Springer Optical Sciences

By: Min Gu

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Hardcover | 17 September 1999

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Hardcover
232 Pages

Dimensions(cm)
24.77 x 15.88 x 1.27

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Optical microscopy and associated technologies have advanced rapidly along with laser technology. These techniques have stimulated further development of the optical imaging theory, including 3-dimensional microscopy imaging theory, the theory of imaging with ultrashort pulsed beam illumination and the aberration theory for high numerical-aperture objectives. This book introduces these new theories in modern optical microscopy, providing comparisons with classical imaging as appropriate.

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Introduction	p. 1
Diffraction Theory	p. 7
Huygens-Fresnel Principle	p. 7
Kirchhoff Scalar Diffraction Theory	p. 11
Rayleigh-Sommerfield Diffraction Theory	p. 15
Paraxial Approximation	p. 19
Fresnel Diffraction by Different Apertures	p. 22
Point Spread Function Analysis	p. 37
Transmittance of a Single Lens	p. 37
Diffraction by a Lens	p. 40
Coherent Image Formation	p. 50
Space-Invariant Property	p. 62
Incoherent Image Formation	p. 67
Transfer Function Analysis	p. 71
Introduction to Transfer Functions	p. 71
Coherent Transfer Function	p. 76
Optical Transfer Function	p. 79
Projections and Sections of Three-Dimensional Transfer Functions	p. 86
In-Focus and On-Axis Transfer Functions	p. 90
Comparison between Coherent and Incoherent Imaging	p. 95
Principle of Spatial Filtering and Applications	p. 97
Imaging with an Ultrashort Pulsed Beam	p. 109
Generation of an Ultrashort Pulsed Beam	p. 109
Temporal and Spectral Distributions of an Ultrashort Pulsed Beam	p. 112
Diffraction under Pulsed Beam Illumination	p. 115
Effect of Material Dispersion on Lens Transmittance	p. 124
Point Spread Function for a Thin Lens	p. 126
Transfer Functions for a Thin Lens	p. 133
Imaging with a High Numerical-Aperture Objective	p. 143
Effects of a High Numerical-Aperture Objective	p. 143
Debye Theory	p. 145
Apodization Functions	p. 151
Transfer Functions	p. 157
Vectorial Debye Theory	p. 163
Vectorial Point Spread Function through Dielectric Interfaces	p. 169
Imaging with Aberration	p. 177
Diffraction Integral with Aberration	p. 177
Expansion of Aberration Functions	p. 181
Primary Aberrations	p. 182
Tolerance Conditions for Primary Aberrations	p. 190
Aberration Caused by Refractive-Index Mismatch	p. 192
Table of Contents provided by Blackwell. All Rights Reserved.

Springer Optical Sciences

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Hardcover

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