How Do Polygonal Mirrors Affect Scan Systems Without Lenses?

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SUMMARY

The discussion focuses on the use of a 6-facet polygonal mirror in a scan system designed without lenses. Key formulas discussed include the scan angle, the distance between the polygon and the scan plane, and the total length of the scan line. Phil Hobbs' book "Building Electro-Optical Systems" is recommended for geometric treatment of the problem, noting that a 6-facet mirror provides a total angular scan of 4π/6. The conversation also highlights the importance of f-θ lenses for converting constant angular velocity scans to constant linear velocity scans.

PREREQUISITES
  • Understanding of polygonal mirror mechanics
  • Familiarity with optical design principles
  • Knowledge of angular velocity and linear velocity concepts
  • Basic grasp of geometric optics
NEXT STEPS
  • Research the geometric principles in "Building Electro-Optical Systems" by Phil Hobbs
  • Explore the use of f-θ lenses in optical systems
  • Study the calculations for scan angle and distance in polygonal mirror systems
  • Investigate the effects of facet count on scan performance
USEFUL FOR

Optical engineers, system designers, and researchers involved in developing scan systems without lenses will benefit from this discussion.

anita1984
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Hello Forum , i have a Polygonal mirror with 6 facets of mirrors , i am working in a project for a scan system without lens . I would like to ask you about a document or books to find the formulas of : Scan Angle,The distance between the polygon and the scan plane in a system without a scan lens,The total length of the scan line in the scan plane.
Thank you in advance,
Anita
 
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I don't know of a succinct reference- maybe there's an optical design book in a library near you with a relevant chapter. All I have is a few sections in "Building Electro-Optical Systems", by Phil Hobbs.

He treats the problem purely geometrically- a 6-facet mirror gives a total angular scan of 4*pi/6, and the beam scans at constant angular frequency.

Moreover, he notes that becasue the rotation axis does not pass through a surface, the scanned beam translates as well as pivots during a line. So-called f-[tex]\theta[/tex] lenses are used to convert constant angular velocity scans to constant linear velocity scans by use of distortion.
 

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