NETWORK EQUATIONS OF LINEAR ACTIVE NETWORK AND THEIR SOLUTIONS

Lei Hailiang

Volume 9 Issue 6

Nov. 1987

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Article Navigation > Journal of Electronics & Information Technology > 1987 > 9(6): 518-527

Wei Chongyu, Xu Shanjia, Wang Dongjin. A NEW METHOD FOR DETERMINING THE LOCATION AND LENGTH OF A THIN CYLINDRICAL TARGET WITH RANGE DIFFERENCE FROM A MULTISTATIC RADAR SYSTEM[J]. Journal of Electronics & Information Technology, 1999, 21(6): 765-770.

Citation:

Lei Hailiang. NETWORK EQUATIONS OF LINEAR ACTIVE NETWORK AND THEIR SOLUTIONS[J]. Journal of Electronics & Information Technology, 1987, 9(6): 518-527.

Citation:

Lei Hailiang. NETWORK EQUATIONS OF LINEAR ACTIVE NETWORK AND THEIR SOLUTIONS[J]. Journal of Electronics & Information Technology, 1987, 9(6): 518-527.

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NETWORK EQUATIONS OF LINEAR ACTIVE NETWORK AND THEIR SOLUTIONS

Lei Hailiang

Received Date: 1986-03-26
Rev Recd Date: 1986-07-21
Publish Date: 1987-11-19

Abstract

Abstract

The network equations of the cut-set voltage and loop current of the linear active network are formulated, and their solutions are given in terms of the submatrices of the original matrix of the network. Doing so, the matrix order, the storage space, and the computing time are greatly reduced.

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