Fiber reinforced lattice composites are lightweight attractive due to their high specific strength and specific stiffness.In the past 10 years,researchers developed three-dimensional(3D) lattice trusses and two-dimensional (2D) lattice grids by various methods including interlacing, weaving,interlocking,filament winding and molding hot- press.The lattice composites have been applied in the fields of radar cross-section reduction,explosive absorption and heat-resistance. In this paper,topologies of the lattice composites, their manufacturing routes,as well as their mechanical and multifunctional applications,were surveyed.
仅仅考虑神气的拉长的变丑的一个相等的连续统方法被用来学习在里面飞机僵硬和平面格子格子的力量合成材料。格子的起始的收益方程被推出。起始的收益表面在不同 3D 和 2D 压力空格独立被描绘。失败信封在 2D 空格是在 3D 空格和一个多角形的一个多面体。失败信封的每架飞机或线相应于收益或典型酒吧排弄弯。为有超过三酒吧排的格子，在起始的产量以后的另外的酒吧排的随后的产量让格子完成更大的限制力量。当格子是相对的时，格子的弄弯的力量的重要性被加强稀少。方法的集成模型被用来学习紧张变硬格子的非线性的机械性质。集成方程能精确地在小变丑以内为格子的完全的压力紧张曲线建模，这被显示出。
An equivalent continuum method only consider-ing the stretching deformation of struts was used to studythe in-plane stiffness and strength of planar lattice grid com-posite materials.The initial yield equations of lattices werededuced.Initial yield surfaces were depicted separately indifferent 3D and 2D stress spaces.The failure envelope is apolyhedron in 3D spaces and a polygon in 2D spaces.Eachplane or line of the failure envelope is corresponding to theyield or buckling of a typical bar row.For lattices with morethan three bar rows,subsequent yield of the other bar row afterinitial yield made the lattice achieve greater limit strength.The importance of the buckling strength of the grids wasstrengthened while the grids were relative sparse.The inte-gration model of the method was used to study the nonlin-ear mechanical properties of strain hardening grids.It wasshown that the integration equation could accurately modelthe complete stress-strain curves of the grids within smalldeformations.
