time periodic systemsInstability of bound states I, analytic caseFermi golden ruleInstability of bound states II, non-analytic case Resonance theory for time periodic systems Instability of bound states I, analytic case Fermi golden rule Instability of bound states II, non-analytic case Acknowledgement...
网络释义 1. 时间周期 通过利用Dirac delta函数 δ(t) ,CFT可以应用到时间离散 (time-discrete)或时间周期(time-periodic)信号。实际上,FS、 D… zhenghuiping1234.blog.sohu.com|基于8个网页 释义: 全部,时间周期
Time-Periodic SystemsIn this chapter we consider systems with time-periodic nonlinearities. We begin by formulating a special version of the frequency condition, which involves sequences and Fourier series instead of moredoi:10.1007/978-1-4471-4234-8_4Altshuller...
and Zlotnik, V.: Time-periodic transport in heterogeneous porous media, Appl. Math. Comput., 75, 119-138, 1996.J.D. Logan and V. Zlotnik, Time-periodic transport in heterogeneous porous media, Appl. Math. and Comp. 75, 119-138, (1996)....
Long-time asymptotics for the focusing NLS equation with time-periodic boundary condition - ScienceDirect We consider the focusing nonlinear Schrdinger equation on the quarter plane. Initial data vanish at infinity while boundary data are time-periodic ( a e 2 ... Anne Boutet de Monvel a,...
Utilizing coupled-wave theory, we investigate light propagation in a time-periodic bi-isotropic medium. Unlike its static counterpart, the dynamic medium couples co-handed counter-propagating waves, thus forming two momentum gaps in the Brillouin diagram for non-constant impedance. Chirality provides co...
Time is another dimension that can be used to generate interesting bandstructure features. Floquet systems have time-periodic Hamiltonians satisfying H(t + T) = H(t), where T is a driving period. Such systems can exhibit unconventional topological phases such as Floquet topological insul...
Time-periodic transport in heterogeneous porous media作者: Highlights: • 摘要 Analytical solutions for the one-dimensional convection-diffusion equation in a semi-infinite, heterogeneous domain are obtained for periodic boundary conditions. The kinematic dispersion of the porous medium is taken to be ...
(i) translation or rotation is absent; (ii) both velocities are parallel to the same constant vector. This paper shows the existence of a unique time-periodic Navier–Stokes flow in the small with values in the weak-space and then deduces the desired pointwise decay of the solution under ...
time periodic systemsInstability of bound states I, analytic caseFermi golden ruleInstability of bound states II, non-analytic case Resonance theory for time periodic systems Instability of bound states I, analytic case Fermi golden rule Instability of bound states II, non-analytic case Acknowledgement...