W. E. Haisler

发表

The static nonlinear analysis of shells of revolution (SNASOR II)

J. A. Stricklin, W. E. Haisler, 1974 .

Large deflection elastic--plastic dynamic response of stiffened shells of revolution. Final report

J. A. Stricklin, W. A. von Riesemann, W. E. Haisler, 1972 .

Static Nonlinear Analysis of Shells of Revolution - Users Manual

J. A. Stricklin, W. E. Haisler, 1968 .

Dynamic nonlinear analysis of shells of revolution (DYNASOR II)

J. R. Tillerson, W. E. Haisler, 1974 .

Nonlinear dynamic analysis of shells of revolution by matrix displacement method

J. R. Tillerson, J. A. Stricklin, W. E. Haisler, 1970 .

DYNAPLAS: a finite element program for the dynamic, large deflection, elastic-plastic analysis of stiffened shells of revolution

J. A. Stricklin, W. A. von Riesemann, W. E. Haisler, 1972 .

Development and Evaluation of Solution Procedures for Geometrically Nonlinear Structural Analysis

J. A. Stricklin, W. E. Haisler, Frederick J. Stebbins, 1972 .

Introduction to aerospace structural analysis

W. E. Haisler, David H. Allen, 1985 .

DYNASOR 2 - A finite element program for the dynamic nonlinear analysis of shells of revolution

J. R. Tillerson, W. E. Haisler, 1970 .

A nonlinear higher order shear deformation shell element for dynamic explicit analysis: part II. performance validation through standard tests

N. Chandrasekaran, W. E. Haisler, R. E. Goforth, 1987 .

Nonlinear structural analysis

W. E. Haisler, 1980 .

Stiffness and mass matrices for shells of revolution (SAMMSOR II)

J. R. Tillerson, W. E. Haisler, 1974 .

A THEORY FOR ANALYSIS OF THERMOPLASTIC MATERIALS

W. E. Haisler, David H. Allen, W. Haisler, 1981 .

Integrated research in constitutive modelling at elevated temperatures, part 1

W. E. Haisler, D. H. Allen, 1986 .

NONLINEAR DYNAMIC ANALYSIS OF SHELLS OF REVOLUTION BY MATRIX DISPLACEMENT METHOD. Report 69-77.

J. R. Tillerson, J. A. Stricklin, W. E. Haisler, 1970 .

Development of a moderately sized finite element program for nonlinear structural analysis

W. E. Haisler, 1977 .

Evaluation of Solution Procedures for Material and/or Geometrically Nonlinear Structural Analysis

J. A. Stricklin, W. E. Haisler, Walter A. Von Riesemann, 1973 .

Frequencies and modes for shells of revolution (FAMSOR)

W. E. Haisler, L. B. Mcwhorter, 1974 .

Numerical considerations in the development and implementation of constitutive models

W. E. Haisler, P. K. Imbrie, 1985 .

DYNASOR II: A FINITE ELEMENT PROGRAM FOR THE DYNAMIC NONLINEAR ANALYSIS OF SHELLS OF REVOLUTION (USER'S MANUAL).

J. R. Tillerson, W. E. Haisler, 1971 .

SAMMSOR 2 - A finite element program to determine Stiffness And Mass Matrices of Shells Of Revolution

J. R. Tillerson, W. E. Haisler, 1970 .

THERMOPLASTIC ANALYSIS USING THE FINITE ELEMENT CODE AGGIE I.

W. E. Haisler, David H. Allen, W. Haisler, 1979 .

An efficient and accurate alternative to subincrementation for elastic-plastic analysis by the finite element method

W. E. Haisler, D. H. Allen, W. Haisler, 1985 .

Nonlinear analysis of shells of revolution by the matrix displacement method.

J. A. Stricklin, W. E. Haisler, Frederick J. Stebbins, 1968 .

A COMPARISON OF CURRENT WORK-HARDENING MODELS USED IN THE ANALYSIS OF PLASTIC DEFORMATIONS

J. A. Stricklin, W. E. Haisler, Barry Hunsaker, 1973 .

Geometrically nonlinear structural analysis by direct stiffness method

J. A. Stricklin, W. E. Haisler, Walter A. Von Riesemann, 1971 .

Computation and solution procedures for non-linear analysis by combined finite element — finite difference methods

J. A. Stricklin, W. E. Haisler, Walter A. Von Riesemann, 1972 .

Static geometric and material nonlinear analysis.

J. R. Tillerson, J. A. Stricklin, W. E. Haisler, 1972 .

Rigid-body displacements of curved elements in the analysis of shells by the matrix- displacement method.

J. A. Stricklin, W. E. Haisler, W. Haisler, 1967 .

AN INCREMENTAL FORM OF THE SINGLE-INTEGRAL NONLINEAR VISCOELASTIC THEORY FOR ELASTIC-PLASTIC-CREEP FINITE ELEMENT ANALYSIS

W. E. Haisler, Duane R. Sanders, 1979 .

The Prediction of Response of Solids to Thermal Loading Using the Finite Element Code AGGIE I.

W. E. Haisler, David H. Allen, 1980 .

Comments on nonlinear transient structural analysis

J. A. Stricklin, W. A. von Riesemann, W. E. Haisler, 1975 .

Elastic-Plastic-Creep-Large Strain Analysis at Elevated Temperature by the Finite Element Method.

W. E. Haisler, W. Haisler, Duane R. Sanders, 1979 .

THE APPLICATION OF THERMAL AND CREEP EFFECTS TO THE COMBINED ISOTROPIC-KINEMATIC HARDENING MODEL FOR INELASTIC STRUCTURAL ANALYSIS BY THE FINITE ELEMENT METHOD

W. E. Haisler, David H. Allen, 1979 .

A finite element solution method for contact problems with friction

W. E. Haisler, R. E. Goforth, N. Chandrasekaran, 1987 .

Displacement incrementation in non-linear structural analysis by the self-correcting method

J. A. Stricklin, W. E. Haisler, John E. Key, 1977 .

Formulations and solution procedures for nonlinear structural analysis

J. A. Stricklin, W. E. Haisler, W. Haisler, 1977 .

FORMULATION, COMPUTATION, AND SOLUTION PROCEDURES FOR MATERIAL AND/OR GEOMETRIC NONLINEAR STRUCTURAL ANALYSIS BY THE FINITE ELEMENT METHOD.

J. A. Stricklin, W. A. von Riesemann, W. E. Haisler, 1972 .

Development and evaluation of solution procedures for geometrically nonlinear structural analysis by the direct stiffness method

J. A. Stricklin, W. E. Haisler, Frederick J. Stebbins, 1971 .

NONLINEAR DYNAMIC ANALYSIS OF SHELLS OF REVOLUTION BY MATRIX DISPLACEMENT METHOD

J. R. Tillerson, J. A. Stricklin, W. E. Haisler, 1970 .

On isoparametricvs linear strain triangular elements

J. A. Stricklin, W. E. Haisler, W. Ho, 1977 .

Numerical and Experimental Comparison of Plastic Work-Hardening Rules

W. E. Haisler, 1977 .

On the use of two hardening rules of plasticity in incremental and pseudo force analysis

J. A. Stricklin, W. E. Haisler, B. Hunsaker, 1976 .