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Reading List

References to reading material related to Green's functions have been selected and compiled by Professor Thomas C. T. Ting, Professor of Applied Mechanics, Department of Civil & Materials Engineering, University of Illinois at Chicago.

Bibliography on Green's functions

The following bibliography was prepared for researchers in Green's functions. Any additions or corrections to the bibliography should be sent to the group project at: nistgf@kent.edu.

The bibilography has six main parts.

General References

I.  Isotropic, Two-dimensional Deformations.

1)   Infinite space

2)   Half-Space

3)   Bimaterials

4)   Circular Hole or Inclusion

5)   Elliptic Hole or Inclusion

II.  Isotropic, Three-dimensional Deformations.

        1) Infinite space.  

        2) Half-Space.

        3) Bimaterials.

        4) Circular Hole or Inclusion.

        5) Elliptic Hole or Inclusion. 

III.  Anisotropic, Two-dimensional Deformation.

        1) Infinite space. 

        2) Half-Space.

        3) Bimaterials.

        4) Elliptic Hole or Inclusion.

        5) Wedges and Strips. 

        6) Piezoelectric.

IV.  Anisotropic, Three-dimensional Deformations.

        1) Infinite space.

        2) Half-Space.

        3) Bimaterials.

        4) Elliptic Hole or Inclusion. 

        5) Piezoelectric. 

V.  Dynamic Green's Functions.

REFERENCES



 
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Last updated: Jul 19, 2004