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应用高等数学
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  “应用高等数学”译为未确定词的双语例句
     Reflection on Advanced Mathematics CAI Courseware's Design and Application
     制作和应用高等数学CAI课件的思考
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     Its good conduction can not only enable the freshmen to digest and consolidate the knowledge they have learnt,to develop their intelligence and ability to solve practical problems by applying the theory of higher math,but also enable them to enter an advanced stage of learning__the stage of research,thus cultivating their creative thinking.
     搞好它的教学 ,不仅能使初入校门的大学生消化并巩固所学的知识、发展智能以及应用高等数学理论解决实际问题的能力 ,而且能使之较好地进入学习的高级阶段——研究性学习 ,培养创造性思维。
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     This paper introduces a way and its application to calculate positioning error using principle of approximate differential calculus of higher mathematics in the course of designing clamping appratus,so it is simplified to analyse and calculate the complicated positioning error.
     介绍了在夹具设计中应用高等数学微分近似计算原理计算定位误差的方法和实例 ,从而简化了较为复杂定位误差的分析和计算。
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     This paper focuses on optimum assignment of fire power for heavy weapons at Area Targets. Firstly , by analyzing the shortcoming of the traditional methods , the paper sets up a new model which can be used to calculate the optimum assignment of fire power for heavy artillery weapons .
     本文从研究传统决定最优火力分配模型的不足入手,应用高等数学、军事运筹学以及炮兵射击理论等知识研究建立最优火力分配数学模型,尔后应用该模型研究对小幅员目标和幅员目标的最优火力分配问题:研究计算机决定最优火力分配的方法和软件编制;
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     Introducing the method of termwise differentiation in high mathematits to get the digital expectationand variance of random variance
     应用高等数学中的逐项微分法来求随机变量的数学期望和方差
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     Application of Higher Mathematics in Operational Research
     高等数学在运筹学中的应用
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     Application of Symmetry in Higher Mathematic
     对称性在高等数学中的应用
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     Application of Symmetry to Solving Problems in Higher Mathematics
     对称在高等数学解题中的应用
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     Example for the Application of Reduction to Absurdity to Advanced Mathematics
     反证法在高等数学中的应用举例
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     Discussion about the application of complex to the advanced mathematics
     论复数在高等数学中的应用
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When the direct boundary element method (DBEM) is used to solve an elastic problem and the field point coincides with the load point, the boundary integral will be strange. It is necessary to find out the analytic expression of the strange integral to ensure accuracy of the computing result. In the paper an analytical expression of the strange integral in DBEM solution of a 2-D elastic problem is derived and the analytical, expressions of diagonal sub-matrix elements in algebraic equations are given. The computer...

When the direct boundary element method (DBEM) is used to solve an elastic problem and the field point coincides with the load point, the boundary integral will be strange. It is necessary to find out the analytic expression of the strange integral to ensure accuracy of the computing result. In the paper an analytical expression of the strange integral in DBEM solution of a 2-D elastic problem is derived and the analytical, expressions of diagonal sub-matrix elements in algebraic equations are given. The computer program developed can be used for the analysis of displacement and stress field in 2-D elastic problems.

在用直接边界元法解决弹性问题时,当场点与加载点重合时,边界积分方程将出现奇异.为了减少计算误差,有必要求出奇异积分的解析式.应用高等数学基本理论推导出二维弹性问题直接边界元法奇异积分的解析式,采用线性单元离散边界,求出了奇异的对角线子矩阵元素的解析表达式.根据理论推导的结果,编制了相应的计算程序.可用于分析弹性二维问题的位移场和应力场.

The locus equations at the beginning location of a moving chargedparticle in a nonuniform magnetic field produced by an infinite currentcarrying straight wire are discussed in a cylinidrical coodinate system with light mathematics.

应用高等数学的方法,采用柱坐标系,分别讨论带正、负电荷的运动粒子,位于无限长直载流导线产生的非均匀磁场中,在初始位置r0附近的运动轨迹.

Introducing the method of termwise differentiation in high mathematits to get the digital expectationand variance of random variance

应用高等数学中的逐项微分法来求随机变量的数学期望和方差

 
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