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Preface to the Second Edition | |
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Preface to the First Edition | |
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A Special Tribute to Rudolf Kingslake | |
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The Work of the Lens Designer | |
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Relations Between Designer and Factory | |
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The Design Procedure | |
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Optical Materials | |
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Interpolation of Refractive Indices | |
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Lens Types to be Considered | |
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Meridional Ray Tracing | |
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Introduction | |
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Graphical Ray Tracing | |
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Trigonometrical Ray Tracing at a Spherical Surface | |
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Some Useful Relations | |
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Cemented Doublet Objective | |
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Ray Tracing at a Tilted Surface | |
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Ray Tracing at an Aspheric Surface | |
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Paraxial Rays and First-Order Optics | |
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Tracing a Paraxial Ray | |
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Magnification and the Lagrange Theorem | |
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The Gaussian Optics of a Lens System | |
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First-Order Layout of an Optical System | |
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Thin-Lens Layout of Zoom Systems | |
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Aberration Theory | |
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Introduction | |
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Symmetrical Optical Systems | |
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Aberration Determination Using Ray Trace Data | |
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Calculation of Seidel Aberration Coefficients | |
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Chromatic Aberration | |
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Introduction | |
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Spherochromatism of a Cemented Doublet | |
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Contribution of a Single Surface to the Primary Chromatic Aberration | |
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Contribution of a Thin Element in a System to the Paraxial Chromatic Aberration | |
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Paraxial Secondary Spectrum | |
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Predesign of a Thin Three-Lens Apochromat | |
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The Separated Thin-Lens Achromatic (Dialyte) | |
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Chromatic Aberration Tolerances | |
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Chromatic Aberration at Finite Aperture | |
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Spherical Aberration | |
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Surface Contribution Formulas | |
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Zonal Spherical Aberration | |
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Primary Spherical Aberration | |
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The Image Displacement Caused by a Plano parallel Plate | |
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Spherical Aberration Tolerances | |
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Design of a Spherically Corrected Achromat | |
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The Four-Ray Method | |
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A Thin-Lens Predesign | |
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Correction of Zonal Spherical Aberration | |
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Design of an Apochromatic Objective | |
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Oblique Beams | |
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Passage of an Oblique Beam through a Spherical Surface | |
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Tracing Oblique Meridional Rays | |
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Tracing a Skew Ray | |
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Graphical Representation of Skew-Ray Aberrations | |
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Ray Distribution from a Single Zone of a Lens | |
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Coma and the Sine Condition | |
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The Optical Sine Theorem | |
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The Abbe Sine Condition | |
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Offense Against the Sine Condition | |
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Illustration of Comatic Error | |
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Design of Aplanatic Objectives | |
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Broken-Contact Type | |
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Parallel Air-Space Type | |
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An Aplanatic Cemented Doublet | |
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A Triple Cemented Aplanat | |
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An Aplanat with a Buried Achromatizing Surface | |
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The Matching Principle | |
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The Oblique Aberrations | |
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Astigmatism and the Coddington Equations | |
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The Petzval Theorem | |
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Illustration of Astigmatic Error | |
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Distortion | |
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Lateral Color | |
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The Symmetrical Principle | |
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Computation of the Seidel Aberrations | |
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Lenses in Which Stop Position Is a Degree of Freedom | |
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The H′ - L Plot | |
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Simple Landscape Lenses | |
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A Periscopic Lens | |
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Achromatic Landscape Lenses | |
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Achromatic Double Lenses | |
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Symmetrical Double Anastigmats with Fixed Stop | |
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The Design of a Dagor Lens | |
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The Design of an Air-Spaced Dialyte Lens | |
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A Double-Gauss-Type Lens | |
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Double-Gauss Lens with Cemented Triplets | |
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Double-Gauss Lens with Air-spaced Negative Doublets | |
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Unsymmetrical Photographic Objectives | |
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The Petzval Portrait Lens | |
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The Design of a Telephoto Lens | |
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Lenses to Change Magnification | |
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The Protar Lens | |
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Design of a Tessar Lens | |
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The Cooke Triplet Lens | |
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Mirror and Catadioptric Systems | |
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Comparison of Mirrors and Lenses | |
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Ray Tracing a Mirror System | |
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Single-Mirror Systems | |
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Single-Mirror Catadioptric Systems | |
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Two-Mirror Systems | |
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Multiple-Mirror Zoom Systems | |
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Summary | |
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Eyepiece Design | |
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Design of a Military-Type Eyepiece | |
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Design of an Erfle Eyepiece | |
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Design of a Galilean Viewfinder | |
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Automatic Lens Improvement Programs | |
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Finding a Lens Design Solution | |
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Optimization Principles | |
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Weights and Balancing Aberrations | |
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Control of Boundary Conditions | |
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Tolerances | |
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Program Limitations | |
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Lens Design Computing Development | |
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Programs and Books Useful for Automatic Lens Design | |
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Appendix: A Selected Bibliography of Writings | |
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Index | |