A Dynamic Measuring Method of Two-Dimensional Distribution of Refractive Index
A refractive index distribution and dynamic measurement technology, which is applied in the direction of measuring devices, phase influence characteristic measurement, and material analysis, etc., can solve the problems of cumbersome data processing methods, small measurement range, and refractive index distribution, etc., to achieve a wide range of refractive index, The effect of simple data processing method and simple structure
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[0028] Embodiment: The optical path of a dynamic measurement method of a two-dimensional distribution of refractive index designed by the present invention is as follows figure 1 As shown, it includes: semiconductor pumped solid-state laser 1, fiber coupler 2, first optical fiber 3, optical fiber beam splitter 4, second optical fiber 5, third optical fiber 6, first collimating lens 7, second collimating lens 8. A first half-wave plate 9, a second half-wave plate 10, a rectangular prism 11, a mirror 12, a dichroic prism 13, an image acquisition device 14, and a sample 15.
[0029] The workflow of the dynamic measurement method for the two-dimensional distribution of the refractive index is as follows:
[0030] Step 1: A beam of horizontally or vertically polarized parallel light is incident from one right-angled side of a right-angled prism, and then undergoes total internal reflection at the interface between the hypotenuse of the prism and the air at an incident angle θ, and ...
specific Embodiment
[0048] The linearly polarized light emitted by the semiconductor pumped solid-state laser 1 (wavelength is 532nm) is coupled into the first optical fiber 3 through the fiber coupler 2, and the optical fiber beam splitter 4 is arranged at the end of the first optical fiber 3, which can split the light beam into the first light beam and the second light beam; wherein the first light beam becomes the parallel light of horizontal polarization after the first collimating lens 7, the first half-wave plate 9, and it enters the rectangular prism 11 (K9 glass, n as the object light wave with 45°) 1 =1.5195) and total internal reflection (θ=72.7332°) takes place at the center of its hypotenuse surface, then it is reflected by reflector 12 and reaches dichroic prism 13, and the hypotenuse surface of rectangular prism 11 goes up along the horizontal direction and It is adjusted to a certain height to ensure that the outgoing beam is coaxial with the incident beam; the second beam passes th...
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