Gaussian beam shaping lens design method based on partial differential equation solution
A partial differential equation, Gaussian beam technology, applied in the field of Gaussian beam shaping lens design, can solve problems such as time-consuming and ineffective guarantee, and achieve excellent shaping effect, short design time and high precision.
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[0038] The technical solutions of the present invention will be further described in detail below with reference to the drawings.
[0039] See figure 1 The first lens is a flat convex lens. The Gaussian light is first incident by the plane 1 and then refracted by the convex surface 2 to the convex surface 3. After refracting, it is a collimated parallel light exit. Since the last side is plane, it does not affect the results, after the results The collimator is uniform, that is, the optical strength does not change as the longitudinal position.
[0040] See figure 2 In this figure, the direction in which the light incident is incident is a Y-axis, and the vertical direction is an X-axis. The specific partial sub-component construct is as follows:
[0041] Snell law can be used on the surface 2:
[0042] n 1 sinθ 1 = N 2 sinθ 2
[0043] n 1 N 2 The refractive index and air refractive index of the lens, respectively, and θ 1 , Θ 2 The normal slope K1 can be represented by the surfa...
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