differential a. 差别的,特定的,微分的 n.[C] 两路线运费差额,工资差额 equation n. 1.[C]【数】方程式,等式 2.[C,U]相等;平衡,均衡 3.[U]同等看待 linear a. 1. 线的,直线的,线状的 2. 通过单独的若干阶段来发展 3. 长度 4.【数学】线性的 Linear n. 线性 a. 线的,直线的,线状的 ...
In this paper it is shown that it is possible to derive a differential equation from an explicit form evolution equation that was introduced in a previously published paper to describe a very general class of ( in general infinite-dimensional) linear systems. The theory is developed for the ...
3) general differential equation 一般微分方程4) general system of linear equations 一般线性方程组 1. This article reduces a famous problem to a general system of linear equations or to a homogenous system of linear equations. 把一个著名问题归结为一般线性方程组或齐次线性方程组问题,再使用改造...
Find the Solution of a Differential Equation here with the help of examples. The differential equation shows the relation between the dependent and independent variables.
Semi-Fredholm Operators and Periodic Solutions for Linear Functional Differential Equations We deal with the inhomogeneous linear periodic equation with infinite delay of the formdx/dt=Ax(t)+B(t, xt)+F(t), whereAis the generator of aC0-semigr... ST Naito - 《Journal of Differential Equations...
We consider solitary-wave solutions of model equations for long waves that feature a general form of linear dispersion. Sufficient conditions for the non-l... JP Albert,JL Bona,DB Henry - 《Physica D Nonlinear Phenomena》 被引量: 348发表: 1987年 Existence and dynamic stability of solitary wav...
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Separable Differential Equation: When we have the first order differential equation of the form: y′(x)+p(x)⋅y=q(x) Then the general solution is given in terms of : y(x)=∫e∫p(x)dxq(x)dx+Ce∫p(x)dxdydx=y′ So we will find the...
The non-linear deformation equations are derived and their complete integrability is proved. An explicit formula is found for a 1-form ω, expressed rationally in terms of the coefficients of A(x), that has the property dω=0 for each solution of the deformation equations. Examples ...
Model-size reduction for the non-linear dynamic analysis of quasi-symmetric structures The spatial discretization is done by using the finite element method, and the governing semi‐discrete finite element equations are cast in the form of first‐order non‐linear ordinary differential equations. The...