The book teaches engineers many new things about a classical topic which suddenly is again in the center of interest because of its relevance for finite element analysis, for the accuracy of computational methods.
It shows that influence functions play a fundamental role in the finite element analysis of structures and practically all of linear computational mechanics. It also strives to add new and important insights into modern structural analysis and into computational mechanics by establishing the central role of influence functions for the numerical analysis and to lay a new foundation to the energy and variational principles.

Explains how influence functions can be computed with finite elements Shows that finite element programs use influence functions to calculate the results Shows how the error in the influence functions affects finite element results Includes supplementary material: sn.pub/extras

Autorentext
Friedel Hartmann has been Professor for Civil Engineering at the University of Kassel, Germany. He is author of Greens' Functions and Finite Elements and Structural Analysis with Finite Elements, both published by Springer.

Inhalt
Basics.- Betti's theorem.- Finite elements.- Betti extended.- Stiffness changes and reanalysis.- Singularities.- Energy principles of plates and slabs and supplements.- References.