Antiplane Deformations for Anisotropic Multilayered Media by Using the Coordinate Transform Method

Ru-Li Lin; Chien-Ching Ma

doi:10.1115/1.1311273

Journal of Applied Mechanics | Volume 67 | Issue 3 | TECHNICAL PAPERS

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TECHNICAL PAPERS

Antiplane Deformations for Anisotropic Multilayered Media by Using the Coordinate Transform Method

Ru-Li Lin, Graduate Student and Chien-Ching Ma, Professor

[+] Author and Article Information

Ru-Li Lin, Chien-Ching Ma

Department of Mechanical Engineering, National Taiwan University, Taipei, Taiwan 10617 R.O.C.

J. Appl. Mech 67(3), 597-605 (Nov 30, 1999) (9 pages) doi:10.1115/1.1311273 History: Received May 03, 1999; Revised November 30, 1999

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Distribution of τ_yz at x=0 along y-axis for the 12-layered medium and one homogeneous layer

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Distribution of τ_yz at x=2 along y-axis for the 12-layered medium and one homogeneous layer

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Configuration and coordinates system of an anisotropic multilayered medium

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Configuration and coordinates system for the multilayered medium after the linear coordinate transformation

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The jump conditions for applied loadings at the mth layer

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Distribution of τ_xz at x=0 along y-axis for the 12-layered medium and one homogeneous layer

View Large | Save Figure | Download Slide (.ppt)

Distribution of τ_xz at x=2 along y-axis for the 12-layered medium and one homogeneous layer

View Large | Save Figure | Download Slide (.ppt)

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Lin R, Ma C. Antiplane Deformations for Anisotropic Multilayered Media by Using the Coordinate Transform Method. ASME. J. Appl. Mech. 1999;67(3):597-605. doi:10.1115/1.1311273.

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Antiplane Deformations for Anisotropic Multilayered Media by Using the Coordinate Transform Method

References

Figures

Distribution of τ_yz at x=0 along y-axis for the 12-layered medium and one homogeneous layer

Distribution of τ_yz at x=2 along y-axis for the 12-layered medium and one homogeneous layer

Configuration and coordinates system of an anisotropic multilayered medium

Configuration and coordinates system for the multilayered medium after the linear coordinate transformation

The jump conditions for applied loadings at the mth layer

Distribution of τ_xz at x=0 along y-axis for the 12-layered medium and one homogeneous layer

Distribution of τ_xz at x=2 along y-axis for the 12-layered medium and one homogeneous layer

Tables

Errata

Discussions

Related Content

Journals

Conference Proceedings

eBooks

Antiplane Deformations for Anisotropic Multilayered Media by Using the Coordinate Transform Method

References

Figures

Distribution of τyz at x=0 along y-axis for the 12-layered medium and one homogeneous layer

Distribution of τyz at x=2 along y-axis for the 12-layered medium and one homogeneous layer

Configuration and coordinates system of an anisotropic multilayered medium

Configuration and coordinates system for the multilayered medium after the linear coordinate transformation

The jump conditions for applied loadings at the mth layer

Distribution of τxz at x=0 along y-axis for the 12-layered medium and one homogeneous layer

Distribution of τxz at x=2 along y-axis for the 12-layered medium and one homogeneous layer

Tables

Errata

Discussions

Related Content

Journals

Conference Proceedings

eBooks

Distribution of τ_yz at x=0 along y-axis for the 12-layered medium and one homogeneous layer

Distribution of τ_yz at x=2 along y-axis for the 12-layered medium and one homogeneous layer

Distribution of τ_xz at x=0 along y-axis for the 12-layered medium and one homogeneous layer

Distribution of τ_xz at x=2 along y-axis for the 12-layered medium and one homogeneous layer