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- mode flexibility matrix method 模态柔度法
- IMPROVED FLEXIBILITY MATRIX METHOD FOR DAMAGE IDENTIFICATION OF MULTI-SPAN BEAMS 连续梁结构损伤识别的改进柔度阵方法
- It forms a flexibility matrix which, when inverted, gives (So*). 当形成一个柔度矩阵求逆时,它给出(So*)。
- Compilation of Internal Force Program for Saw-Tooth Span-Variable Bent by Using Flexibility Matrices Method 采用柔度矩阵法编制锯齿形跨变排架内力程序
- We should note that the elements of a flexibility matrix are not necessarily dimensionally homogeneous. 我们应该注意柔度矩阵中的诸元素不一定是量纲完全一样。
- This means that a general element of the flexibility matrix is known as Maxwell's reciprocal relation. 这意味着，对于柔度矩阵的一般元素是为众所周知的马克斯威尔互等关系。
- Introduces the transfer matrix method for torsion of circular shaft. 介绍了圆轴扭转时的传递矩阵法。
- Fundamental matrix method is one of the hotspots in computer vision recently. 基础矩阵法是计算机视觉领域的一个新热点。
- A new algorithm, which combined matrix method with iteration method, is pres. 给出了三种新的计算整函数实零点的大范围收敛迭代法。
- Matrix methods and coupled mode theory are applied to resonator structures such as distributed feedback lasers, tunable lasers and microring devices. 矩阵方法与偶合模式理论被提供来做共振腔结构，如分散式回授雷射、可调雷射及微环型元件。
- Matrix method is applied in catadiopt rics to calculate the more complex combination of reflecting and refracting elements. 本文介绍了矩阵方法应用于屈光学中较为复杂的反射折射光学系统的计算。
- The achromatic and isochronous relations of the system are obtained with transport matrix method, and the second order effects are discussed. 用传输矩阵方法研究了其消色差和等时性关系，并讨论了系统的二阶效应。
- The achromatic and isochronous relations for the system are obtained by six dimension transport matrix method. 根据六维传输矩阵导出了系统的消色差和等时性关系式。
- The principle of superpostion is often used as the main postulate, from whic h the reciprocal theorems and hence the symmetry of the flexibility matrices are proven. 叠加原理经常用来作为主要的假设，由此互等定理以及柔度矩阵的对称性得到证明。
- Ernst O.G., A finite-element capacitance matrix method for exterior Helmholtz problems,Numer. Math., 75(1996), 175. 李瑞遐;一个扩散问题的自然边界元法与有限元法组合;高校应用数学学报(A辑);13:3(1998);333-341.
- The principle of superposition is often used as the main postulate, from which the reciprocal theorems and hence the symmetry of the flexibility matrices are proven. 叠加原理经常用来作为主要的假设,由此互等定理以及柔度矩阵的对称性得到证明。
- The transmission properties of the structure are studied by eigen matrix method. 运用传输矩阵法研究掺杂电光材料的一维光子晶体的传输特性。
- Four examples of catadioptrics are given to help understand the concepts of matrix method and master the formulae. 文中通过四个应用实例的计算,有助于掌握矩阵方法的基本概念和公式的运用。
- The reducibility of affine hyperplane arrangements is discussed by using the matrix method. 用矩阵方法讨论仿射超平面构形的可约性。
- Proportional flexibility matrix of structures 结构比例柔度矩阵
