Programming Finite Elements in Java™ - Tapa dura

Acerca del autor

Gennadiy Nikishkov got his PhD and DSci degrees from the Moscow Engineering Physics Institute (Technical University) in computational mechanics. He held a professorship at the Moscow Engineering Physics Institute. He also had visiting positions at Georgia Institute of Technology (USA), Karlsruhe Research Center (Germany), RIKEN Institute of Physical, Chemical Research (Japan) and GKSS Research Center (Germany) and University of California at Los Angeles (USA). Currently Gennadiy Nikishkov is a Professor at the University of Aizu (Japan). His activities and research interests include computational mechanics, computational fracture mechanics, computational nanomechanics, development of finite element and boundary element codes, scientific visualization and computer graphics. For many years he taught courses on computational modeling using the finite element method.

De la contraportada

The finite element method (FEM) is a computational technique for solving problems which are described by partial differential equations or which can be formulated as functional minimization. The FEM is commonly used in the design and development of products, especially where structural analysis is involved. The simple object model of the Java programming language lends itself to efficient implementation of FEM analysis.

Programming Finite Elements in Java teaches the reader FEM algorithms and their programming in Java through a single finite element Java program. The compact, simple code makes it straightforward to understand the algorithms and their implementation, thereby encouraging developers to extend the code to their own tasks. All of the main aspects of finite element techniques are considered:

finite element solution;

generation of finite element meshes; and

visualization of finite element models and results with Java 3D.

The step-by-step presentation includes algorithm programming and code explanation at each point. Problems and exercises are provided for each chapter, with Java source code and problem data sets available from http://extras.springer.com/2010/978-1-84882-971-8.

Graduate students using the FEM will find the simple but detailed object-oriented programming methods presented in this textbook to be of great assistance in understanding the FEM, including mesh generation and visualization. Programming Finite Elements in Java will also be of interest to senior undergraduates doing special studies encompassing the FEM. Researchers and practicing engineers already familiar with the FEM but seeking an alternative approach will find this book readily suited to self study.