Galilean Moons-based photometry for Jupiter
Authors: Pellier Christophe 
Published: July 2022

&lt;ul&gt;
&lt;li&gt;&lt;strong&gt;Introduction&lt;/strong&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;The goal of this work is to calculate the geometric albedo of Jupiter in various photometric bands (and one non photometric). The geometric albedo is defined as the ratio between the brightness of Jupiter as observed as if it was placed at 1 Astronomical Unit (AU) from the Sun, and 1 AU from the observer, to that of a theoretical perfectly reflecting and flat surface of the same area. For this, the first result that must be obtained is the apparent magnitude of Jupiter in each desired band. The formula used to calculate the geometric albedo is taken from Mallama [1]&lt;/p&gt;
&lt;p&gt;Photometry is usually performed using non variable stars as references. The process is complicated because it involves compensating for differences in airmass and differences in colour index. To the contrary of stars, moons are not steady sources of light, since their own magnitude is going to vary considering the solar angle, their position respective to Jupiter, and the observed longitude. But, this kind of variation can be predicted, and their effect on magnitude calculated with an acceptable precision for the ambition of this work.&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;strong&gt;Method&lt;/strong&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;The planet is imaged with the method of lucky imaging, ensuring that one galilean moon is within the same field. After a selection of good frames, they are stacked with a unnormalized arithmetic addition. Then, it is possible to calculate the magnitude of Jupiter using the moon as reference, from the equation of simple differential magnitude, example for the V band:&lt;/p&gt;
&lt;p&gt;Vjup = vjup + (Vmoon-vmoon)&lt;/p&gt;
&lt;p&gt;Where the lower case represents the instrumental magnitude, the upper case the transformed/catalogue magnitude.&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;strong&gt;Photometry in U, B, V bands&lt;/strong&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;The apparent magnitude of the moon in the image is adjusted from an article written by R.L.Millis and D.T.Thompson in 1975 [2]. They provide first the V magnitude of each one of the moon in function of the solar angle, and for various ranges of surface longitude. This data can be compared and modified following various modern ephemeris sources, so the V magnitude of the reference moon can be reliably obtained at the moment of observation.&lt;/p&gt;
&lt;p&gt;Then, Millis and Thompson provide the value of the B-V and U-B colour index of each moon in function of the observed surface longitude; as a result, if one has a reliable value for V, he can hope to calculate with a good precision the value of the B and U bands at the moment of the observation. The figure 1 is taken from [2]:&lt;/p&gt;
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KKACiiigAooooAKKKKACiiigAooooA+cPib8Ov2ltY8eavqfhP4naTpehTz7rG0e7ljaGMKAAVW3IB49T9a8C/ai8D/HPw14I0+/+Jvjuy8Q6O+pLDDBb3csmy4MUhVyrRIPurIM84yfWv0Mr5m/4KO/8kQ0b/sZIP8A0muaAPPvgz8PP2l7/wCHfh3V/B/xO0fTdEkt1lsLO4uZf3SBjhWT7OynkHjJBr6D+BOkfHLTL/U5Pi14p0TWrSRAtlHZRIskTq5BY7IYxtZcEZJPThTkVP8AsowxQ/s7eC0hiSNTp+8hFABZnZmPHckkk9yTXqFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFc/438a+FPBNjBe+LNestIt7iXyoXuHxvbBOAByeB/L1roK+O/wBs3Xvhr4/8faL8ObzxDqul6/o9w0QvYdOW5ske4VP3MhEquDlIssivtyRgnIAB9b6HDpUOk240SKyj06RfOt/saqIWVzv3rt+UhixbI65z3rkfEvxV+Gek+Mj4D8QeKNKtdVmhPm2t222JVZQQkjsNillbIViCQfcZ+Of2Y/iX8VYPjFofgDQ79tX0S2drBrC6g8iKK0jbMkxGN0cgVS3zZO47cHIFUP2o/hB4pm/aV1Ky8LeFb6e28SXEd5ZPCryxvJKB57u5yI/33mswYgKpB4XFAHL/ALWnhDwJ4O+KJsvAGqWtxp9xbJPNZwTGZbGQ/wAAfJyGADAEkjd6Yr6i/YC8e2niP4e33hOHw7ZaTP4e8jzJrOMql4JQwEsmc/viYjuJPPGAAMDmfhB+xrpsGmC8+JmovPqP2mKaK00uf90kaglo5WdPn3E4YKBjb8rHJr3Pxh4Iv/DPwd17QPgrZaf4d1eVWntUiRVEkp278MxwJGRdiu3AO3kAZAB8rftl/tATeJtXTwV4I1HVtOsNJu549UnilWNb6ZH2psZCWMS7WIyQGLAlfkU19L/sm+OLXxp8GdFZ/EEusa1YW4h1VriQvcJJucL5hPJyF4Y5JAySTmvm79nb9l7VvFZ1/Vfitp2oaZBLFLa2iTO8d6LrehN0M8MoAdRu3B9xOOAa8L+FOi+K7n4y6PoHg+81LSdfOom3gudjQz2oG4SvIgOV2xhy6ZPAZTmgD7H+J/7VUHgj43y+C38LzXujWWy3v51JS5E7FW3xLyHQIcbTgsTkMAPm+idC1zRdetWutD1fT9Ut1Yo0tncpMgYEgglSRkEEY9q85+JHw9+FvxL1XX7Vk8OXXjaLSJrAzGRZriw82MrHLJCG+8pYMrMNw/hIrnP2SvgbrXwdTxBPrmuWV/cat5CLDZB/KjWIyYYlgCzEOOw28jJzmgD3G2vrK5ubq1try3mns3WO5ijkDPA5UOFcA5UlWVgD2YHoasVWtdO0+1vbu9tbG1gur1le7mjiVXnZVCKXYDLEKAoJzgACrNABRRRQBXU3v9oyBlt/sPkr5ZBPmiTLbsjGNuNmOc5z7Y8s/aAuPjpbTaZL8ILHR7232OL2K4aMTb8jaR5rKu3GehznPtXrdFAHyNf63+20tjcN/wAIvpkWImO+E2DyLx1VfNbcw7DByex6Vmf8Ey/+ag/9w3/26r7Mr4z/AOCZf/NQf+4b/wC3VAH2ZRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFeM/tleG9c8QfA7ULrw/q02nXehS/2u/lSFDPDFHIJY9wYYwjs465KAY5yAD2aivzL/AGY/inrPhX41aBeazrOq3ml3c32C8ikuZJF2TfKH2knO1yj9CcKcc1+mlABRXzn+3346uvC3wmtdB06XybzxBdiPzkmKSxRQssrMm0g53CNSemGI7ivEv2Bh4j8R/GmbUL7X9WmsdH02Wd45Lx3SWSQiJEZS3Iw7t0IBQdDigD75orO8T65pnhrw7qHiDWblbbTtPt3uLiUjO1FGTgdSewA5JIA5NWbS9tbrTodRgmU2s0KzpI2VBQjcGOcY455oAsUVx/hD4ofD3xfrd3ovhrxfpOp6hasVeCCcFnwMlo8/61QOrJuUeta+l+KdB1PxTrHheyvvM1fRVge/tjE6mJZlLRkMwCuCAeVJx0ODxQBs0UUUAFFFFABXGfHb/kiHjz/sW9R/9JpK7OuM+O3/ACRDx5/2Leo/+k0lAHz9/wAE1lA8F+Lny2TqMI+8ccRnt07/AOcV9LfEPxPa+C/A+seKr22uLqDS7V7h4YFLO+BwB6c4yTwBkngGvnH/AIJtQuvw68UTmLCPq6oJNrfMVhUkZ+6cbhwOeeeor6soA+cf2QPijbfFLWfEGr6p4H03S/FMUMaXer6bZskFzDuJSNnYsyyZycFjuCg/w4H0Td29veWs1pdwRXFvOjRyxSoGSRGGCrA8EEEgg1W0XRtI0S3lttF0qx02CWZp5I7S3SFXkb7zkKACxwMnqavUAfKH7FPxNfxJ418R+GLD4aaF4e0xYjdm60e0aAxMJCqx3O9m3sQx27SNuxsKQSU+r6KKACiiigAooooA5v4h+BPCnxA0eLSPF2krqVnFN50aefJCyvtZch42VuVZgRnBB5rgPC/7Nvwx8M/Eu28daJZ6ha3Np81tYC5DWkT7Nu8KVLlup5cjJzjpXsdFAHOfEfwT4d+IPhS58NeJ7L7VYz/Mu1trwyAELIh7MuTg8j1BGRVf4V/D7wz8NfCcPhvwvZtDbId8s0pDTXMh6ySMANzH6AAAAAAAV1dfN3xl+PfjPwV8fdJ8A6T4f0rULC8mtkMTwzNdzJIVy8bq20ZJdQNrEGMk8ECgD6RooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK+Zv+Cjv/JENG/7GSD/0mua+ma+Zv+Cjv/JENG/7GSD/ANJrmgD039lf/k3nwV/2DV/9CavTK8z/AGV/+TefBX/YNX/0Jq9MoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDyv9pH4yW/wb8N6bqr6BLrc+oXRgjgW6ECqApZmL7WPpgbeeeRjnA8GeB/hX8bT4e+OVx4XuodTutsrQzXBCvLbuYh5iqdsgVouDxuVV3Dqtex6/oei+IdOOna/pGn6tZMwc297bJPEWHQ7XBGR61dghit4I4IIkiijUJHGihVVQMAADoAO1AHyd+1LL4l+FPjfTPEPwm8CWNnNqYkm1LWLbQ1uZJJi+TEXIby9y5JChS2Sckj5fqHwnealqPhXSNQ1mw/s7U7mxhmvLTOfs8zIC8f8AwFiR+FfMHwa8K/tD2/7TWr614pupl0Rblxqcr3Eg0+7Qx/uhbRbvnwGXacEJhgx3ZU/WVABXM/E/xzoPw68G3nivxHLMtja4XZBHvlldjhUQZALE+pAHUkDmumrnviL4M0Dx/wCErrwv4mtGudOuSjMEco6MrBlZWHKkEfkSDwSKAM/4QfEjw78UvCP/AAk3hn7Wtqtw1tLFdRhJYpVCsVYKWHR1PBPWty08PaFZeILnXbLQdKt9UvE2XeoRWyJczAbcK7hdzjgdTxtH4ZPwr+H/AIa+GnhNPDXha2lisxM08jzPvkmlbALu3GThVHAHCiuroA+MPF/7JHi6x8Uav4t8NeKnv3a+luYLGK5a0vriGRmMkQum3KkpRiu9lKkklgBkV7d+yfoHxS8OfD66sfine3E98b0myiub1bqaGHaBhpVZgQSCQNxwPToPYao65rOkaFZC+1vVbHS7UusYnvLhIY97HCruYgZPYd6AL1FFQzXdrDdQWs1zDHcXG7yYmkAeXaMttHU4HJx0oAmooryn4+/HTwr8IP7Mt9Whm1LUb9twsbR186OAZBmYHgLuG0ZxuIbH3WwAerUVleEfEOj+LPDVh4j0C+ivtMv4RLbzRnII6EEdmBBVlPKkEHBBrVoAK+M/+CZf/NQf+4b/AO3VfZlfGf8AwTL/AOag/wDcN/8AbqgD7MooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACmTwxXEEkE8SSxSKUkjdQyspGCCD1BHan0UAfkl8YPCk3gj4n+IvCs0LQrp9/IkAJ+9ATuhbqfvRsjYJJ555r9FP2SvHcvj/AOB+j6jezzXGp6fnTb+WaQyPJLEFw7MeWZkaNiTzlj16nxH/AIKNeAEa30X4kWFuodD/AGbqbA43KctA+PY+YpPXlB2ryf8AZE+M+lfCWfxWuuJdS22o2KSWscMe/ddRFtinkbQwkbJ9hmgCv+294vPin496paQ3LS2OhImmwgOCodOZsAdD5jMp6n5BzwAPo3/gnd4W/sv4Sah4nuLVUuNb1FxDLhcvbQgIOcZ/1nnDBOOOnr8Labaan4s8W21jCVm1TWb9IULDaHmmkAGcDjLN2FfrV4G8Nab4O8IaV4X0jzjY6ZbJbwtM+6Rgo+8xAALE5JwAMngAcUAeK/tbTy+IvFfwz+FKMhs/Eeti51VVkIkNtblCUKgH5WDuwJGN0Q9DjhP2+Pi5JpFnb/C3wvqKwTXEJbXPs7FXihZV8u3ypwA6liy45XYOjEHqvjekfh79sz4ReLriRmi1K3n0dY2AVVf94gIbJJJN6vylQPlGGO47flP4feEJvi/+0XL4e8QaxcabLqN/dS3Usr+fcYjDu0SnJBfC7ck4ABPzYCkA97/YU1X4NeG9Cja58SaYnj3VpTFMt5G0TQKWYR28MjqFO4AM2w/MzKpzha9M+LTp4M/ag+GvjGKaa3tfEiz+HNVWJVKzMQDaBh1JMsgy3YRgZxwflv8AbD+Dfhb4R6p4cTwvqd9cR6pbzefbXkiPJE0XlgSZULw+88YwCrYOOF9Ph8Rap428Gfs0S6pJE+rSeI8htzkzQ2M6xtK7Nn94VRS2T8zMSMZwAD7OooooA5/4h+MND8B+EL/xR4hufJsbKIuVUjzJmx8scYJAZ2PAGRz1IGTXn37LvxivfjFoGtalfaHb6S+n3qwokM5kDIybhnIHI557+grxr9sTRfjF40+JFpp9j4E1DWPBWhtFcQ20ErNBqLkBpHk2FXDYLRAD5lG4qRvJOJ+wj42h8E+BfHuseIbRrfwvYGC5n1NW3Ms5IjSARgZYtuGCOAeD94EAHv3x/wDi14z+HuoQ2Xhj4V6z4riksTdS6lAsptrYhmBR/LjbJAXccsuAR15x5Z4Q+PniH4w/DP4o6dfeEbXTrLTvB+oTyX1vcM6iRoWWOIqw6sBK2c/wHitj9pz422uq/CrRNA+HW7VL/wCIULWlt+6O5bd2MMiYIx5jOTFj+E7jwQDXVwfDPTfhV+yZ4x8OWYSS9k8N6hcapcqzMLi6Nmwdl3dFG0BQAOBnGSSQDhv+CbTKfh14oTy0DDV1JcMNzAwrwR1wMHH1Poa7H9tW7+Kln4C0yb4atqUcQvf+Jo+l7/tirx5W0IN3llt27HP3QcqWr52/ZS+ANv8AFHwJq/iK48ZaroqC/fTGtrKMYlRYo3Yuxb5gfNA2442nrnj6A+HH7Mx8GeLdL1yP4m+Jb2DTLhJILFwFiMaqB5bDcQR16AYBAAyMkA774ZeJ/EGj/CTSNX+NWpaLoGsSfu55rq5itkYkny9+SEWVlGSq8deByB6BY3drf2cV5Y3MN1bTKHimhkDo6noVYcEe4rzH9pH4N2/xk8N6bpT6/Lok+n3RnjnW1E6sCpVlKblPpg7uOeDnjqfhF4Lh+Hnw40bwbBfy6gmmwshuZE2mVmdnY7cnaNzHC5OBgZOKAOrooooAKKKKACiiigAooooAKKKqazqenaNpdzqurX1vY2NshknuJ5AkcajuSeBQB87fGP8AaE8XeD/2gtM+HOi+FbS+spZrVJXmhm8+5E23PkFSBxlhu2uMgjHymvpSvk79ky++MfjH4p6p4/1nX7i+8EXYuokWS/L2xfepRYLffmIrheWUYXcDyTX0B8V/iX4R+GGiQat4uv5baG5m8m3jhgaWSV8ZIAUcYGSSSB+JAIB2NFUfD+saZ4g0Sz1vRryK9069hWa3njPyujDIPqPoeQeDzV6gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKK5nxH4/8ABvh3xXo/hXWvENlZ63rLBbCzdiZJSSQucAhAzAqpbAZgVGTxXTUAeaeM/jz8JfB+szaN4h8Y29rqEDtHNBHazztGwxkN5aNt6jr1/A184/trfGb4a/ET4WaZong7xJ/ad/BrcV1JF9huIdsSwTqWzJGo+86jGc8/WvrHWPh18PtZ1KbU9Y8CeF9RvpyDNc3WkwSyyEAAFnZCTwAOT2r5u/b58EeC/DXwe0m+8OeEPD+jXcniCGF57DTYbeRkNvcEoWRQSuVU46ZA9KANr4A/tC/B/wAL/Brwv4f13xf9k1OxsRFcw/2bdvsbJONyRFT17E17N8OPi78OviJfTWHg7xNDqd3BE00kHkSwyKilQX2yIp25dRnpk/WuC/Zs+G/w71b4FeEdR1XwF4Wv72409XmuLnSIJZZG3HlmZCSfc16t4b8EeC/DV8994c8IeH9Gu5IjC89hpsNvIyEglCyKCVyqnHTIHpQB8/fHLX/2hrH9ofSrTwfp+sHwgr23lNZWCz20qNtE5nfadpzvGGIwAGXBOT9M6lfWWmWE+oaleW9lZ26GSe4uJBHHEg5LMzEAAepr5++Cen/Hm0+PPiG58YtqZ8JXPnF1u7yKa3EgcmD7KoJZF2MMhQB1D5ZRTf24Ph38RfiD4a0K38Fhb+ytbom80tJBHJLI+FjlLMwUqnzDBxt3luRnaAe0eBPHXhDx1Z3N34R1+y1eK1l8qcwMcxt2ypAIBwcHGDg4ziujrxn9mr4RR/Bvwpq2o65rb3+tausd1rE5bMMXlB2wpPzNjzHy5+91wK674XfFjwF8TDep4O1xb+WxP+kQvBJDIqliFcK6glTjOR0yAcHigDuKK+W/g38evid4p/aE1fwLrHgqJLMTP5loJBHNo0UZCs7vgiYHK56ZZwVIGAfqSgAooooAKKKKACiiigAooooAKKKKACiiigAoorz742fF/wAIfCPS7G98UNfSyX7ulpa2UIkml2bd7DcyqAu9c5YdRjNAHoNFZXhHX9M8VeGNO8R6NM02n6jbrcQOy7W2sM4I7EdCPUVq0AFFFFABRRRQAUUUUAFFFFABXiH7WfwV1P4vaBpp0TXfsWp6XKTDa3LkWc4kKh2faCVZVBIYBuAVx82R7fRQB8saN8b/AAj8DPFGi/BC9Opaxp2jwx2+p+JLi7yYJnUuVWAK37pNyLtD5QZXDFMvqeO/gH/wsP446F8W9A8aQ/2Fdy2t/dGI5mTyI08lrSRQQVfaM5K7Tlhv4Uan7XHwHs/iT4en8SeHLFE8ZWUWYvL2oNQQbcxyEjlgoOwkjnCk4ORl/sDWnxA0/wCGlxZeI9KhsvDoneTSWmDJds5ciUFCcCPcDjIU5J6gggA+k64P4r/CHwF8Tktm8V6Kk11bMnl3kB8q42KSfKMg+Yxnc3y9PmJGDzXeVwP7QPhvxN4t+Fep6D4SvmtNTuHgOVuDbtLGsqtJGsoB8slQecEdiME0Adno2mado2l22laTY29jY2yCOC3gjCRxqOwA4FVPEvifw34Yghn8SeIdJ0WKdikT6hex26yMBkhS5GTjsK8//ZY8G+NfAnwsXQPHWopeX630slsizmYW9uQoWPcRz8wduM43gew3vir8KfA/xPGmDxlpct9/Zju1qY7qSHaHKeYp2MMhvLUHuMcEUAM1L4yfCbT7Ce+n+JHhR4oEMjrb6rDPIQP7scbM7n2UEnsK+af+Ca1xDaWvxHurmRYoIU06SR26KoF2ST9AK9V1X9kb4MXjztbaZq2nCRdqLbai7CI4xlfM3nOefmyM9scV49/wT0vJtO8M/FbULbS5dWntbKzmjsIvv3TKl4REvB5YjaOD1oA534VfFf4w/Ez4ji2g+MmmeE2nvkW2ttRjjPmLKSuyGMQ+XK6qAAjlNzMuDuYkfbfxT8R3HhD4b+IvFFpZteXGl6dNdRQhCwZ1QkbgCDsBwWIPCgmvgT4n6n4d+M+raD4b+F3wd/4RzxXE0i3tvZxxQoQB8yNtCLhSP9Y4UjpxX1/P4/1XQ/il4a+DM3gnUNdt7rRo2vdbaT90EVSkjtH5ZDJuCBiWXmQDH3dwB8jj4mfGEeAJfi5/wt6aK9bWf7Mi0QSxupQo0rS+QSUUBsKAY84zyAAG+6vgz4ovPGnwr8N+KdQhihvNRsI5bhYvueZ0YqOwJBIHOM4ycZr4x1j9mttf+PsvhPwhoHi3Q/CVszte6vq8BMJCt8wtnKKHXlVQFnY4LE4Br7p8KaFpvhjwzpvh3R4fJsNOtktrdOp2oAASe7HGSe5JNAGnRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBx/xo8HW3j74Xa/4UuIvMe9tG+zc4KXC/PCw5HSRVOMgEZB4Jr8odW0+90nVbvStRt3tr2zne3uIX+9HIjFWU+4IIr9jq+Mf2lv2X/GPir4r6j4p8Dw6a9hqoW4uI57vy2juMYkwCOjEbup5ZugxQB5T+w54OfxV8eNPvZGZLTw/C2pynZkO6kJGmcEA73Dc9QjY55H2B8Xf2kvhv8NPEbeHdVbVdT1SIA3EGmQJJ9nyMgOzui5IIOASRnnFZn7HnwZvvhT4Y1S58RxW/wDwkWqXAErRSCRY7dB8iK3uxdj0z8ox8oNecfst2kJ/bB+KzauZbnV7aa8+yy3Y/e+T9rClwMADKmIAgD5WAXAOKAOv+I+taT+0J8FV8SfC24mk8UeF9Sg1WzspNkd5BNGx+RwCcBk3Mu1sM0ajOVIHnv7Qf7MnifV9ctvHfw106KG+1AJdaho6Tx2xs7nbHloGYqOW3sQSCCOM5wI/2PorK0/bC+JNlpJRdMjg1NbZIn3R+WuoQiPBzyAvQ+hr7VoA+BtC/Zo+OHj3xbZXPxQvbq1so2SO4u77V0vLnyR1WLa0nzEcDcQMnJz3+kfDPwzlj+Oenasumy6b4U8C6Kml+G4vMGJ55Yz502OWYBHCEtjLgnkgmvaKKACiiigArjNC+Ffw+0PwbfeDtM8L2UOhahKZbuzYvIszEg5YuSxxtXHPGBjFdnRQBx9v8L/h7b6romqQeENJjvNCg8jTJFgA+zIGLAKOhIZmYE5IZmIOSTTPjt/yRDx5/wBi3qP/AKTSV2dcZ8dv+SIePP8AsW9R/wDSaSgDxT/gnAo/4U1rrb5ST4hlG052D/R7fkdsnPP0FfT1fMf/AAThkz8F9bi2ONviKVtxHynNtb8A+oxz9RX05QAUUUUAFFFFABRRRQAUUUUAFFFFABXJ/FDwna/EPwdrfgbUxqFlY31tF/p8DxjL+YWCqMlsqY0LBlClXABJ3besooA8n/Zp+Ddp8IPCdzYtqEuoarfzebezrK/knHCKkZwowOc43EsQSQFxc+Pnwf0z4t6XYWl9rWoaRJZ+YnmWuGEsUjRu8bqeCN8MLA9invXplFAGP4K8OaZ4Q8J6Z4Z0ZZVsNNt1gg8197kDux7knJPQc8ADitiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA8D+MH7Mvh/4hfFO08cz6/qdo0s8Z1W1DArJFHEFQQsADE2UXOSfvEjBHPvlcn8UfiL4S+GuhQ6x4u1L7HbzzrBCqRtJJIx67VXkgDJJ7AepAPk/x+/ad0X4ewaCPDWnW/ieXWbX7dHKLoxRR2+/arfdJbeVkA6Y25OelAH0JXzN/wUd/5Iho3/YyQf8ApNc1758P/E9j408F6T4q02KaK01O2W4jjmADoD1VsEjIORxXgf8AwUd/5Iho3/YyQf8ApNc0Aem/sr/8m8+Cv+wav/oTV6ZXmf7K/wDybz4K/wCwav8A6E1emUAeU/tGfGzRPg9oEE1xaPqet32f7P08Fo1kCkB3eTaQqqGHHJJIAGMsvV/Cjx7oPxJ8FWfijw/MzwTAJPEysGt5wql4myBkqWxkcHqCRVj4j+CfDvxB8KXHhnxRZfatPnZH+Vtrxupyrow5Vu2R1BIPBIrW0PStN0PR7XR9HsobGwtIhFb28K7UjUdABQAzxLo9l4h8OanoGoq7WWpWktncBG2sY5EKNg9jhjzXm/wF+BPhf4P3er3ei3+pahc6kQnm3jLmKFTlUwoAJyclsc4GAOc+sUUAfCX7R+h/F3xp+0Je6Z4U0LVYtwEaT2OnvYxvGpZUee5OBKNqZDs20ZKqAcg+Y/s8eN/i1pPxJs7HwRdanqV1ql8k97p8xeWG63su+WbIbaCCC03BA5zX6d1wngb4RfD/AME+LtW8VeG9AistT1Qt5rh2ZYgx3MsSk4jUtzheOgGAAAAdgup6a2rNpC6haHUkh89rQTL5wjyBvKZ3bckDOMZNfBfxS+P3xL+KnxPstF+E76tZWVrdhtLt7BCtxdMowZZj/cwWJVsIFPzg4JruPjh8IvFHhD4w6v8AHdvFinSLG6g1GMmby7tpTJHElnuK7EjOVj8xtyrGfmVsHPmXxBsvD3iH4SxfGv4a+HbjwXdWerXNlraxa9LJKZ5GgeJ0ZyC4w7ZVApBfPISgD778Df8ACSf8IhpX/CX/AGL+3/syfb/sefK83HO3P644znHGK2a80/Zm8fH4jfB/SdeutRW+1WIG01VxCIsXKAFgVAC8qyN8vHzdug9LoAKKKKACiiigAooooAKKKKACuE+L3wm8GfFS106DxdZXEx053e1lguGidN4Adcjgg7VPT+Ee+e7ooAyvCPh7SPCnhqw8OaFaLaabYQiG3iBJ2qO5J5JJJJJ5JJNeUftjeE/iJ4u+GMdn8PrybzIbnzNQ0+CQRS3sO04CvkZ2nny/4vqoDeyale2emadc6lqFzFa2dpC89xPK21Io1BZmY9gACSfauf8AAPxB8GePUvn8IeIbTVxYOsd15O4GMtnbkMAcHa2CODg4PBoA5/8AZs0Dxr4b+EOkaZ4+1SW+1lQz7JWDvaRH7kDSfxlR1J6Z2gkKCfSKKKACiiigAooooAKKKKACiiigAooooAKiu7iG0tZrq5kWKCFGkkduiqBkk/QCpaZPDFcQSQTxJLFIpSSN1DKykYIIPUEdqAPNPhJ8dPAPxQ8RajoXhW5vnu7GE3B+0W3lLNECimRMnOAzgYYA57YwT6dXmPwe+BngP4V63qWseF4L43d/CsBa7nEvkxAglIztBAZgrHJPKjGAMVzP7Yvgv4oeNPCOkWvw2v5R9munkv7CG6S2kucgCNhIxUYT58oWAO8HBKjAB7pXxn/wTL/5qD/3Df8A26r6j+EmleJdD+Gug6P4w1GHUdcs7RYbq5iLFXK5C5ZuWYLtBY/eIJ718uf8Ey/+ag/9w3/26oA+xobS1hup7qG2hjuLjb50qxgPLtGF3HqcDgZ6VNRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV4h8Wv2bfC3jnxk3jDT9b1bwvrM67buXTWAW4OMbyOoYjAJBwccjOSfb6KAPPvgn8IfCHwl0aex8NQ3E1zdkG8v7tw88+M7QSAAFGTgAD3ycmvQaKKACiiigAooooAKKKKACuM+O3/ACRDx5/2Leo/+k0ldnXGfHb/AJIh48/7FvUf/SaSgDxn/gnF/wAkQ1n/ALGSf/0mtq+jrOLUUvr6S6vLea1kdTaRJblHgUIAyu+8iTLAsCFXAOOcZr4A/Ze/aM0j4ReBL/w1qXhq+1J7nU3vkmt50UANFEm0hh28rOc9/bn6H+HP7WXgLxp4o0fwxbaB4mtNT1SdbdC8ELwo59WWTdt99tAH0HRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV4H+2V41+KfgvQNBn+GttdBbmeZdQvLewW6aHaE8pdrKwAbL84/hxnmvfKKAMbwJeavqHgfQb/wAQWv2TWLnTbea/g8sp5Vw0SmRNp5XDEjB6YrZoooAKKKKACiiigAooooAK8b+PP7QnhP4T63peh3dvLqup3M0T3ttA5VrO0YsDNnaVZ/l4iypI5JUYJ9krj/iL8M/A/wAQZNPm8WaBa6jNp06TW0rDDjawYxsR96NujI2VOemcEAG/4Y1zSvE3h+x1/Q7tbzTb+ETW04Rl3oehwwBH0IBFaNMghit4I4IIkiijUJHGihVVQMAADoAO1Y/ifxd4X8MXGnW/iLX9N0qbUpjDZJdXCxmdxjIUE84yoJ6Aso6kZANuiiigAooooAKKKKACvDP2xviF8RPh74Gsr/wHpe6OeV11DVvIE/8AZyjZsOwgqN5LDe4KjbjGWUj2O61zRbXW7TQ7rV9Pg1W9VntLKS5RZ51UEsUjJ3MAASSAcAGvnn9on9puP4cfEY+CU8G/2vbRQI2pPdS+UsyyqGCxDaQy7TgkjBOVxwSQC1b/AA+n/aP+B3hXVfiba3ugeIrZZGtLq2wpljcpmUwngCRY1OOMfeXCnFeZftVN4X+D/h7wV8NNP+H+k+ItLt4JbpL7XFkackzFnRJYGiIYtywztIKDbgCnL+3DqhtGB+HtitwH3Bjqj7WTcPlC+V97H8RbHHTtX1Tpnijwxrfw70Xx9ryWOk6bPa2+oRy6s8aLaGUKUJkf5VOWUBsjJIx1oA6XSWifSrR4LR7KJoEMdu8YjaFdowhUfdIHGO2K+b/+Cjv/ACRDRv8AsZIP/Sa5rd+Jmk/tG634tm1n4V/EXwzD4QvoIp9OjeOGQqvkoSQ5t33q7bmVgxGGHQV87/tTaP8AtB2Xw60m9+LPifStT0eTUwkVrapCskNz5cuxn8uFAcoJMYZgM84NAH1x+yv/AMm8+Cv+wav/AKE1emV8QfB3SP2sH+GWhSeCPEmmW/hx7bdp8Uy2jOkZYnBMkTN1z1Jr6J+E198ep/FNwnxL0bwfbaI8DPG+mSyedHKNgVQCzblIDk55yfvYAUgHq1FFFABRRRQAUUUUAVtW0+x1bTLnTNTtIbyyuomingmQMkiMMFWB6giuA8d/CnwTffBzU/Att4ea20dUe6htNMPly+cpLgodrfOWGOQ3XGCOK9IooA+Nv+CcXiTV4p/FPgG5010srZv7SMxiKtDcEpC0TkngkICBj+B+a+u9W1nSNINqNW1Wx083cwgthdXCRedIQSETcRubAJwOeKuqiKWZVUFzliB1OAMn8AB+FfOv7SHwHufjP8Q7G/t/EF3o8Wk2sVpcpcWbNBIjO8heBtwDSANhh04QZ4NAH0XXCfGX4r+EPhRo1pqXiq4uM3s3lWtraxiSebGN7KpIG1QwLEkYyBySAe7rz744/CTwv8XPD9rpfiH7RbzWcxltL212iaHOA6gsCNrADI9VU9QKAOu8L+INE8UaFba54e1O11PTbpd0VxbuGU+oPowPBU4IIIIBFadZPg/w5o3hLw3ZeH9BsYbKws4hHHHFGqZIHLttABZjyTjkkmtagAooooA+Wf2n/wBpWTw5q0/gL4ePex+Jre5EV3emwSZIzsO2KJHPzuXKAsVIAzgMcY9l/Z28Q+L/ABT8ItG1zxzpzWOtXAk8xWgMLSoJGCSGMgbNygHHQjDDAYAWbv4SfDm6+IEHj2bwraHxHDMJ0vFeRcyAYDsgYIzD1Kk556813FABRRRQBleMNEt/E3hLWPDd3LLDb6rYT2MskWN6JLGyErnIyAxxmvMf2d/gHo/wdvtYv7LXb3V7nUlWLdNEsaxRKSQMAnLEnk57DAHOfY6KACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqKK4t5ZpoIp4nlgIEqK4LRkjIDDtkEHntTp0aSCSNJnhZlKiRACyEjqNwIyOvII9q+G/D/wAGP2k/h38VNR8a+GIrTxBfLcSI11cahGBq0UnzMZEeRWwTtJVmBDKCpOA1AH3PXxn/AMEy/wDmoP8A3Df/AG6rrb/xZ+2bc2Nxbw/DLwlZyyxMiXENzAZISRgOoe8ZSw6jcrDI5BHFcl/wTL/5qD/3Df8A26oA+zKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK4z47f8kQ8ef8AYt6j/wCk0ldnXGfHb/kiHjz/ALFvUf8A0mkoA8Z/4Jxf8kQ1n/sZJ/8A0mtq+ma+Zv8AgnF/yRDWf+xkn/8ASa2r6ZoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAorB+Iq+In8A6+nhEqPEDadONNyyj/AEjYfLwW+UHdjG75c4zxmvNP2S9J+L+k+E9Vi+Ld1dSzyXavpyXl4tzcKhXLlnUthSSAqlsja3AGMgHtNFFcl8YfDOo+MPhtrPhvSb1LO9vYkWOSSR40bbIrmNmTLKrhShK8gMSKAOtrxD9oL9nTRfi94v0vxJeeI9Q0qe0tks54ooUkWaBXdwFzgo+ZG+Y7hjHy9z84337HfxesLS1uLHXvDt3cW77o4be+mRoTuyGRnjUdsnoc+tfZPwN0HxN4Y+E/h/QfGOorqGt2duyXMwkMnG9iibiMtsQome+3v1oAj+NHijV/AHwo1bxD4c0G416/0+3UQW5Z5NoyF82Xne6IDvbHJAOSoy685+yf8QvE3xM+FI8R+KrK3t7xb+W2ilgjKJcxoEIkCknHzM6HHGUP0r0rxTa6ne+GdVstFv10/VLiymisrtl3C3mZCEkI77WIOPavjf8AZJ+OMPhXxD4u8K/E3xVqxgEslzYzahcNdrbtD5z3KmX75ZwFIAXDsrYAZwGAPsPxb4l0HwlokmteJNVtdL0+NlRp7h9q7mOAPck9hR4R8S6D4t0KDXPDWq2uqadPnZPA+RkdVI6qw7g4I7ivkH43p43/AGhviJYW/wALtZuN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&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;strong&gt;Photometry in R and IR bands&lt;/strong&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Millis and Thompson do not provide data for R and IR bands, and to the knowledege of the author, no references are available in the litterature. However, one kind of data is available, which is the spectroscopic albedo of the moons. In particular, a good reference is found in two articles written by Belgacem and all [3] [4], for Europe and Ganymede, see figure 2 as example for Europe (data is from Calvin (1995)):&lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;data:image/png;base64, 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&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p&gt;Such albedo spectra can be sent into various softwares (ISIS, Rspec) and tranformed into colour spectra, wich are obtained by multiplying them with that of a G2V star. Then, the colour spectra are transformed into flux spectra using the V magnitude of the moon at the moment of the observation.&lt;/p&gt;
&lt;p&gt;If correctly done, flux spectra are reputed to be free from any bias and as a result, they can be used to calculate the magnitude of the object in any band, through again the equation of differential magnitude, tranforming the flux value into instrumental magnitude.&lt;/p&gt;
&lt;p&gt;This allows to calculate the magnitude of the galilean moons in any R and IR bands, using the magnitudes of the Sun as a reference, since they are accurately known, or directly from another reliable magnitude from the moon itself &amp;#8211; figure 3 (example):&lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;data:image/png;base64, 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&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;strong&gt;Results&lt;/strong&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Following Millis and Thompson, accurate/coherent B and V values have been found, but U was too high, whatever the moon used. The U value is taken from Alpy600 spectro-photometry (not described here). Following the flux method, precise values of Rc and Ic came out. z' is too low, but the author would like to discuss the reference. The albedo value for the CH4/890 band looks correct taking into account the width of the filter used (20 nm). A value for Y is proposed, that looks at least to fit the Karkokschka's spectrum from 1995. See figure 4 below.&lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;data:image/png;base64, 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&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;Circle: center of transmission, horizontal bar: FWHM, vertical bar is spread of the values, not the standard deviation.&lt;/em&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;strong&gt;References&lt;/strong&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Web pages of the author with a wider description of the method:&lt;/p&gt;
&lt;p&gt;http://www.astrosurf.com/pellier/galilean-photometry_UBV.html&lt;/p&gt;
&lt;p&gt;http://www.astrosurf.com/pellier/galilean-photometry_RIC.html&lt;/p&gt;
&lt;p&gt;http://www.astrosurf.com/pellier/galilean-photometry_discussion.html&lt;/p&gt;
&lt;p&gt;[1] Mallama A, Krobusek B, Pavlov H (2017) &amp;#8220;Comprehensive wide-band magnitudes and albedos for the planets, with applications to exo-planets and Planet Nine&amp;#8221;, Icarus, Vol 282, January 2017, pages 19-33.&lt;/p&gt;
&lt;p&gt;[2] Millis RL, Thompson DT (1975), &amp;#8220; UBV Photometry of the Galilean Satellites&amp;#8221;, Icarus, Vol 26, issue 4, December 1975, pages 408-419.&amp;#160;&lt;/p&gt;
&lt;p&gt;[3] Belgacem I, Schmidt F, Jonniaux G, &amp;#8220;Regional study of Europa's photometry&amp;#8221;, Icarus, Vol 338, March 2020, 113525.&amp;#160;&lt;/p&gt;
&lt;p&gt;[4] Belgacem I, Schmidt F, Jonniaux G, &amp;#8220;Regional study of Ganymede's photometry&amp;#8221;, Icarus, Vol 369, November 2021, 114631.&lt;/p&gt;