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有理解的英文

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"有理解"怎么读用"有理解"造句

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  • perceptiveness

例句与用法

  • Here is a question which may disturb the perceptive reader at this point .
    这里有一个问题,可能使有理解力的读者对此感到困惑。
  • If a person has a comprehensive mind he is able to understand many different things .
    一个人如有理解力,他能领会许多不同的事物。
  • I would try to find out , so , if this was a person of true understanding
    我想知道他是否真的有理解能力。
  • In the following section , we reconstruct the soliton solution of kgs equation wholly by use of the disturbance equation where are parameters . through varying the parameters in the disturbance equation , we get abundant types of soliton solutions of the kgs equation
    利用“扰动”方程中参数的不同取值,不仅得到了seehz型的孤子解,还得到了tanhz型的孤子解、三角形式的周期解、有理解、 jacobi椭圆函数解和v怂lerstrass椭圆函数解。
  • There when ybe ' s solution is a retional solution , yangian can be obtained from rtt relation , while quatntum algebras can be given by rtt relation when ybe " solutionis a trigonometric solution . under infinite condition because trigonometric solution will degenerateinto retional solution quantum algebras will change into yangian
    其中, yangian是r ( u )为有理解时由rtt关系所给出的代数关系,而量子代数是r ( u )为三角解时由rtt关系所给出的代数关系。
  • In this dissertation , with the aid of many types of constructive transformations and symbolic computation , some topics in nonlinear waves and integrable system are studied , including exact solutions , painleve integrability , backlund transformation , darboux transformation , symmetry ( similarity reduction ) , conditional symmetry , lax integrable hierarchy , liouville integrable n - hamilton structure , constraint flow , involutive system , lax representation , r - matrix , separation of variables and integrable couplings . chapter 2 and 3 are devoted to investigating exact solutions of nonlinear wave equations : firstly , the basic theories of c - d pair and c - d integrable system are presented
    本文以构造性的变换及符号计算为工具,来研究非线性波和可积系统中的一些问题:精确解(如孤子解、周期解、有理解、 dromion解及compacton解等) 、 panileve可积性、 backlund变换、 darboux变换、对称(相似约化) 、条件对称、 lax可积族、 liouville可积的n - hamilton结构、约束流、对合系统、 lax表示、 r -矩阵、变量分离及可积的耦合系统
  • ( 1 ) based on two types of riccati equations , two kinds of new methods are proposed to obtain solutions of nonlinear differential equations . twelve families of exact solutions of wbk equation are found by using one of two methods ; ( 2 ) the homogeneous balance method is improved cind investigated to ( 2 + l ) - dimensional broer - kaup equation such that many families of new solutions are derived . ( 4 ) based on the isospectral lax pair of riccati form for generalized kdv equation with the force term , new darboux transformation and solitary - like wave solutions and rational solutions are obtained ; ( 4 ) by constructing darboux transformation and the superposition formula of generalized variable coefficients kdv equation with the force term , new single solitary - like wave solutions , double solitary - like wave solutions and rational solutions are found for ( 2 + l ) - dimensional generalized kp equation
    第二章和第三章考虑非线性偏微分方程的精确解的构造:首先给出了c - d对和c - d可积系统的基本理论,然后在第三章中具体研究了它们的应用: ( 1 )基于两种riccati方程,提出了两种新的求解非线性微分方程更多解的方法,利用其中的一种方法,得到了wbk方程的12组精确解; ( 2 )对齐次子衡法进行改进,以致于获得了( 2 + 1 ) -维broer - kaup方程的很多新解; ( 3 )基于带有外力项的广义kdv方程的riccati形式的非等谱lax对,提出了该方程的一个新的darboux变换,利用该变换,得到了新的类孤波解和有理解; ( 4 )通过构造了带有外力项的变系数kdv方程的darboux变换及叠加原理,获得( 2 + 1 ) -维广义kp方程的新的类单孤波解、双类孤波解和有理解。
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