A Liénard equation [1] is a type of second-order ordinary differential equation named after the French physicist Alfred-Marie Liénard. |
| Уравнение Льенара |  |
Уравнение Льенара — дифференциальное уравнение, часто использующееся в теории колебаний и динамических систем. Названо в честь французского физика А. Льенара. Википедия
Van der pol equation is an example of the long-standing interaction between differential equations and the physical and biological sciences. |
It is well-known that the Liénard equation,(1) x″+f(x)x ′ +g(x)=e(t), is not only regarded as a generalization of the damped pendulum equation or a damped ... |
5 июн. 2020 г. · This equation describes the dynamics of a system with one degree of freedom in the presence of a linear restoring force and non-linear ... |
For a certain class of differential equations called Lienard systems, one can prove the existence of a stable limit cycle. An example is the van der Pol ... |
The system is a generalization of the mass-spring-damper system previously encountered. In Liénard's equation is the damping term and is the spring term. |
Videolar
The existence problem is considered ω - a periodic solution of the Lienard equation with a deviating argument of the form |
| Некоторые результаты поиска могли быть удалены в соответствии с местным законодательством. Подробнее... |
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