'Isotropic materials' diaporamas de présentation

A GENERAL EFFECTIVE PROCEDURE FOR COMBINING COLLOCATION AND DOMAIN DECOMPOSITION METHODS

A GENERAL EFFECTIVE PROCEDURE FOR COMBINING COLLOCATION AND DOMAIN DECOMPOSITION METHODS. Ismael Herrera* and Robert Yates** *UNAM and **Multisistemas de Computo MEXICO. THE PROBLEM . Combining collocation and DDM presents difficulties that must be overcome.

568 views • 36 slides

EARTH MATERIALS OPTICS AND MINERALS

EARTH MATERIALS OPTICS AND MINERALS. Wave Terms. FREQUENCY (f) number of cycles per unit time [units = Hertz (Hz)] 1 Hz = 1 cycle/s T = 1/f; f = 1/ T ; T f = 1. Waves can coexist in the same space with other waves. Waves interact in various ways.

347 views • 34 slides

An Brief Introduction to Materials Science and Engineering

An Brief Introduction to Materials Science and Engineering. Elaine D. Haberer. History of Materials Science & Engineering. materials closely connected our culture the development and advancement of societies are dependent on the available materials and their use

5.07k views • 32 slides

An Brief Introduction to Materials Science and Engineering

An Brief Introduction to Materials Science and Engineering. Elaine D. Haberer. History of Materials Science & Engineering. materials closely connected our culture the development and advancement of societies are dependent on the available materials and their use

609 views • 32 slides

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Lecture 4: Boundary Value Problems

Lecture 4: Boundary Value Problems. Instructor: Dr. Gleb V. Tcheslavski Contact: gleb@ee.lamar.edu Office Hours: Room 2030 Class web site: www.ee.lamar.edu/gleb/em/Index.htm. What will we learn.

944 views • 18 slides

Prof. D. R. Wilton

292 views • 18 slides

Prof. David R. Jackson

ECE 3317. Prof. David R. Jackson. Notes 4 Maxwell’s Equations. Adapted from notes by Prof. Stuart A. Long. Electromagnetic Fields. Four vector quantities E electric field strength [Volt/meter] = [kg-m/sec 3 ] D electric flux density [Coul/meter 2 ] = [Amp-sec/m 2 ]

346 views • 17 slides

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122 views • 11 slides

COMPUTER GRAPHICS

289 views • 9 slides

Plane stress

Plane stress. z components of stress are zero . Thin plates We use plane stress for analyzing stresses in the skins of wings. But they are subject to pressure loads, hence . How come?. It is not plane strain!. The strain in the z direction is not zero. We had . So

1.08k views • 7 slides