Since its publication more than 15 years ago Heat Conduction Using Greenâs Functions has become the consummate heat conduction treatise from the perspective of Greenâs functionsâand the newly revised Second Edition is poised to take its place. Based on the authorsâ own research and classroom experience with the material this book organizes the solution of heat conduction and diffusion problems through the use of Greenâs functions making these valuable principles more accessible. As in the first edition this book applies extensive tables of Greenâs functions and related integrals and all chapters have been updated and revised for the second edition many extensively. Details how to access the accompanying Greenâs Function Library site a useful web-searchable collection of GFs based on the appendices in this book The book reflects the authorsâ conviction that although Greenâs functions were discovered in the nineteenth century they remain directly relevant to 21st-century engineers and scientists. It chronicles the authorsâ continued search for new GFs and novel ways to apply them to heat conduction. New features of this latest editionâ Expands the introduction to Greenâs functions both steady and unsteady Adds a section on the Dirac Delta Function Includes a discussion of the eigenfunction expansion method as well as sections on the convergence speed of series solutions and the importance of alternate GF Adds a section on intrinsic verification an important new tool for obtaining correct numerical values from analytical solutions A main goal of the first edition was to make GFs more accessible. To facilitate this objective one of the authors has created a companion Internet site called the Greenâs Function Library a web-searchable collection of GFs. Based on the appendices in this book this library is organized by differential equation geometry and boundary condition. Each GF is also identified and cataloged according to a GF numbering system. The library also contains explanatory material references and links to related sites all of which supplement the value of Heat Conduction Using Greenâs Functions Second Edition as a powerful tool for understanding. . Language: English