A three-dimensional finite element solution of the scalar potential problem is described. The shape functions and exact solution matrices are derived algebraically for utmost economy in computation. The method of application to the heat flow problem in the stator cores of large generators is indicated.

Heat flow in the stator core of large turbine-generators, by the method of three-dimensional finite elements (part I: Analysis by scalar potential formulation)

To describe the moisture sorption process in a long, finite-width com posite laminate, the two-dimensional diffusion equation is solved using a finite element method. The solution which describes the time-varying moisture concentration profile in the solid, is then incorporated in the calculation of the elastic stress field induced by moisture swelling. Time- varying stress concentrations are found present near the free edge region. The moisture sorption history is shown to be important in the evaluation of the laminate's residual stress field.This is the concluding paper in a series of three by the authors, which study the hygrothermal and mechanical aspects of free-edge effects in composite laminates by means of elastic finite element analysis.

Stress Field Induced by Transient Moisture Sorption in Finite-Width Composite Laminates

An unconditionally stable, explicit algorithm for finite-element heat conduction analysis

On solving nonlinear transient heat transfer problems with random parameters

A comparison of the finite element and finite difference methods for the analysis of steady two dimensional heat conduction problems

A two- and three-dimensional, finite-element thermal-analysis program which handles conduction with internal heat generation, convection, radiation, specified flux, and specified temperature boundary conditions is presented. Elements used in the program are the triangle and tetrahedron for two- and three-dimensional analysis, respectively. The theory used in the program is developed, and several sample problems demonstrating the capability and reliability of the program are presented. A guide to using the program, description of the input cards, and program listing are included.

/pdf/finite-element-method-for-thermal-analysis-zt68yxr2si.pdf

Finite Element Method for Thermal Analysis

Lelio Orci, chairman of the Department of Morphology at the University of Geneva Medical School in Switzerland, was one of the most eminent morphologists of the last century, author of fundamental contributions to the study of microanatomy, especially regarding the ultrastructure of the endocrine pancreas and of the molecular mechanisms of cell secretion. In his work, Orci transformed EM-ultrastructure into a creative art form. The aim of this article is to demonstrate, through a few examples of the scientific work of this extraordinary scientist the reality of this assertion. 

Morphology and art in the work of Lelio Orci.

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Finite Element Method for Thermal Analysis

Morphology and art in the work of Lelio Orci.