说明：双击或选中下面任意单词，将显示该词的音标、读音、翻译等；选中中文或多个词，将显示翻译。 您的位置：首页 -> 句库 -> 变上限积分 1. Application of Derivative of Variable Upper Limit Integral in Physics 变上限积分求导数法在物理学中应用 2. Analytical Solutions of Rectangular Moderately Thick Plates on elastic foundation with four edges free by Finite Integral Transform Method 弹性地基上四边自由Reissner矩形中厚板的有限积分变换法 3. Conditions of Term by Term Integration Sequence of Integrable functions on Finite Interval; 有限区间上广义可积函数列逐项积分的条件 4. Some Properties of Limit for Poisson Integral in the Upper Half-Space 上半空间Poisson积分的一些极限性质 5. Analytical Solution of Clamped Rectangular Thick Plate by Finite Integral Transform Method 四边固支矩形厚板分析的有限积分变换法 6. Studies on the Performance of Aeolian Sand Reinforced by Geogrids with FEA; 加筋风积砂强度和变形特性的有限元分析 7. Change of the Accumulated Temperature on 0℃ Critical Temperature in Xinjiang in Last 50 years 新疆近45年0℃界限温度积温变化特征分析 8. FINITE ELEMENT ANALYSIS OF UP-LIFT BEHAVIOUR OF AEOLIAN-SAND SPREAD FOUNDATION 扩展基础风积砂地基上拔行为的有限元分析 9. An assumption of the modification of upper limit function of integral and its property 关于积分上限函数及其性质的修改设想 10. The Equivalence in Definition of the Integral of Bounded Function in Finite Set Measure; 测度有限集上有界函数L积分定义的等价性 11. Geometric Structure of One Type Integral Manifold Passing Limit Cycle in the Complex Domain; 复域上一类过极限环的积分流形的几何结构 12. Thoughts on StudentsAbility in Mastering Integrals for Bounded Functions LI Jian hua; 对学生积分上限函数Φ(x)学习能力的思考 13. The branch of mathematics that deals with limits and the differentiation and integration of functions of one or more variables. 微积分学数学的一个分支，处理单变量或多变量函数的极限、微分以及积分问题 14. Rapidly determine the integral limit in the computation convolution by graphic solution method; 用图解快速定限法确定卷积的积分限 15. The Singular Integral Equations with Variable Coefficients on the Domain Built by Complex Biballs; 复双球垒域上变系数的奇异积分方程 16. Generalized Integral Wavelet Transform on H S(R); H~S(R)空间上的广义积分小波变换 17. finite part of divergent integral 发散积分的有限部分 18. Upper confidence limits of coefficient of variation for normal distribution GB/T11791-1989正态分布变差系数置信上限 ©2011 dictall.com