000 |
4832.5 |
0.2803090000 |
4833.0 |
0.2905240000 |
4833.5 |
0.3007400000 |
4834.0 |
0.3109620000 |
4834.5 |
0.3211770000 |
4835.0 |
0.3313990000 |
4835.5 |
0.3422520000 |
4836.0 |
0.3531040000 |
4836.5 |
0.3639630000 |
4837.0 |
0.3748160000 |
4837.5 |
0.3856750000 |
4838.0 |
0.3965280000 |
4838.5 |
0.4073810000 |
4839.0 |
0.4182400000 |
4839.5 |
0.4290920000 |
4840.0 |
0.4399520000 |
4840.5 |
0.4496150000 |
4841.0 |
0.4592790000 |
4841.5 |
0.4689480000 |
4842.0 |
0.4786120000 |
4842.5 |
0.4882810000 |
4843.0 |
0.4979450000 |
4843.5 |
0.5076080000 |
4844.0 |
0.5172780000 |
4844.5 |
0.5269420000 |
4845.0 |
0.5366110000 |
4845.5 |
0.5435350000 |
4846.0 |
0.5504590000 |
4846.5 |
0.5573880000 |
4847.0 |
0.5643120000 |
4847.5 |
0.5712410000 |
4848.0 |
0.5781650000 |
4848.5 |
0.5850890000 |
4849.0 |
0.5920170000 |
4849.5 |
0.5989410000 |
4850.0 |
0.6058700000 |
4850.5 |
0.6098250000 |
4851.0 |
0.6137810000 |
4851.5 |
0.6177380000 |
4852.0 |
0.6216940000 |
4852.5 |
0.6256510000 |
4853.0 |
0.6296070000 |
4853.5 |
0.6335620000 |
4854.0 |
0.6375200000 |
4854.5 |
0.6414750000 |
4855.0 |
0.6454330000 |
4855.5 |
0.6472790000 |
4856.0 |
0.6491240000 |
4856.5 |
0.6509710000 |
4857.0 |
0.6528170000 |
4857.5 |
0.6546640000 |
4858.0 |
0.6565090000 |
4858.5 |
0.6583550000 |
4859.0 |
0.6602020000 |
4859.5 |
0.6620480000 |
4860.0 |
0.6638950000 |
4860.5 |
0.6644390000 |
4861.0 |
0.6649830000 |
4861.5 |
0.6655270000 |
4862.0 |
0.6660720000 |
4862.5 |
0.6666160000 |
4863.0 |
0.6671600000 |
4863.5 |
0.6677040000 |
4864.0 |
0.6682490000 |
4864.5 |
0.6687930000 |
4865.0 |
0.6693380000 |
4865.5 |
0.6693640000 |
4866.0 |
0.6693900000 |
4866.5 |
0.6694160000 |
4867.0 |
0.6694420000 |
4867.5 |
0.6694680000 |
4868.0 |
0.6694940000 |
4868.5 |
0.6695200000 |
4869.0 |
0.6695460000 |
4869.5 |
0.6695720000 |
4870.0 |
0.6695980000 |
4870.5 |
0.6699120000 |
4871.0 |
0.6702260000 |
4871.5 |
0.6705400000 |
4872.0 |
0.6708540000 |
4872.5 |
0.6711690000 |
4873.0 |
0.6714830000 |
4873.5 |
0.6717970000 |
4874.0 |
0.6721110000 |
4874.5 |
0.6724260000 |
4875.0 |
0.6727400000 |
4875.5 |
0.6729690000 |
4876.0 |
0.6731970000 |
4876.5 |
0.6734260000 |
4877.0 |
0.6736550000 |
4877.5 |
0.6738840000 |
4878.0 |
0.6741120000 |
4878.5 |
0.6743410000 |
4879.0 |
0.6745700000 |
4879.5 |
0.6747990000 |
4880.0 |
0.6750280000 |
4880.5 |
0.6751640000 |
4881.0 |
0.6753010000 |
4881.5 |
0.6754370000 |
4882.0 |
0.6755740000 |
4882.5 |
0.6757110000 |
4883.0 |
0.6758470000 |
4883.5 |
0.6759840000 |
4884.0 |
0.6761200000 |
4884.5 |
0.6762570000 |
4885.0 |
0.6763930000 |
4885.5 |
0.6765260000 |
4886.0 |
0.6766580000 |
4886.5 |
0.6767910000 |
4887.0 |
0.6769230000 |
4887.5 |
0.6770560000 |
4888.0 |
0.6771880000 |
4888.5 |
0.6773210000 |
4889.0 |
0.6774530000 |
4889.5 |
0.6775860000 |
4890.0 |
0.6777180000 |
4890.5 |
0.6776450000 |
4891.0 |
0.6775720000 |
4891.5 |
0.6774980000 |
4892.0 |
0.6774250000 |
4892.5 |
0.6773510000 |
4893.0 |
0.6772780000 |
4893.5 |
0.6772040000 |
4894.0 |
0.6771310000 |
4894.5 |
0.6770570000 |
4895.0 |
0.6769840000 |
4895.5 |
0.6766790000 |
4896.0 |
0.6763740000 |
4896.5 |
0.6760690000 |
4897.0 |
0.6757640000 |
4897.5 |
0.6754590000 |
4898.0 |
0.6751540000 |
4898.5 |
0.6748490000 |
4899.0 |
0.6745440000 |
4899.5 |
0.6742390000 |
4900.0 |
0.6739330000 |
4900.5 |
0.6737490000 |
4901.0 |
0.6735640000 |
4901.5 |
0.6733800000 |
4902.0 |
0.6731950000 |
4902.5 |
0.6730100000 |
4903.0 |
0.6728260000 |
4903.5 |
0.6726410000 |
4904.0 |
0.6724570000 |
4904.5 |
0.6722720000 |
4905.0 |
0.6720870000 |
4905.5 |
0.6715920000 |
4906.0 |
0.6710970000 |
4906.5 |
0.6706020000 |
4907.0 |
0.6701070000 |
4907.5 |
0.6696120000 |
4908.0 |
0.6691170000 |
4908.5 |
0.6686220000 |
4909.0 |
0.6681270000 |
4909.5 |
0.6676320000 |
4910.0 |
0.6671370000 |
4910.5 |
0.6655980000 |
4911.0 |
0.6640590000 |
4911.5 |
0.6625190000 |
4912.0 |
0.6609800000 |
4912.5 |
0.6594400000 |
4913.0 |
0.6579010000 |
4913.5 |
0.6563620000 |
4914.0 |
0.6548220000 |
4914.5 |
0.6532830000 |
4915.0 |
0.6517430000 |
4915.5 |
0.6486780000 |
4916.0 |
0.6456120000 |
4916.5 |
0.6425450000 |
4917.0 |
0.6394800000 |
4917.5 |
0.6364130000 |
4918.0 |
0.6333470000 |
4918.5 |
0.6302820000 |
4919.0 |
0.6272150000 |
4919.5 |
0.6241490000 |
4920.0 |
0.6210820000 |
4920.5 |
0.6154070000 |
4921.0 |
0.6097310000 |
4921.5 |
0.6040520000 |
4922.0 |
0.5983760000 |
4922.5 |
0.5926970000 |
4923.0 |
0.5870210000 |
4923.5 |
0.5813460000 |
4924.0 |
0.5756670000 |
4924.5 |
0.5699910000 |
4925.0 |
0.5643120000 |
4925.5 |
0.5558320000 |
4926.0 |
0.5473520000 |
4926.5 |
0.5388670000 |
4927.0 |
0.5303870000 |
4927.5 |
0.5219020000 |
4928.0 |
0.5134220000 |
4928.5 |
0.5049430000 |
4929.0 |
0.4964580000 |
4929.5 |
0.4879780000 |
4930.0 |
0.4794930000 |
4930.5 |
0.4694320000 |
4931.0 |
0.4593700000 |
4931.5 |
0.4493030000 |
4932.0 |
0.4392420000 |
4932.5 |
0.4291750000 |
4933.0 |
0.4191140000 |
4933.5 |
0.4090520000 |
4934.0 |
0.3989850000 |
4934.5 |
0.3889240000 |
4935.0 |
0.3788570000 |
4935.5 |
0.3684810000 |
4936.0 |
0.3581050000 |
4936.5 |
0.3477230000 |
4937.0 |
0.3373480000 |
4937.5 |
0.3269660000 |
4938.0 |
0.3165900000 |
4938.5 |
0.3062140000 |
4939.0 |
0.2958320000 |
4939.5 |
0.2854570000 |
4940.0 |
0.2750750000 |
4940.5 |
0.2661950000 |
4941.0 |
0.2573140000 |
4941.5 |
0.2484290000 |
4942.0 |
0.2395490000 |
4942.5 |
0.2306630000 |
4943.0 |
0.2217830000 |
4943.5 |
0.2129030000 |
4944.0 |
0.2040170000 |
4944.5 |
0.1951370000 |
4945.0 |
0.1862510000 |
4945.5 |
0.1794430000 |
4946.0 |
0.1726350000 |
4946.5 |
0.1658220000 |
4947.0 |
0.1590140000 |
4947.5 |
0.1522020000 |
4948.0 |
0.1453940000 |
4948.5 |
0.1385860000 |
4949.0 |
0.1317730000 |
4949.5 |
0.1249650000 |
4950.0 |
0.1181530000 |
4950.5 |
0.1136270000 |
4951.0 |
0.1091020000 |
4951.5 |
0.1045730000 |
4952.0 |
0.1000480000 |
4952.5 |
0.0955190000 |
4953.0 |
0.0909940000 |
4953.5 |
0.0864680000 |
4954.0 |
0.0819400000 |
4954.5 |
0.0774150000 |
4955.0 |
0.0728860000 |
4955.5 |
0.0700460000 |
4956.0 |
0.0672070000 |
4956.5 |
0.0643650000 |
4957.0 |
0.0615250000 |
4957.5 |
0.0586840000 |
4958.0 |
0.0558440000 |
4958.5 |
0.0530040000 |
4959.0 |
0.0501630000 |
4959.5 |
0.0473230000 |
4960.0 |
0.0444810000 |
4960.5 |
0.0427980000 |
4961.0 |
0.0411150000 |
4961.5 |
0.0394300000 |
4962.0 |
0.0377470000 |
4962.5 |
0.0360620000 |
4963.0 |
0.0343790000 |
4963.5 |
0.0326960000 |
4964.0 |
0.0310110000 |
4964.5 |
0.0293280000 |
4965.0 |
0.0276440000 |
4965.5 |
0.0266430000 |
4966.0 |
0.0256430000 |
4966.5 |
0.0246410000 |
4967.0 |
0.0236410000 |
4967.5 |
0.0226400000 |
4968.0 |
0.0216390000 |
4968.5 |
0.0206390000 |
4969.0 |
0.0196370000 |
4969.5 |
0.0186370000 |
4970.0 |
0.0176360000 |
4970.5 |
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4971.0 |
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4971.5 |
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4972.0 |
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4972.5 |
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4973.0 |
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4973.5 |
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4991.0 |
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5050.0 |
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5053.5 |
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5054.0 |
0.0002040000 |
5054.5 |
0.0002000000 |
5055.0 |
0.0001970000 |