In this paper,the interfacial crack of functionally graded piezoelectric and piezomagnetic layers bonded to the piezoelectric materials is analyzed.In the impermeable boundary conditions,based on the assumption of the material property parameters to the exponential,the question is turned into the singular integral equations using Fourier transform.Then,the numerical results of the singular integral equations are obtained through the Guass-Chebyshev integral formula.As a result, the stress intensity factors, electric displacement factors and piezomagnetic intensity factors at crack tips are obtained.In the end,the effects of material graded parameter and the length of the crack on the intensity factors are explored.%分析了粘结压电材料的梯度压电压磁层合中的界面裂纹，在非渗透性边界条件情况下，假定材料物性参数呈指数变化，运用 Fourier 变换将问题转化为奇异积分方程。然后利用 Guass-Chebyshev 积分公式对奇异积分方程进行数值求解，得到了裂纹尖端的应力、电位移和磁通量强度因子。最后考察了裂纹长度和梯度参数等因素对强度因子的影响。
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