Shape analysis is Paramount to the design of cable-reinforced membrane structures.
形态分析是索膜结构设计中的一个关键问题。
Therefore, the cooperative analysis is necessary for cable-strut-membrane structures.
因此，考虑索杆膜协同分析是十分必要的。
This technology can produce superfine glass fibers of high linear density, the main properties of which reach the international level and satisfy the use in membrane structures.
采用该技术可以生产高线密度超细玻璃纤维，主要性能可达到国外同类产品的水平，满足了膜结构材料基材的使用要求。
Membrane materials is the soul of membrane structures.
膜材料是膜结构的灵魂。
The membrane structures of mitochondrion become obscure.
线粒体膜结构模糊不清。
Three typical AlSi bimetal driving membrane structures are analyzed in this paper.
对三种典型的铝硅双金属驱动膜片结构进行了有限元分析。
Tensile membrane structures resist external forces by prestress force and flexing.
张力膜结构是依靠一定的预张力和曲面挠曲来抵抗外荷载的。
The whole procedure of cable and membrane structures' analysis is composed of three parts.
膜结构的设计、分析过程大致可以分为三个阶段。
Form analysis of membrane structures is an important component in design of membrane structures.
薄膜结构的形态分析是薄膜结构设计中的一个重要环节。
Force density method is applied to initial equilibrium shape finding of tensioned membrane structures.
本文的主要研究内容包括：1应用力密度法对张力膜结构进行初始形状确定。
Aiming at the key problem cutting design of membrane structures, a suitable design method is introduced in this paper.
本文针对薄膜结构设计中的一个关键问题一裁剪设计，介绍了一种实用的设计方法。
The particularities of construction and normal service of air-supported membrane structures are dis- cussed in detail.
对气承式膜结构在构造及正常使用上的一些特殊性进行了说明。
The analysis of the cutting pattern of membrane structures is one of the key techniques in the membrane structure design.
膜结构的裁剪分析是膜结构设计中的一个关键技术之一。
This paper investigates one of the failure modes of suspension membrane structures-plastic tensile collapse of the membrane.
本文对悬膜空间结构的一种破坏模式——膜的塑性拉伸失稳破坏进行探讨。
Based on the geometrical nonlinear theory, the equations for form finding of cable nets and membrane structures are established.
在几何非线性有限元理论的基础上，建立了膜结构和索网结构非线性位移法找形分析的基本方程。
The wind damage accidents of membrane structures caused by typhoon are introduced, and the complexity of wind field is described.
简要介绍了近年沿海地区台风引发的膜结构风损事故，说明了风场的复杂性。
First, the fundamental equations of flat membrane structures are obtained by applying the non-moment theory of thin shallow shells.
首先，利用扁壳的无矩理论得到了平坦薄膜结构的基本力学方程。
The whole procedure of cable-reinforced membrane structures design is composed of three parts The first one is form-finding analysis.
索膜结构的设计过程可以分为三个阶段。第一阶段是找形设计阶段。
Initial equilibrium shape and static behavior of pretensioned membrane structures is analyzed by dynamic relaxation method in this paper.
利用动力松弛法对预应力张拉膜进行初始平衡形状的确定以及静载分析。
The initial forms of tensile membrane structures can not be selected arbitrarily. They must satisfy static equilibrium and architectural need.
张力膜结构的初始形状不能随意选择，它必须符合平衡条件和建筑使用要求。
According to the mechanical characteristic of membrane structures, coupling kinetic equation of the air-structures interaction is established.
根据薄膜结构的受力特点，建立了薄膜结构与空气耦合系统的运动方程。
Tensioned membrane structures is made of soft fabric and clenched by flexible cables or rigid supports to produce stiffness and cover a large space.
张力膜结构是一种以性能优良的柔性织物为材料，利用柔性钢索或刚性支承结构将膜面绷紧，从而具有一定刚度、能覆盖大空间的结构体系。
Regarding the wrinkle analysis of the membrane structures, some studies have been conducted to date, most of which are based on the Tension field theory.
目前采用的膜结构褶皱分析方法大多以张力场理论为基础。
The presence of wrinkles in membrane structures may significantly influence static and dynamic behavior of the structures even the destruction of membrane.
褶皱的出现会对膜结构的美观及受力性能造成影响，甚至会造成膜材破坏。
The temperature effect on initial equilibrium shape and characteristics of static responses of pretensioned cable-membrane structures is analyzed in this paper.
对预应力张拉索膜结构由于温度变化对结构初始平衡形状和静力效应的影响进行研究。
Tensioned membrane structures must be prestressed for stiffness so that an initial equilibrium shape meeting architectural service requirements can be established.
为了使薄膜结构具有一定的刚度，必须对其施加预应力，以确定满足平衡条件和建筑使用要求的初始平衡形态。
The way of form finding of air-supported membrane structures form is analysed using nonlinear finite element method with the corresponding computer program compiled.
采用非线性有限元方法对气承式膜结构进行初始形态分析，编制了相应的程序。
The internal forces in tensile membrane structures were analyzed using geometrical nonlinear finite element theory using curved quadrilateral isoperimetric 8 node elements.
本文根据几何非线性有限元理论，采用8结点曲面四边形等参单元，编制了用于张力膜结构内力分析的有限元程序。
The internal forces in tensile membrane structures were analyzed using geometrical nonlinear finite element theory using curved quadrilateral isoperimetric 8 node elements.
本文根据几何非线性有限元理论，采用8结点曲面四边形等参单元，编制了用于张力膜结构内力分析的有限元程序。
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