Lin Bai-song. Anisotropic Plastic Fields at a Rapidly Propagating Plane-Stress Crack-Tip[J]. Applied Mathematics and Mechanics, 1993, 14(1): 25-38.
Citation: Lin Bai-song. Anisotropic Plastic Fields at a Rapidly Propagating Plane-Stress Crack-Tip[J]. Applied Mathematics and Mechanics, 1993, 14(1): 25-38.

Anisotropic Plastic Fields at a Rapidly Propagating Plane-Stress Crack-Tip

  • Received Date: 1991-07-01
  • Publish Date: 1993-01-15
  • Under the condition that all the stress components at a crack-tip are the functions of θonly, making use of the equations of steady-state motion. Hill anisotropic yield condition and stress-strain relations, we obtain the general solution of anisotropic plastic field at a rapidly propagating plane-stress crack-tip. Applying this general solution to four particular cases of anisotropy, the general solutions of these four particular cases are derived. Finally, we give the anisotropic plastic field at the rapidly propagating plane-stress mode I crack-tip in the case of X=Y=Z.
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  • [1]
    林拜松,高速扩展平面应力裂纹尖端的理想塑性应力场.应用数学和力学,7(8)(1988).751-758.
    [2]
    林拜松,高速扩展平面应力裂纹尖端的理想塑性场.应用数学和力学,12(7)1991),613-820.
    [3]
    林拜松.静止平面应力裂纹尖端的各向异性塑性应力场,应用数学和力学(待发表).
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