Liénard–Chipart criterion is a stability criterion modified from the Routh–Hurwitz stability criterion, proposed by A. Liénard and M. H. Chipart. This criterion... 3 KB (581 words) - 10:27, 2 June 2023 |
\Delta _{3}>0,\Delta _{5}>0} and this is further optimised in Liénard–Chipart criterion. Indeed, some coefficients being positive is not independent... 16 KB (2,561 words) - 09:27, 19 July 2023 |
criteria are in common use: Circle criterion Jury stability criterion Liénard–Chipart criterion Nyquist stability criterion Routh–Hurwitz stability criterion... 765 bytes (122 words) - 19:22, 1 June 2019 |
have positive real components, representing positive feedback. Liénard–Chipart criterion M-matrix P-matrix Perron–Frobenius theorem Z-matrix Jury stability... 6 KB (963 words) - 00:57, 4 January 2024 |
thermodynamics and hydrodynamics. Along with M. H. Chipart, Liénard developed the Liénard–Chipart criterion for determining the stability of a continuous-time... 3 KB (242 words) - 22:53, 22 March 2024 |
(i == vvd.size()) "All roots lie inside unit disc " else "no" Liénard–Chipart criterion, another stability criterion derived from Routh-Hurwitz (for... 6 KB (780 words) - 02:40, 24 October 2022 |
Hurwitz stable, which is implemented in the Routh–Hurwitz and Liénard–Chipart tests. To test if a given polynomial P (of degree d) is Schur stable, it... 5 KB (752 words) - 16:15, 23 September 2023 |
 | (1874–1880) Charles Castel (1880–1898) Louis Tauzin (1898–1921) Henri Chipart (1921–1922) Édouard Gruner (1922–1933) Jacques Taffanel(fr) (1934–1946)... 8 KB (804 words) - 08:14, 6 October 2022 |