How Does a Narrow Slit Affect Laser Beam Divergence?

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SUMMARY

Placing a 0.1-inch slit in front of a laser beam with a 3-inch diameter and an initial divergence of 1 degree results in a minimal increase in divergence. The diffraction angle calculated for visible light at this slit width is approximately 0.01 degrees, which is significantly smaller than the original divergence. Therefore, the overall effect on the beam's divergence remains negligible for visible wavelengths.

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what is the effect of placing a slit of say one tenth of an inch infront of a laser beam (3 inch dia )with a divergence of say one degree upon the divergence of the emanating beam?(slit placed symmetrically along the beam axis) ? would the emanating beam also be of the same divergence ?
 
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The divergence angle would increase somewhat, but not appreciably in this case.

For visible light, a 0.1" slit creates a diffraction angle of approximately (550 nm)/(0.1") = 2 x 10-4 radians or 0.01 degrees (ballpark figure)

Since that's a lot smaller than the initial 1 degree divergence angle, the effect is pretty small for visible wavelengths.
 

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