• 如果阵列阻抗(互耦系数)矩阵理论上可以精确补偿互耦影响从而实现接收。

    If the mutual impedance or mutual coefficient matrix of an array is perfectly known, one can completely compensate the effect of mutual coupling and realize the desired low sidelobe level in theory.

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  • 鉴于酉空时独特结构差错概率公式可以很容易分析衰落相关系数矩阵带来影响

    According to the special structure of unitary code, it is very simple to analyze the effect of fading correlation from the equation of PWEP.

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  • 采用螺旋理论首先分别建立了3 -UPU并联角台机构初始形下沿x方向发生移动一阶影响系数矩阵

    Based on the screw theory, the first-order effect coefficient matrixes of a 3-upu parallel pyramid mechanism under initial position and movement along X-coordinate axis are established.

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  • 建立了进给机构封闭形式运动学方程导出运动影响系数矩阵

    Closed form kinematic equations of main feed mechanism are established, one and two order effect coefficient matrixs are derived.

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  • 推导了轴对称线性三角形影响系数矩阵输入向量公式

    The influence coefficient matrix of the linear axisymmetric triangular element and the input vector expression are derived.

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  • 解析作为形函数,利用刚度系数定义推导了考虑影响的箱形梁单元刚度矩阵等效结点公式。

    Stiffness matrix and equivalent nodal force formula, which take into account of the influence of shear lag, are derived subsequently on the basis of the definition of stiffness coefficient.

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  • 参数方程求解中,利用初参数影响系数矩阵

    The influence coefficient matrixes of initial parameter are used for the solutions of the initial parameter equations.

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  • 利用一、二阶影响系数矩阵分析速度加速度

    Velocity and acceleration are analysised with frist and second-order effect coefficient matrix.

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  • 讨论线性规划模型消耗系数矩阵a中某个基变量某个约束方程的系数向量变化以及增减约束方程基、最优目标函数影子价格影响

    The paper discuss the effect exerting on objective function, optimum solution and shadow price in LP when consumption coefficient matrix a change and a inequality constraint is increased or decreased.

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  • 利用级数展开线性叠加原理本文给出了一种求取弹性动水压力影响系数矩阵数值算法。

    A method is set forth to calculate the hydrodynamic pressure influence matrix of elastic dam using series development and linear superposition theorem in this paper.

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  • 利用级数展开线性叠加原理本文给出了一种求取弹性动水压力影响系数矩阵数值算法。

    A method is set forth to calculate the hydrodynamic pressure influence matrix of elastic dam using series development and linear superposition theorem in this paper.

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