{"id":1744,"date":"2012-08-10T00:00:00","date_gmt":"2012-08-10T00:00:00","guid":{"rendered":"https:\/\/www.geoptik.com\/?product=flat-field-generator"},"modified":"2026-02-15T19:54:05","modified_gmt":"2026-02-15T19:54:05","slug":"flat-field-generator-2","status":"publish","type":"product","link":"https:\/\/www.geoptik.com\/en\/prodotto\/flat-field-generator-2\/","title":{"rendered":"Flat Field generator"},"content":{"rendered":"<p><img loading=\"lazy\" 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\" alt=\"\" width=\"479\" height=\"57\" \/><\/p>\n<p><img loading=\"lazy\" src=\"http:\/\/www.geoptik.com\/image\/data\/Strumenti misura\/New led.jpg\" alt=\"\" width=\"485\" height=\"69\" \/><\/p>\n<p style=\"font-size: 14px; line-height: 21px;\"><span style=\"font-size: 12px;\"><span style=\"font-family: verdana,geneva,sans-serif;\">Image calibration is a very important first step in the processing of an astronomical image.<br \/>\nLight Frames&#8217; are images (or a video) of a celestial object captured by the CCD.<br \/>\nEach pixel in the images will have a numeric value that includes the influences of:<\/span><\/span><\/p>\n<ul>\n<li style=\"font-size: 14px;\"><span style=\"font-size: 12px;\"><span style=\"font-family: verdana,geneva,sans-serif;\">Light from the celestial objects in the field of view.<\/span><\/span><\/li>\n<li style=\"font-size: 14px;\"><span style=\"font-size: 12px;\"><span style=\"font-family: verdana,geneva,sans-serif;\">The various types of noise generated by the CCD.<\/span><\/span><\/li>\n<li style=\"font-size: 14px;\"><span style=\"font-size: 12px;\"><span style=\"font-family: verdana,geneva,sans-serif;\">Defects in the optical system.<\/span><\/span><\/li>\n<li style=\"font-size: 14px;\"><span style=\"font-size: 12px;\"><span style=\"font-family: verdana,geneva,sans-serif;\">CCD inhomogeneities (pixels more or less sensitive to light)<\/span><\/span><\/li>\n<li style=\"font-size: 14px;\"><span style=\"font-size: 12px;\"><span style=\"font-family: verdana,geneva,sans-serif;\">Optical vignetting (image is darker away from the centre)<\/span><\/span><\/li>\n<li style=\"font-size: 14px;\"><span style=\"font-size: 12px;\"><span style=\"font-family: verdana,geneva,sans-serif;\">Dust on the CCD window (seen as &#8216;donut&#8217; shaped spots on the image)<\/span><\/span><\/li>\n<li style=\"font-size: 14px;\"><span style=\"font-size: 12px;\"><span style=\"font-family: verdana,geneva,sans-serif;\">Internal reflections<\/span><\/span><\/li>\n<\/ul>\n<p><span style=\"font-size: 12px;\"><span style=\"font-family: verdana,geneva,sans-serif;\">With calibration we will try to remove as much as possible of the Bias and Dark Current from each Light Frame.<br \/>\nAlso, we will try to remove the effects of certain types of optical defect.<br \/>\n<span id=\"result_box\" lang=\"en\"><span class=\"hps alt-edited\">It has<\/span> <span class=\"hps\">a rheostat<\/span> <span class=\"hps\">for adjusting<\/span> <span class=\"hps\">the light intensity<\/span>.<br \/>\n<span class=\"hps\">Powered by 12 V;\u00a0 Cigarette lighter cable<\/span> <span class=\"hps\">included<\/span>.<br \/>\n<span id=\"result_box\" lang=\"en\"><span class=\"hps\">With its three<\/span> <span class=\"hps\">plastic screws<\/span> <span class=\"hps\">you can<\/span> <span class=\"hps alt-edited\">fix<\/span> <span class=\"hps\">to<\/span> <span class=\"hps\">telescopes<\/span> <span class=\"hps\">with<\/span> <span class=\"hps\">diameters from<\/span> <span class=\"hps\">110<\/span> <span class=\"hps\">to 164<\/span> <span class=\"hps\">mm<\/span><\/span><\/span><\/span><\/span><\/p>\n<p><img loading=\"lazy\" src=\"http:\/\/www.geoptik.com\/image\/data\/Strumenti misura\/Flat field frame.jpg\" alt=\"\" width=\"505\" height=\"385\" \/><\/p>\n<p><img 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