Ordinary Differential Equations: Past-present1978 - Differential equations - 38 pages |
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Page 10
... COUPLING MATHIEU AND VAN DER POL OSCILLATORS : A PROBLEM OF N. MINORSKY . 1. Minorsky's problem . Mathieu's equation ... considered by B. van der Pol [ 119 ] who considered the nonlinear differential equation * + e ( x2 - 1 ) x + x 1 ...
... COUPLING MATHIEU AND VAN DER POL OSCILLATORS : A PROBLEM OF N. MINORSKY . 1. Minorsky's problem . Mathieu's equation ... considered by B. van der Pol [ 119 ] who considered the nonlinear differential equation * + e ( x2 - 1 ) x + x 1 ...
Page 11
Past-present Giovanni Sansone. The coupling of oscillators is a common feature of Applied Mecha- nics and in 1969 , N. Minorsky , one of the most outstanding promoters of Nonlinear Mechanics suggested me to consider the coupling of ...
Past-present Giovanni Sansone. The coupling of oscillators is a common feature of Applied Mecha- nics and in 1969 , N. Minorsky , one of the most outstanding promoters of Nonlinear Mechanics suggested me to consider the coupling of ...
Page 14
... coupling of oscillators . H. Bastin and M. Delchambre [ 7 ] considered the coupling between a van der Pol and an harmonic oscillator and obtained the system ü + w2 u = ε ( 1- u2 ) i + εx v E й + еай + ε we f coswot ü + w2 v = 2p i for ...
... coupling of oscillators . H. Bastin and M. Delchambre [ 7 ] considered the coupling between a van der Pol and an harmonic oscillator and obtained the system ü + w2 u = ε ( 1- u2 ) i + εx v E й + еай + ε we f coswot ü + w2 v = 2p i for ...
Common terms and phrases
2nd order d.e. 2t cos² analytic representation b.v. problem b₂ Banach spaces Bellman-K.Cooke bibliographical c₂ exp Cesari-R complex domain CONNECTED WITH SYNCHROTRON Conti coupling of oscillators Cp-A defined determination devoted to ordinary equazioni differenziali ordinarie existence of solutions existence theorem function x(t initial conditions integral equation Iwano K(Porto Kannan-J Kikuchi Lefschetz LITERATURE ON ORDINARY lower bound Mambriani Matematica mathematical mathematical physics mathematicians Mathieu Mawhin Mécanique Minorsky Minorsky's stroboscopic Monograph Nagumo NEUROBIOLOGY nonlinear differential equation ordinary d.e. ORDINARY DIFFERENTIAL EQUATIONS P₁ partial differential equations past 30 periodic solution Perron's method Picard 88 Prague présent dépendra PROBLEMS OF ABRIKOSOV rential equation S. P. Hastings Sansone satisfy sin² stroboscopic equations studied t+to+nw-o t₁ t₂+w-o THEORETICAL PHYSICS theory of ordinary to+w treatises unique solution Volterra x₁ y₁ Yoshizawa zero solution Σπ др ду