Singularities in physics and engineering : properties, methods, and applications / Paramasivam Senthilkumaran.
Material type:
Item type | Current library | Collection | Call number | Copy number | Status | Date due | Barcode |
---|---|---|---|---|---|---|---|
E-Books | MEF eKitap Kütüphanesi | IOP Science eBook - EBA | QC20.7.S54 S467 2018eb (Browse shelf (Opens below)) | Available | IOP_20210049 |
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QC20.7.E4 C566 2019eb Numerical calculation for physics laboratory projects using Microsoft EXCEL� / | QC20.7.F67 C564 2018eb Fourier transform and its applications using Microsoft EXCEL� / | QC20.7.L54 S384 2019eb Lectures on selected topics in mathematical physics : further applications of Lie theory / | QC20.7.S54 S467 2018eb Singularities in physics and engineering : properties, methods, and applications / | QC20.8 .E655 2019eb Investigative science learning environment : when learning physics mirrors doing physics / | QC24.5 .H656 2017eb vol. 3 Outside the research lab. Volume 3, Physics in sport / | QC24.5 .H656 2018 vol. 2 Outside the research lab. Volume 2, Physics in vintage and modern transport / |
"Version: 20181101"--Title page verso.
Includes bibliographical references.
1. Introduction -- 1.1. Singularity -- 1.2. Singularities in science and engineering -- 1.3. Acoustic vortex -- 1.4. Singularities in optics -- 1.5. Amplitude, phase and polarization -- 1.6. Brief historical account of optical phase singularitie
2. Topological features -- 2.1. Introduction -- 2.2. Wavefront shape -- 2.3. Amplitude and phase distribution of an optical vortex beam -- 2.4. Topological charge -- 2.5. Phase contours and zero crossings -- 2.6. Phase gradients of an optical vo
3. Generation and detection methods -- 3.1. Introduction -- 3.2. Generation -- 3.3. Detection
4. Propagation characteristics -- 4.1. Introduction -- 4.2. Wave equations and solutions -- 4.3. Slowly varying envelope approximation--paraxial Helmholtz equation -- 4.4. Gouy phase -- 4.5. Divergence of singular beams -- 4.6. Near core vortex
5. Internal energy flows -- 5.1. Energy flow -- 5.2. Internal energy flows -- 5.3. Visualizing internal energy flow -- 5.4. Focusing of singular beams--effect of aberrations -- 5.5. Experimental detection -- 5.6. Energy circulations in diffracti
6. Vortices in computational optics -- 6.1. Introduction -- 6.2. Diffused illumination in holography -- 6.3. Synthesized diffusers -- 6.4. Phase synthesis in computer generated holograms -- 6.5. Stagnation problem in IFTA -- 6.6. Solution to the
7. Angular momentum of light -- 7.1. Introduction -- 7.2. Linear momentum -- 7.3. Angular momentum -- 7.4. Orbital and spin angular momentum of light -- 7.5. Intrinsic and extrinsic angular momenta
8. Applications -- 8.1. Metrology -- 8.2. Collimation testing -- 8.3. Spiral interferometry -- 8.4. Spatial filtering -- 8.5. Focal plane intensity manipulation -- 8.6. STED microscopy -- 8.7. Optical trapping and tweezers -- 8.8. Optically driv
9. Polarization singularities -- 9.1. Polarization of light -- 9.2. Stokes parameters and Poincare sphere representation -- 9.3. Stokes fields -- 9.4. Ellipse field singularities -- 9.5. Vector field singularities -- 9.6. Stokes phase -- 9.7. To
Singularities are pervasive throughout nature and this book is one of the first to combine all aspects of singular optics and to give a detailed view of the subject. Singularities in Optical Physics and Engineering give a thorough introduction t
High level students and researchers--many of the topics covered have proven industrial applications. To name a few--spiral interferometry, robust beam engineering, optical tweezers, optical communications. All these and many more topics are cove
Also available in print.
Mode of access: World Wide Web.
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Professor P. Senthilkumaran is currently working as a Professor in the Physics Department, Indian Institute of Technology Delhi (IITDelhi). He was a senior project officer and received his PhD from IIT Madras in 1995. He is a recipient of the Yo
Title from PDF title page (viewed on December 14, 2018).