Identical ladder networks with open-circuit, short-circuit, and matched terminations have been analysed using the eigenvalue technique. The technique has been applied to determine the steady-state and transient potential distributions across a string of 400 KV insulators. The latter has been calculated by using this technique and the Fourier transform method.
Get full access to this article
View all access options for this article.
References
1.
Dutta RoyS. C.‘Potential distribution across a string of insulators’Int. J. Elec. Eng. Educ., 11, pp. 212–222 (1974).
2.
GardnerM. F. and BarnesJ. L., Transients in Linear Systems, Vol. I. Wiley, pp. 310–362, (1942).
3.
MullineuxN.DayS. J. and ReedJ. N., ‘Developments in obtaining transient response using Fourier transforms — Use of the modified Fourier transform’Int. J. Elec. Eng. Educ.4, pp. 31–36 (1966)
4.
RogersF. E.Topology and Matrices in the Solution of Networks, Iliffe: Pentech Press, pp. 144–150 (1965).
5.
WedepohlL. M. and IndulkarC. S.‘Wave propagation in non-homogeneous systems — Properties of the chain matrix’Proc. I.E.E.121, pp. 997–1000 (1974).