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Preparatory School to the Winter College on Optics: Advanced Optical Techniques for Bio-imaging Principles of Microscopy I: Point Spread Function and Resolution Humberto Cabrera Venezuelan Institute for Scientific Research International Centre


  1. Preparatory School to the Winter College on Optics: Advanced Optical Techniques for Bio-imaging Principles of Microscopy I: Point Spread Function and Resolution Humberto Cabrera Venezuelan Institute for Scientific Research International Centre for Theoretical Physics

  2. Wave optics view of the effect of the microscope lenses

  3. Wave optics view of the effect of the microscope lenses For a point object in a focal plane, what is the distribution of light at and near image plane (PSF)?

  4. Huygens wavelet approach • Each of the infinite points in the emerging wavefront acts like a point source • Each point emits a wavelet • All wavelets from the same wave front are mutually coherents • That is, they oscillate synchrony • Therefore, they interfere wich each other in a predictable way

  5. Interference of wavelets

  6. Effect of two wavelets

  7. Interference from two wavelets

  8. Numerical aperture and resolution

  9. Numerical aperture and Resolution

  10. Numerical aperture and Resolution

  11. Wavelength and Resolution

  12. Effect of multiple wavelets

  13. Effect of three wavelets

  14. Effect of five wavelets

  15. Effect of nine wavelets

  16. Effect of all the wavelets: the PSF

  17. Effect of the numerical aperture on fringes

  18. PSF is smaller for shorter wavelength light

  19. Effect of multiple wavelets: Airy discs

  20. Airy discs parameters

  21. PSF light distribution near the image plane (xy and xz)

  22. Numerical aperture´s influence on PSF: bigger effect on axial than lateral spread

  23. Resolution in the light microscope

  24. Rayleigh criterion (lateral and depht)

  25. The higher the NA the smaller the Rayleigh criterion and the better the resolution Low NA Medium NA High NA

  26. Resolution limit

  27. Resolution: the sampling theorem

  28. Resolution: the sampling theorem

  29. Resolution limit: the sampling theorem

  30. Thanks

  31. I would like to thank Professor Jeff Lichtman (Harvard University) (iBiology.org microscopy course and educator resources) for his useful figures, lectures and remarks which we used for the preparation of the lecture

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