Required information A laser has a wavelength of 530 nm. A grating and a lens are used to split the beam into three parallel beams spaced 1.85 cm apart. What is the maximal value of the slit spacing so that the grating produces three and only three beams? Um

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Chapter1: Units, Trigonometry. And Vectors
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**Problem Statement**

A laser has a wavelength of 530 nm. A grating and a lens are used to split the beam into three parallel beams spaced 1.85 cm apart.

**Question**

What is the maximal value of the slit spacing so that the grating produces three and only three beams?

**Answer Box**

□ μm

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For educational purposes, this setup involves the use of a diffraction grating, which is an optical component with a pattern of parallel lines. The behavior of the laser light as it passes through the grating depends on the wavelength of the light and the spacing of the lines or slits on the grating.

To solve this problem, you would need to apply the diffraction grating formula, which can help determine the angles at which the beams will emerge, and relate this to the desired spacing of the beams.
Transcribed Image Text:**Problem Statement** A laser has a wavelength of 530 nm. A grating and a lens are used to split the beam into three parallel beams spaced 1.85 cm apart. **Question** What is the maximal value of the slit spacing so that the grating produces three and only three beams? **Answer Box** □ μm --- For educational purposes, this setup involves the use of a diffraction grating, which is an optical component with a pattern of parallel lines. The behavior of the laser light as it passes through the grating depends on the wavelength of the light and the spacing of the lines or slits on the grating. To solve this problem, you would need to apply the diffraction grating formula, which can help determine the angles at which the beams will emerge, and relate this to the desired spacing of the beams.
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