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Lens Assembly Structural Analysis (view source)
Revision as of 20:12, 22 April 2010
, 20:12, 22 April 2010→Aperture
The above equations can generate images magnified or offset beyond what the camera can resolve, as the camera lens assembly has a radius of 3.75 cm. To compensate for this and prevent resolution of an image larger than the camera can allow, we need to superimpose over our final offset and magnified image the effects of the lens assembly. At any given lens, the image will be at either its maximum or minimum magnification counting from the previous lens. These lenses can be generated by the equation
The above equations can generate images magnified or offset beyond what the camera can resolve, as the camera lens assembly has a radius of 3.75 cm. To compensate for this and prevent resolution of an image larger than the camera can allow, we need to superimpose over our final offset and magnified image the effects of the lens assembly. At any given lens, the image will be at either its maximum or minimum magnification counting from the previous lens. These lenses can be generated by the equation
<math>O = O_s -(M*O_c)</math>
<math>O = O_s -(M*O_c)\,</math>
where O is the O-coordinate for the given lens, <math>O_c</math> is the O-coordinate for the center of the image circle at this lens, and M is the magnification of the image at the given lens.
where O is the O-coordinate for the given lens, <math>O_c</math> is the O-coordinate for the center of the image circle at this lens, and M is the magnification of the image at the given lens.