Wen Zhengquan. A PRACTICAL ALGORITHM FOR MULTIPLE SOLUTIONS OF CANONICAL PIECEWISE-LINEAR RESISTIVE NETWORKS[J]. Journal of Electronics & Information Technology, 1991, 13(1): 83-89.
Citation:
Wen Zhengquan. A PRACTICAL ALGORITHM FOR MULTIPLE SOLUTIONS OF CANONICAL PIECEWISE-LINEAR RESISTIVE NETWORKS[J]. Journal of Electronics & Information Technology, 1991, 13(1): 83-89.
Wen Zhengquan. A PRACTICAL ALGORITHM FOR MULTIPLE SOLUTIONS OF CANONICAL PIECEWISE-LINEAR RESISTIVE NETWORKS[J]. Journal of Electronics & Information Technology, 1991, 13(1): 83-89.
Citation:
Wen Zhengquan. A PRACTICAL ALGORITHM FOR MULTIPLE SOLUTIONS OF CANONICAL PIECEWISE-LINEAR RESISTIVE NETWORKS[J]. Journal of Electronics & Information Technology, 1991, 13(1): 83-89.
With the help of the concept of virtual regions and the character of solution curve, a practical algorithm is presented for finding the multiple solutions of DC canonical piecewise-linear resistive networks. The advantage of this algorithm is that there is no repeatedly noneffective iterative procedure throughout the complete operation. Regardless of how many solutions being in the network, the total number of iterative steps is only dependent on the number of the regions made up of the hyperplanes in the Rn.This algorithm is simaple in concept and easy in programing. It can be used to find all solutions of pieewise-linear resistive networks with a common microcomputer.
S. M. Lee, K. S. Chao, IEEE Trans. on CAS, CAS-30(1983)2, 84-88.[2]M. .J. Chien, IEEE Trans. on CAS, CAS-26(1978)10, 817-827.[3]L. O. Chua, IEEE Trans. on CT, CT-18(1971)1, 73-85.[4]L. O. Chua, R. L. P. Ying, IEEE Trans. on CAS, CAS-30(1983)3, 125-141.[5]温郑铨,华东冶金学院学报,1989年,第1期,第69-79页.
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