带周期裂缝的不同材料拼接的各向异性弹性平面混合边值问题(Ⅱ)

On the Mixed Problems with Periodic Cracks in an Infinite Anisotropic Elastic Plane with Different Materials(II)

讨论了带周期裂缝的不同材料拼接的各向异性弹性平面混合边值问题 ( I)所转化成的奇异积分方程组在 h2 p类中求解时 ,其解的存在性和唯一性 ,并把该奇异积分方程组的奇异部分写成一般形式 .

On the mixed problems with periodic cracks in an infinite anisotropic elastic plane with different materials was discussed in paper[1 ].In this paper,the systems of singular integral equations in paper[1 ]are proved to be uniquely solvable in h2 p.And the singular part of integral equations is reduced to general form.