You are asked to analyze a Galilean Telescope consisting of a convex and a convex lens...
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You are asked to analyze a Galilean Telescope consisting of a convex and a convex lens using ray transfer matrices. A sketch belonging to the telescope of interest is provided in the figure presented below. Let the distance between the lenses be equal to the algebraic sum of their focal lengths. a i) iv) Write the ray vectors for two rays (a parallel ray and a ray making an angle of a with the optical axis, both incident to the objective lens). Write the ray transfer matrices corresponding to objective lens, light propagation between the objective lens and eyepiece lens, and eyepiece lens. Using the ray transfer matrices, determine the angle a' between two rays whose ray vectors you have written in part i. Calculate the magnification of this telescope. objective lens a O eyepiece lens You are asked to analyze a Galilean Telescope consisting of a convex and a convex lens using ray transfer matrices. A sketch belonging to the telescope of interest is provided in the figure presented below. Let the distance between the lenses be equal to the algebraic sum of their focal lengths. a i) iv) Write the ray vectors for two rays (a parallel ray and a ray making an angle of a with the optical axis, both incident to the objective lens). Write the ray transfer matrices corresponding to objective lens, light propagation between the objective lens and eyepiece lens, and eyepiece lens. Using the ray transfer matrices, determine the angle a' between two rays whose ray vectors you have written in part i. Calculate the magnification of this telescope. objective lens a O eyepiece lens
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Business Statistics for Contemporary Decision Making
ISBN: 978-0470910184
6th Edition
Authors: Ken Black
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