论文标题
与经典非线性声学和量子冲击波相关的Korteweg-de-vries-burgers系统的传输环和统计平衡
Transfer Loop and Statistical Equilibrium of Korteweg-de Vries-Burgers Systems Associated to Classical Nonlinear Acoustics and Quantum Shock Waves
论文作者
论文摘要
我们提出并证明了一维的korteweg-de-vries-burgers模型，转移环的场景和\ textit {allcale}统计平衡，前者与冲击形成相关，而后者则与高斯分布相关，但在典型的集合中，但与波长依赖性依赖性依赖性相关。在多学科相关性中，讨论强调了经典的非线性声学和量子冲击波，以进行更有利的实验测试。
We propose and demonstrate, with the one-dimensional Korteweg-de Vries-Burgers model, the scenarios of transfer loop and \textit{all-scale} statistical equilibrium, the former being associated to shock formation and the latter to Gaussian distributions as in a canonical ensemble, but with wavelength-dependent temperatures. The discussions emphasize, among the multi-disciplinary relevance, the classical nonlinear acoustics and quantum shock waves, for the possibility of more favorable experimental tests.
