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Book Categories |
| Introduction | 1 | |
| The Mathematical Nature of Diffusion-Wave Fields | 1 | |
| The Fourier and Laplace Transformation Approaches | 4 | |
| The Green Function Method. Advantages, Properties, and Mathematical Preliminaries | 7 | |
| Uniqueness Theorems of Diffusion-Wave Field Functions | 13 | |
| Ch. 1 | Green Functions of One-Dimensional Thermal-Wave Fields | 22 |
| Fundamental Green Function Solutions. The Infinite Space Green Function | 23 | |
| Green Functions for the Semi-Infinite Solid | 26 | |
| Green Functions for a Medium of Thickness L | 36 | |
| Improper Green Functions for Domains with Interfaces | 47 | |
| Green Functions for Composite Solids I | 53 | |
| Green Functions for Composite Solids II | 59 | |
| Green Functions for Composite Solids III | 72 | |
| Green Functions for Composite Solids with a Spatially Impulsive TW Source Below the Uppermost Layer | 77 | |
| Ch. 2 | Thermal-Wave Fields in One Dimension | 85 |
| Ch. 3 | Green Functions in Three- and Two-Dimensional Cartesian Thermal-Wave Fields | 167 |
| Laterally Infinite Domains | 168 | |
| Laterally Finite Domains | 202 | |
| Two-dimensional Green Functions in Cartesian Coordinates | 225 | |
| Three-Dimensional Green Functions of Structures with Edges and Corners | 233 | |
| Ch. 4 | Cartesian Thermal-Wave Fields in Three and Two Dimensions | 245 |
| Ch. 5 | Green Functions of Thermal-Wave Fields in Cylindrical Coordinates | 313 |
| Laterally Infinite Domains | 314 | |
| Cylindrical Geometries with Finite Radii | 330 | |
| Cylindrical Sector and Wedge Geometries with Finite Radii | 395 | |
| Ch. 6 | Thermal-Wave Fields in Cylindrical Coordinates | 414 |
| Thermal-Wave Fields in Laterally Infinite Domains | 415 | |
| Thermal-Wave Fields in Cylindrical Geometries with Finite Radii | 447 | |
| Thermal-Wave Fields in Laterally Infinite Domains with Arbitrary Source Distributions | 475 | |
| Thermal-Wave Fields in Cylindrical Wedges and Edges | 481 | |
| Ch. 7 | Green Functions of Thermal-Wave Fields in Spherical Coordinates | 501 |
| Ch. 8 | Thermal-Wave Fields in Spherical Coordinates | 542 |
| Point Sources, Spherically Symmetric Source Distributions, and Azimuthally Symmetric Sources | 542 | |
| Spherically Symmetric Sources and Hollow Spheres | 570 | |
| Spherical Cones | 577 | |
| Ch. 9 | Carrier-Density-Wave Fields in Electronic Solids/Semiconductors | 584 |
| Carrier Transport Equations | 585 | |
| One-Dimensional Cartesian Geometries | 592 | |
| Three-Dimensional Cartesian Geometries | 609 | |
| Three-Dimensional Cylindrical Geometries | 626 | |
| Composite Electronic Solids | 643 | |
| Ch. 10 | Diffuse Photon Density Wave Fields in Turbid Media and Tissue | 662 |
| App | Special Mathematical Functions of Diffusion-Wave Fields | 709 |
| Subject Index | 733 |
| Price | Condition | Delivery | Seller | Action |
| $163.82 | Digital |
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Add Diffusion-Wave Fields: Mathematical Methods and Green Functions, Develops a unified mathematical framework for treating a wide variety of diffusion-related periodic phenomena in such areas as heat transfer, electrical conduction, and light scattering. Deriving and using Green functions in one and higher dimensions to p, Diffusion-Wave Fields: Mathematical Methods and Green Functions to the inventory that you are selling on WonderClubX
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Add Diffusion-Wave Fields: Mathematical Methods and Green Functions, Develops a unified mathematical framework for treating a wide variety of diffusion-related periodic phenomena in such areas as heat transfer, electrical conduction, and light scattering. Deriving and using Green functions in one and higher dimensions to p, Diffusion-Wave Fields: Mathematical Methods and Green Functions to your collection on WonderClub |