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1、随机生成一个5*5矩阵A,元素符合均匀分布;再随机生成一个5*5矩阵B,元素符合正态分布。对A和B进行加、减、乘、除、比较等矩阵运算,查看运算结果。 2、创建5阶魔术矩阵,求A的行列式、特征值、逆、秩、迹、条件数。 3、假设矩阵 ,求A的LU分解、正交分解、特征值分解、奇异值分解。 4、创建6阶单位稀疏矩阵,并显示其全部元素。 -1, randomly generated a 5* 5 matrix A, elements in line with uniform distribution then randomly generated a 5* 5 matrix B, elements in line with normal distribution. Pairs of A and B to add, subtract, multiply, divide, comparison matrix operations, view the results of operations. 2, create a 5-order magic matrix, find A, determinant, eigenvalues, inverse, rank, trace, the condition number. 3, assuming that matrix, find A, LU decomposition, orthogonal decomposition, eigenvalue decomposition, singular value decomposition. 4, create a six-order unit of sparse matrix, and display all of its elements.
Date : 2026-01-21 Size : 2kb User : zhu

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配电网辐射网前推回代潮流计算程序:前推回代法在配电网潮流计算中简单实用,所有的数据都是以矢量形式存储,因此节省了大量的计算机内存,对于任何种类的配电网只要有合理的R/X值,此方法均可保证收敛。而且,前推回代法的收敛阶数为一阶,因此它也具有较好的收敛稳定性。比较而言,前推回代法充分利用了网络呈辐射状的结构特点,数据处理简单,编程简单,没有复杂的矩阵运算,计算效率高,占用计算机的资源很少,具有较好的收敛性,广泛用于在实际配电网中,可称是求解辐射状配电网潮流问题的最佳算法之一。-With forward and backward substitution flow calculation grid Radiation Network program: front and backward substitution method in the distribution power flow calculation is simple and practical, all the data are stored in vector form, thus saving a lot of computer memory, for any kind of distribution network, as long as there is a reasonable R/X value, this method can be guaranteed to converge. Moreover, forward and backward substitution method convergence order for the order, so it has a good convergence stability. Comparison, the forward and backward substitution method take full advantage of network radiating structural features, data processing, programming is simple, not complex matrix operations, computationally efficient, very few take up the computer' s resources, has better convergence , widely used in the actual distribution network is one of the best algorithm for solving the radial distribution power flow problem.
Date : 2026-01-21 Size : 3kb User : 苏丰

根据输入的电路矩阵表示形式,形成节点导纳矩阵,形成因子表的过程可以看做是规格化运算和消去运算的重复过程,重复的次数和非基准点的节点个数相同。 每个过程中进行的操作都相同,首先,存储规格化因子及消去因子;其次,对本行进行规格化运算,并将其值存储在因子表中;然后,对其后的每行进行消去运算;如此循环n次得到因子表。-Representation of the input of the circuit matrix, forming a node admittance matrix formation process can be seen as a factor table normalization process operations and eliminate duplicate operations, the same number of nodes and the number of repetitions of non-reference point. Each operation carried out during the same, first of all, storage and elimination factor normalization factor secondly, the Bank normalized operations, and its value is stored in the factor table then, each row will be erased after their operation so the cycle n times to get factor table.
Date : 2026-01-21 Size : 97kb User : dalin
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