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META

Boundary conditions in the problems of optical tomography of tensor fields

Patrikeyev, I.; Shakhurdin, V.
Risk minimization by experimental mechanics1992

[en] The role of boundary conditions for the correct formulation photoelasticity problems based on the restoration of tensor fields by means of optical tomography is presented in this article. (orig.)

Primary Subject

ENGINEERING (E1700)

Secondary Subject

MATERIALS SCIENCE (B2000)

Source

VDI/VDE-Gesellschaft Mess- und Automatisierungstechnik (GMA), Duesseldorf (Germany); VDI-Berichte; no. 940; 567 p; ISBN 3-18-090940-4;

; 1992; p. 485-492; VDI-Verl; Duesseldorf (Germany); International IMEKO/GESA symposium on risk minimization by experimental mechanics; Internationales IMEKO/GESA Symposium ueber Risikominimierung Mittels der Experimentellen Mechanik und Fachausstellung; Duesseldorf (Germany); 28-30 Apr 1992

Record Type

Book

Literature Type

Conference

Country of publication

Germany

Descriptors (DEI)

COMPUTERIZED SIMULATION, MATHEMATICS, MECHANICAL PROPERTIES, PHOTOELASTICITY, STRESS ANALYSIS

Descriptors (DEC)

ELASTICITY, SIMULATION

Reference NumberReference Number

23071896

INIS VolumeINIS Volume

INIS IssueINIS Issue

META

Solution of three-dimensional photoelasticity problem by optical tomography method

Shakhurdin, V.; Patrikeyev, I.
Risk minimization by experimental mechanics1992

AbstractAbstract

[en] The problem of the reconstruction of local values of the symmetric stress tensor in transparent anisotropic media according to the results of the transillumination from many angles of approach has been solved. The algorithms of reconstruction and software have been worked out. The test experiments have been done. (orig.)