Applied Prismatic and Reflective Optics by Dennis F. Vanderwerf PDF

By Dennis F. Vanderwerf

ISBN-10: 081948332X

ISBN-13: 9780819483324

From the early floor and polished prism aspects of glass lighthouse Fresnel lenses to trendy microreplicated versatile Fresnel lenses for sun concentrators, new functions of prismatic optical parts for gentle keep an eye on are always being built. moreover, thoughts using unmarried and compound prismatic and reflective optical elements are rising within the fields of metrology, polarization keep watch over, projection structures, illumination, and show lights, between others. state of the art multilayer optical coatings have enabled novel prism and reflector geometries to be constructed for particular capabilities. The recommendations and examples provided during this publication should still offer an outstanding heritage to investigate, evaluation, and comprehend prismatic and reflector purposes defined within the literature. the fabric during this booklet may possibly motivate readers themselves to create novel and important units using prismatic and reflective optical components.


- Preface - advent and historical past - normal Prisms and Reflectors - Polarization homes of Prisms and Reflectors - really good Prism kinds - Prism and reflect procedure layout, research, and Fabrication - a variety of Prism purposes - Projection screens - Microprismatic Arrays - Fresnel Lenses - Afterword - Index

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Extra info for Applied Prismatic and Reflective Optics

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2 shows some relevant values for a prism constructed of BK7 glass. 2 Sample parameters for Abbe constant deviation dispersing prism. dev = 90 deg. As in Fig. 4, it is a four-sided prism ABCD, where α = 75 deg, and β = 90 deg. The CD face is inactive, typically with 60 deg ≤ γ ≤ 90 deg. In this case, γ = 60 deg, yielding 135 deg for the fourth angle. The basic ray-trace equations to calculate the deviation angle are sin I1 , nλ I2 = α − I1 = I2 , I3 = I2 − 90 deg + α, I3 = arcsin(nλ sin I3 ), δλ = 90 deg − I1 + I3 .

9(b) illustrates a double Porro prism with shaped corners and beveled edges to reduce the weight and increase compactness. Shaping and beveling, along with tolerancing, is an integral part of prism design and fabrication. This shaped and beveled form of the Porro prism is used in binoculars to erect the image formed by the objective, where it is called a Type I Porro. Another type of double Porro prism system is shown in Fig. 10, which is a modification of the Type I system by Abbe. Here, it is shown as a construction from three right-angle prisms.

15 (a) Viewed image is undeviated, erect, and unreadable. (b) Viewed image is displaced, rotated 180 deg, and readable. (c) Viewed image is displaced, deviated 90 deg, erect, and readable. (d) Viewed image is deviated by angles α and β, erect, and readable. coordinates using matrices. 59) where i = 1, 2, 3, . . , P is the perpendicular distance from surface i to the origin, and ρ is defined as in Eq. 53). Computation of the coordinate matrix C for a surface requires knowledge of the preceding surface coordinates and the direction cosines of the incident ray.

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Applied Prismatic and Reflective Optics by Dennis F. Vanderwerf

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