共查询到19条相似文献,搜索用时 250 毫秒
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针对爆炸与冲击问题并行仿真计算软件PMMIC-3D(Parallel Multi-Material in Cell 3D)的计算网格为正交六面体网格的特点,开发与PMMIC-3D接口统一的可对任意复杂三维实体模型进行大规模有限差分网格生成的三维前处理软件MESH-3D.MESH-3D采用CSG和STL模型两种建模方式进行复杂实体建模,并采用基于边的整体切片算法,借鉴计算机图形学中的扫描线填充算法完成三维有限差分网格划分.在绘制网格时,删除网格单元的公共面,大大缩短计算时间和减少存储空间,实现对网格的快速消隐显示.MESH-3D可实现百亿量级网格单元的生成和显示.三维前处理软件MESH-3D的开发有力地支持爆炸与冲击问题的仿真计算. 相似文献
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采用有限元法对某超大型连续式跨声速风洞进行地震安全分析。使用ANSYS建立整体结构模型并施加实际约束,为确保计算精度和计算效率,采用实体壳单元SOLIDSHELL进行网格划分;依据JB/T 4710—2005《钢制塔式容器》和仿真模态分析进行水平地震力计算;基于JB 4732—1995《钢制压力容器——分析设计标准》对风洞进行强度评定。计算结果表明:在地震载荷作用下,该风洞主体结构强度安全裕量较大,其结构形式合理可靠。 相似文献
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为计算某大客车车架骨架模态,分析设计的合理性,考察各部件间的共振特性,用HyperWorks对车架有限元模型进行前、后处理,抽取三维模型的中面,在中面上划分网格,采用SHELL单元为基本单元,建立各零部件的有限元模型.应用OptiStruct求解得到车身骨架前6阶的模态及振型描述.从仿真分析可知,客车车身固有频率能避开... 相似文献
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李跃超 《计算机辅助设计与制造》2014,(7):49-52
<正>本文结合SolidWorks Simulation软件中单元的技术特点与网格划分的规则,阐述了结构有限元分析中常见的单元类型和力学模型,并在此基础上讨论了仿真分析中单元的选取技术和网格的离散规则,为得到准确的有限元仿真结果提供了技术参考。 相似文献
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为在模型内部生成可控的多孔隙结构,提出一种针对三角网格模型的内部结构装配方法.首先对模型对象内部空间进行划分,确定目标装配区域;然后根据设计要求,采用隐函数表达的参数化结构作为模型单元填充装配区域,并通过优化局部区域的性能实现整体设计目标;最后从参数化表达的体结构模型中提取等势面,将其直接转化为三角网格体模型.实验结果表明:该方法能够构建密度、连通性和梯度可控的复杂结构,保证内部结构单元之间的平滑过渡,同时避免因大量布尔运算操作产生的错误. 相似文献
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在Hypermesh软件中采用板壳单元对车架几何模型进行网格划分,建立车架的有限元模型。根据客车的承载特点和行使工况,对该车车架进行动力学分析。并对车架进行模态计算,得到车架的固有频率和固有振型。配合实验数据,对车架结构的设计提出了合理的改进方案,本文可获得较高的工程应用价值。 相似文献
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使用三维设计软件CATIA设计了汽车发动机的复杂结构,然后在网格划分软件HARPOON中将设计的发动机零件自动划分为以结构化六面体网格为主的有限元网格,最后在大型非线性有限元软件ABAQUS中,分析了发动机在静力和动力作用下的应力分布.计算结果表明,采用结构化六面体网格,单元数量少,计算速度快,结果可靠;而采用四面体网格,单元数量大,对于同样配置的计算机,无法进行四面体网格的模型的计算.网格尺寸增加后,单元数量减少,计算机可以计算四面体网格模型,但计算结果与六面体网格偏差比较大. 相似文献
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传统航天器结构模态试验通常会用来检验结构有限元分析模型,但往往是通过人工调整有限元模型参数来修正模型,分析与试验联系不紧密,影响后续分析结果的精度、研制周期和经费等.为改变航天器模态分析及试验现状,文中介绍了模态分析-试验体系工程研制流程在理论上的可行性,并以某缩比舱段为例,基于Virtualab-Nastran软件平台,完整实施模态分析-试验体系过程,包括预试验分析、模态试验、模型修正等过程,紧密联系模态分析、试验,并依据试验结果准确快速修正有限元模型,使分析结果与试验接近,实现精确建模. 相似文献
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B. Wördenweber 《Computer aided design》1984,16(5):285-291
The capabilities of a geometric modeller are extended towards finite element analysis by a mesh generator which extracts all its geometric and topological information from the model. A coarse mesh is created and subsequently refined to a suitable finite element mesh, which accomodates material properties, loadcase and analysis requirements. The mesh may be optimized by adaptive refinement, ie according to estimates of the discretization errors.A survey of research and development in geometric modelling and finite element analysis is presented, then an implementation of a mesh generator for 3D curvilinear and solid objects is described in detail. 相似文献
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This paper proposes an approach for extracting non-manifold mid-surfaces of thin-wall solids using the chordal axis transform
(CAT) (Prasad in CNLS Newsletter—Center for Nonlinear Studies, Los Alamos National Laboratory, vol 139, 1997). There is great
demand for extracting mid-surfaces as it is used in dimension reduction. Quadros and Shimada previously used CAT in extracting
2-manifold mid-surfaces of a particular type of thin-wall solids. The proposed approach is an extension of the previous approach
(Quadros and Shimada in 11th international meshing roundtable, 2002) in order to extract non-manifold mid-surfaces of general
thin-wall solids. The three steps involved in extracting the mid-surface of a thin-wall solid are: (1) generating a tet mesh
of a thin-wall solid without inserting interior nodes; (2) generating a raw mid-surface by smart cutting of tets; and (3)
remeshing the raw mid-surface via smart clean-up. In the proposed approach, a discrete model (i.e., a tet mesh without any
interior nodes) is used instead of working directly on a CAD model. The smart cutting of tets using CAT yields correct topology
at the non-manifold region in the raw mid-surface. As the raw mid-surface is not directly suitable for engineering purposes,
it is trimmed using a smart clean-up procedure and then remeshed. The proposed approach has been implemented using C++ in
commercial ALGOR finite element analysis software. The proposed approach is computationally efficient and has shown effective
results on industrial models. 相似文献
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This paper describes a method for creating a well-shaped, layered tetrahedral mesh of a thin-walled solid by adapting the surface triangle sizes to the estimated wall thickness. The primary target application of the method is the finite element analysis of plastic injection molding, in which a layered mesh improves the accuracy of the solution. The edge lengths of the surface triangles must be proportional to the thickness of the domain to create well-shaped tetrahedrons; when the edge lengths are too short or too long, the shape of the tetrahedron tends to become thin or flat. The proposed method creates such a layered tetrahedral mesh in three steps: (1) create a preliminary tetrahedral mesh of the target geometric domain and estimate thickness distribution over the domain; (2) create a non-uniform surface triangular mesh with edge length adapted to the estimated thickness, then create a single-layer tetrahedral mesh using the surface triangular mesh; and (3) subdivide tetrahedrons of the single-layer mesh into multiple layers by applying a subdivision template. The effectiveness of the layered tetrahedral mesh is verified by running some experimental finite element analyses of plastic injection molding. 相似文献
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An improved grid-based algorithm for the adaptive generation of hexahedral finite element mesh is presented in this paper. It is named as the inside-out grid-based method and involves the following four steps. The first step is the generation of an initial grid structure which envelopes the analyzed solid model completely. And the elements size and density maps are constructed based on the surface curvature and local thickness of the solid model. Secondly, the core mesh is generated through removing all the undesired elements using even and odd parity rules. The third step is to magnify the core mesh in an inside-out manner through a surface node projection process using the closest position approach. To match the mesh to the characteristic boundary of the solid model, a minimal Scaled Jacobian criterion is employed. Finally, in order to handle the degenerated elements and improve the quality of the resulting mesh, two comprehensive techniques are employed: the insertion technique and collapsing technique. The present method was applied in the mesh construction of different engineering problems. Scaled Jacobian and Skew metrics are used to evaluate the hexahedral element mesh quality. The application results show that all-hexahedral element meshes which are well-shaped and capture all the geometric features of the original solid models can be generated using the inside-out grid-based method presented in this paper. 相似文献