1) strong dissipative term
强耗散项
1.
In this paper we study the initial-boundary value problem for some nonlinear wave equation with strong dissipative term,and we obtain the exact decay estimate by estabilishing a difference inequality.
通过建立差分不等式,研究了一类带有强耗散项的非线性波动方程的初边值问题,得到了整体解的衰减估计。
2) Dissipation
[英][,dɪsɪ'peɪʃn] [美]['dɪsə'peʃən]
耗散项
1.
Global Smooth Solution for P-System with Dissipation;
具耗散项p-方程组的整体光滑解
2.
Then we proposes three finite difference scheme through adding a dissipation term to the nonlinear Schr?dinger equation, and all of them have error of O (τ~2 + h~2) (whereτis time step andηis space step).
接着通过对非线性Schrodinger方程增加耗散项,构造了三个为二阶精度的新差分格式。
3) dissipative term
耗散项
1.
In this paper,several new difference schemes for solving fourth order parabolic equation are developed by using dissipative term,and their orders of the local trumcation error and stability are discussed.
利用加耗散项的方法,提出解四阶抛物型方程的若干新的差分格式,研究它们的局部截断误差阶及稳定性。
2.
By introduing a dissipative term,the author constructs the unconditionally stable explicit and semiexplicit difference scheme of high-order Schrodinger equation.
利用加耗散项的方法，构造了高阶ｓｃｈｒｏｄｉｎｇｅｒ方程的无条件稳定的显式与半显式差分格式。
3.
And two classes of semi-explicit difference schemes are also established by introducing a dissipative term, they are unconditionally stable and can be calculated explicitly.
并用引入耗散项的方法建立了两类半显式差分格式，它们是无条件稳定的且可显式地进行计算。
4) weak dissipative term
弱耗散项
1.
If the weak dissipative term has relations with the time, it can be regarded as telegraph equation.
第二章和第三章分别通过一类带有与时间有关的弱耗散项的线性波动方程的Cauchy问题的解在Sobolev空间中的衰减估计,利用整体迭代法和压缩映射原理,在小初值情形下得到其半线性波动方程右端的非线性项F在满足一定条件的情况下,其Cauchy问题解的存在唯一性及解在t→+∞时的衰减性,其中第二章考察了F依赖于Du的情形,第三章考察了F显含u的情形。
5) term of dissipation
耗散项
1.
A second order hyperbolic equation with term of dissipation is decomposed into two first order equations as the first step.
首先把具耗散项的二阶双曲型方程分解为两个一阶方程 ,然后利用不对称公式提出解此类二阶双曲型方程的分组显式方法 。
2.
With regard to areodynamic equation set with term of dissipation, the authors deal with the globally smooth solution of their initial values in Eulerian coordinate.
研究欧拉坐标系下具耗散项的气动力学方程组的初值问题的整体光滑
6) strong dissipation
强耗散
1.
Blow up of solutions of initial boundary problem for a class of evolution equations with nonlinear strong dissipation term;
一类具非线性强耗散项的发展方程初边值问题解的Blow up
2.
Blow up of solutions for a class of evolution equations with nonlinear strong dissipation term;
一类具非线性强耗散项发展方程解的爆破
补充资料：头项强痛
头项强痛 头项强痛 证名。头项部牵强不舒作痛。见《伤寒论·太阳病脉证并治》：“太阳之为病，脉浮，头项强痛而恶寒。”多因邪在肌肤或遏阻经络所致。外感表证，宜发散解表。如久病项强，多属痹证，宜祛风化湿、蠲痹通络。又痉病初起，亦常有头痛项强，症情较重，治宜镇痉熄风为主。本证可见于某些神经系统感染性疾患及颈椎病等。
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