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Results:
1-18
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Results: 18
Authors:
Ting, TCT
Citation: Tct. Ting, Can a linear anisotropic elastic material have a uniform contraction undera uniform pressure?, MATH MECH S, 6(3), 2001, pp. 235-243
Authors:
Ting, TCT
Barnett, DM
Citation: Tct. Ting et Dm. Barnett, On Nix's theorem for two skew dislocations in anisotropic elastic half-spaces and bimaterials, MATH MECH S, 6(1), 2001, pp. 3-27
Authors:
Antman, SS
Ting, TCT
Citation: Ss. Antman et Tct. Ting, Anisotropy consistent with spherical symmetry in continuum mechanics, J ELAST, 62(1), 2001, pp. 85-93
Anisotropic elastic materials with a parabolic or hyperbolic boundary: A classical problem revisited
Authors:
Ting, TCT
Hu, Y
Kirchner, HOK
Citation: Tct. Ting et al., Anisotropic elastic materials with a parabolic or hyperbolic boundary: A classical problem revisited, J APPL MECH, 68(4), 2001, pp. 537-542
Authors:
Ting, TCT
Citation: Tct. Ting, Closure to "Discussion of 'Combinations for the free-vibration behavior ofanisotropic rectangular plates under general edge conditions"' (2001, ASMEJ. Appl. Mech., 68, p. 687), J APPL MECH, 68(4), 2001, pp. 688-688
Authors:
Ting, TCT
Citation: Tct. Ting, Anisotropic elastic materials that uncouple antiplane and inplane displacements but not antiplane and inplane stresses, and vice versa, MATH MECH S, 5(2), 2000, pp. 139-156
Authors:
Barnett, DM
Ting, TCT
Kirchner, HOK
Citation: Dm. Barnett et al., The net interaction force between two skew dislocations in an anisotropic linear elastic bimetallic medium, MAT SCI E A, 285(1-2), 2000, pp. 18-24
Authors:
Ting, TCT
Citation: Tct. Ting, A new modified Lekhnitskii formalism a la Stroh for steady-state waves in anisotropic elastic materials, WAVE MOTION, 32(2), 2000, pp. 125-140
Authors:
Ting, TCT
Citation: Tct. Ting, Anisotropic elastic constants that are structurally invariant, Q J MECH AP, 53, 2000, pp. 511-523
Authors:
Ting, TCT
Citation: Tct. Ting, Common errors on mapping of nonelliptic curves in anisotropic elasticity, J APPL MECH, 67(4), 2000, pp. 655-657
Authors:
Ting, TCT
Citation: Tct. Ting, Recent developments in anisotropic elasticity, INT J SOL S, 37(1-2), 2000, pp. 401-409
Authors:
Ting, TCT
Citation: Tct. Ting, New solutions to pressuring, shearing, torsion and extension of a cylindrically anisotropic elastic circular tube or bar, P ROY SOC A, 455(1989), 1999, pp. 3527-3542
Authors:
Ting, TCT
Citation: Tct. Ting, A modified Lekhnitskii formalism a la Stroh for anisotropic elasticity andclassifications of the 6x6 matrix N, P ROY SOC A, 455(1981), 1999, pp. 69-89
Authors:
Ting, TCT
Citation: Tct. Ting, Anisotropic elastic materials that uncouple all three displacement components, and existence of one-displacement Green's function, J ELAST, 57(2), 1999, pp. 133-155
Authors:
Ting, TCT
Citation: Tct. Ting, Independence of the presence of cracks or inclusions of the net interaction force acting on a dislocation by a skewed line singularity, J ELAST, 55(1), 1999, pp. 61-72
Authors:
Ting, TCT
Chou, SC
Citation: Tct. Ting et Sc. Chou, One-dimensional constitutive equation for temperature-rate sensitive materials, MECH MATER, 31(4), 1999, pp. 289-293
Authors:
Ting, TCT
Citation: Tct. Ting, The remarkable nature of cylindrically orthotropic elastic materials underplane strain deformations, Q J MECH AP, 52, 1999, pp. 387-404
Authors:
Ting, TCT
Citation: Tct. Ting, The remarkable nature of radially symmetric deformation of spherically uniform linear anisotropic elastic solids, J ELAST, 53(1), 1998, pp. 47-64
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1-18
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