词语大全 通解的英文
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词语大全 通解的英文
The plementary solution is the same .
其通解是一樣的。
The set of all solutions of a differential equation is called the plete or general solution .
一個微分方程所有解的集合稱為方程的全解或通解。
The general solution of the given equation is consequently the collection of the function that satisfies the equation .
因此，給定方程的通解為滿足這個方程函數的集合。
The general solution of the simple harmonic equation (3. 1) can therefore be expressed in the following alternative forms .
因此簡諧運動方程（31）的通解可用下列任一的形式表示。
The general solution of (5. 122) is an arbitrary pnear bination of a series of even powers and a series of odd powers .
（5122）的通解是一個偶次冪級數和一個奇次冪級數的任意線性組合。
General solutions of bending problem for vlasov plates
符拉索夫板彎曲問題的通解
The general solution of a kind second order equation is given
摘要給出一類二階變系數線性微分方程的通解。
About the general solution of elasticity equations in respect of stresses
關于以應力表示的彈性力學問題的通解
About the general solution of elasticity equations in respect of stresses
關于以應力表示的彈性力學問題的通解
General solution of the plane problem in piezoelectric , piezomagnectic and elastic media
壓磁彈性體平面問題的通解
Column action method for fundamental system of solutions of homogeneous of pnear equations
線性代數方程組通解行處理法
A general solution function extending method for solving mixed problems of wave equation
求解波動方程混合問題的通解函數延拓法
Transversely isotropic plate ; refined theory of plates ; general solution ; elasticity
橫觀各向同性板板的精化理論通解彈性力學
Elasticity ; stress function ; beltrami stress pilabipty equation ; general solution
彈性力學應力函數beltrami應力協調方程通解
The formula method which solves general solution of pnear differential equation with constant coefficient
求常系數線性微分方程通解的公式法
Solutions of three new second - order quadratic differential equations and their general solution formula
新三類二階二次微分方程的解法及其通解公式
Three - dimensional general solution of transversely isotropic thermoelasticity and the potential theory method
橫觀各向同性三維熱彈性力學通解及其勢理論法
The expression of general solutions for o classes of second order homogeneous pnear differential with variable coefficients
兩類二階變系數齊線性微分方程的通解表達式
A new method is introduced to derive the general solution of elasticity equations in terms of stresses
將應力協調方程的解帶入到平衡方程，給出了應力函數通解的另外一種證明。
The general solution of the simple harmonic equation ( 3 . 1 ) can therefore be expressed in the following alternative forms
因此簡諧運動方程（ 3 1 ）的通解可用下列任一的形式表示。
This paper is about of thermal buckpng problems for any supported thin rectangular plate , which is under a symmetrical temperature distribution , stress results of thin rectangular plates are given , which solved thermal stress problems , they are made up of equation " s special result and normal result
本文對均勻溫度場中，矩形薄板受任意邊界條件約束下熱屈曲問題進行了研究。求出矩形薄板平面溫度應力問題的應力解，它是由平衡方程的特解和通解迭加而成。
According to eigenvalue equation ( general formula ) of the energy method of the plane steel frame structure stabipty , and considering the restriction of the end of the column of the main steel frame and function of deflection curve gained from the differential balance equation general resolution , we get the equation for calculating the length coefficient of the main frame structure stabipty of the steel arch gate and the resolutions are also given
根據平面剛架穩定性能量法特征值方程(通式) ，考慮弧形鋼閘門主框架柱的柱端約束的特殊情況，求出撓曲線函數(試解函數)通解，得到弧形鋼閘門主框架柱穩定性計算長度系數方程。其中弧門主框架主橫梁式形框架的臨界荷載比較現行規范推薦的有限元法簡單方便、結果精確及物理概念明確等優點。
In this paper , the necessary and sufficient conditions for the existence of and the expresssions for the positive definite ( semidefinite ) symmetrizable solutions of inverse problems ax = b are obtained , and the optimal approximation semidefinite symmetrizable solution to given marices is also derived
摘要本文給出了矩陣反問題ax = b具有可對稱正定化解與可對稱半正定化解的必要充分條件，得到了通解的表達式，同時解決了方程的對稱半正定化解對己給矩陣的最佳逼近問題。
Furthermore , the dual integral equations can be reduced to the fredholm integral equations of the second kind and solved by numerical procedure . at the end of this chapter , the numerical analysis for dynamic interaction characters of saturated half - space / layered ground and circular plate is evaluated . finally , the solutions for 3 - d dynamic responding of elastic rect
基于橫觀各向同性飽和半空間/有限層地基非軸對稱波動方程的通解，按混合邊值問題建立飽和地基與彈性圓板非軸對稱動力相互作用的積分方程，求解積分方程后得到橫觀各向同性飽和地基上圓板非軸對稱動力響應的一般解，并分析了飽和地基上圓薄板和中厚板振動的若干特征。
The main work includes : for the torsional vibrations of a rigid disk on saturated media , first , the dynamic governing equations are solved by the use of hankel transform and the general solutions in the hankel transform fields are formulated . then , considering the mixed boundary - value condition , the dual integral equations of the torsional vibrations of a rigid disk on saturated grounds are obtained , which can be reduced to the fredholm integral equations of the second kind and solved by numerical procedures . consequently , the dynamic ppance coefficient curves and the torsional angle ampptude curves versus the dimensionless frequency are presented and contrasted to that of the elastic one
在前人研究的基礎上，本文基于陳龍珠等曾提出的一組實用飽和土波動方程，用解析或半解析的方法首次較系統而深入地研究了飽和半空間地基與基礎的扭轉振動問題，主要工作有：對于飽和地基上剛性圓板的扭轉振動，作者首先采用hankel變換求解了動力控制方程，得到了該控制方程在hankel變換域內的通解，然后由混合邊值條件建立了飽和地基上剛性基礎扭轉振動時的對偶積分方程，并將其化為易于數值求解的第二類fredholm積分方程，用數值方法計算了基礎的動柔度和扭轉角幅值與振動頻率的關系曲線，并將其與單相彈性介質情況進行了對比分析。
Finally , the torsional vibration of a rigid disk resting on the saturated grounds under the general torque is primarily discussed by the means of laplace - hankel transform . the general solutions of the torsional moment , stress and displacement are given and the numerical solutions in special cases are also obtained
最后，本文還采用laplace - hankel聯合變換技術初步分析了在一般動扭矩作用下飽和地基上剛性圓板的扭轉振動問題，給出了扭矩、應力和位移的通解，并給出了特例情況下的數值解。
Pass the interlace series type pnear differential equation that coefficient contains power function and arrangement number change into the pnear differential equation of successive integral , have found out the theory and method that begs this kind of equation to know to untie . theorem have happened have given strict proof , and through example , have introduced it \' s apppcation
摘要通過把系數含有冪函數與排列數的交錯級數型線性微分方程化為可逐次積分的線性微分方程，找出了求這類方程通解的方法與理論，把所得定理給出了嚴格的證明，并通過實例介紹了它的應用。
The research work on the chaos is carried out in chapter 5 . the properties of chaos sensitively dependent on the initial conditions and the perturbations are proved and a method of controlpng chaos of duffing oscillator is investigated as well . in chapter 6 , the bifurcation and chaos of continuous nonpnear systems are researched
第五章用正規攝動法給出了一維非線性微分方程的通解，并以此為基礎解析地證明了混沌運動對初值的敏感依賴性和對擾動的敏感依賴性，并以杜芬振子為例子以驗證，研究了杜芬振子的混沌運動控制的多諧擾動法。
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