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In this paper,the boundary singular kernel method in Reproducing Kernel Paicle Method has been applied to impose the essential boundary conditions in EFGM by revising the MLS shape function.The stress field and the displacement field are analysed by linear elastic theory.The contour integral method is used to calculate the J-integral,then the stress intensity factors of mixed-mode crack is acquired.The correctness and the validity of the method are validated.

本文将再生核质点方法中的边界奇异权方法引入EFGM中,通过对MLS形函数进行修正实现了本质边界条件在节点处的精确施加;运用线弹性断裂理论分析裂纹板的应力应变场,采用围线积分法计算J积分,给出了复合型裂纹板的应力强度因子的无网格伽辽金方法。

Compared with the same wave problems with conventional Dirichlet boundary conditions, the absorbing boundary conditions can reduce the numerical reflection on boundaries and avoid solution distortion. In addition, the central differences method is economic in memory requirement and computing time compared with implicit integral method.

结果表明:该解法在空间上具有谱精度,在时间上达到二阶精度;与第一类边界条件相比,吸收边界有效地削弱了边界上的数值反射,避免了解的失真;使用中心差分的时间积分方法同隐式积分方法相比,适合波的传播特性,避免了矩阵求逆运算,并且占用的计算机内存小。

So, the saturation results of some operators including Baskakov operator can be obtained easily, hence laying a basis for studying the approximation transformation theoremof the mixed exponential type integral operators, and presenting a new method for studying the saturation problems.

这样,包含Baskakov型在内的相关积分算子的饱和结果便可以很容易得到,为研究混合指数型积分算子的逼近转化定理奠定了基础,也为研究算子的饱和问题提供了新的方法。

Differential equations of tile first order in the finite discrete function are established, the solutions of which have very simpler structure.

引入了有限离散函数的微分与积分新概念,它具有与连续函数微分和积分相类似的性质,由它建立的一阶微分方程的解有较简单的代数结构。

Then, under the consideration of mixed boundary value condition, a pair of dual integral equations for the rocking vibrations of a disk on saturated grounds are obtained, which can be reduced to a Fredholm integral equation of the second kind and solved by numerical procedures. Consequently, the dynamic compliance coefficient is evaluated and numerical results are presented to portray the influence of poroelastic effects on the dynamic interaction problem.

对于刚性圆板,作者首先采用Hankel变换对波动方程进行求解,得到了该控制方程在Hankel变换域内的通解,然后由混合边值条件建立了饱和地基上刚性基础摇摆振动的对偶积分方程,并将其化为第二类Fredholm积分方程,用数值方法计算了不同频率下基础的动力柔度系数,从而考察孔隙水的存在对基础摇摆振动特性的影响。

By introducing a weight function, a best extension of Hilbert integral inequlity and the reverse form are given. The constant factor of the two inequalities is proved to be the best.

引入单参数及估算权函数,给出一个核为-λ齐次的新的Hilbert型积分不等式及与之对应的逆向积分不等式,并证明这两个不等式的常数因子是最佳的。

The stability of Lurie type control systems with multiple time-delays and nonlinearities is considered. Based on the Lyapunov stability theory, using an improved new integral inequality and the method of linear matrix inequality, a refined method called the integral inequality approach is presented.

为了研究具有非线性干扰项的多时滞Lurie控制系统的稳定性问题,依据Lyapunov稳定性理论,利用线性矩阵不等式方法,通过一个改进的新积分不等式,给出了一个新的判断系统稳定的新方法―积分不等式法。

Theorem 4 it is not the path of integral but the points and in the locus L that affects the line integral of locus L of foot point of the perpendicular line between the origin and the tangent line of the cylindrical spiral .several corollaries are derived from the theorems mentioned above.

定理4 势量场沿由坐标原点至圆柱螺线的切线所引垂线的垂足轨迹L的线积分与积分路径无关,只与轨迹L上的取的端点与有关。并由以上定理得到了几个推论。

This paper puts forward the triangle element method for calculating gravity anomaly of three-dimensional sphere-coronal model by using the divergence theorem. In this study, the volume integration was changed into surface integral, a series of triangles were used to fit the surface, and then the Green's formula was adopted to change surface integral into line integral. At the same time, a reasonable calculation program was given.

提出利用高斯公式将体积分变成包围该积分域的全表面积,应用一系列三角形拟合计算表面,然后通过格林公式把对每个三角形的面积分变成对三角形每边的线积分之和的三角元法来计算三度体球冠模型重力异常,同时给出了合理的计算方案。

A spectral-correction-integral- photometry method and its application in the measurement of the luminous flux of blue LEDs are introduced.

介绍了一种光谱校正积分光度法及其在蓝光LED光通量测量中的应用,对测量中的各种不确定因素作了理论分析,并与单纯的分光光度法和积分光度法的不确定度作了比较,证明该方法可实现极高的测量精度。

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