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Computer graphic techniques for modeling fabric

机译:用于织物建模的计算机图形技术

摘要

Method implemented by computer to simulate the movement of a patterned fabric as a particle model, comprising the steps of: fixing deformation units representing parts of the fabric with particles of the particle model positioned on two extremities (Xi, Xj ) of a deformation unit, analyze the movement of the fabric in relation to compression by applying an immediate buckling model to the deformation units, whereby after applying a compression force between the two extremities of a deformation unit , bending deformation of the deformation unit is generated immediately without contraction deformation of the deformation unit being generated, so that a deformation unit immediately experiences bending deformation when said compression force is applied, in which the stage of analysis comprises estimating the shape of the deformation unit after the deformation of bending occurs, calculating a curvature of the deformed deformation unit, the curvature being calculated according merely to a distance between the vertices that are not shared, in which the compression force is obtained by differentiating a bending deformation energy which accumulates during the application of the immediate buckling model, said bending deformation energy being expressed as a function of the distance between the two particles positioned at the extremities of the deformation unit, in which, when the compression force is below of a critical value (Pcr), said compression force approaches linearly in relation to the distance between the two particles positioned at the ends of the deformation unit, characterized in that a deformation unit is modeled with two triangular plates (Ai, Aj), each triangular plate having a particle as one of its vertices, and sharing its other two vertices being with the other triangular plate, and in which the vector of the compression force fi is obtained with: ** Formula ** where kb defines a constant, Ai and Aj respectively define areas of the triangular plates, K defines the curvature of the deformed deformation unit, xij1 defines the distance between the two particles positioned at the extremities of the deformation unit after the bending deformation occurs, L1 defines the distance between the two particles positioned at the extremities of the deformation unit before bending deformation occurs, and ** Formula **
机译:由计算机实现的用于模拟图案化织物作为粒子模型运动的方法,包括以下步骤:用位于变形单元两个末端(Xi,Xj)上的粒子模型颗粒固定代表织物部分的变形单元,通过对变形单元应用立即屈曲模型来分析织物相对于压缩的运动,从而在变形单元的两个末端之间施加压缩力后,立即产生变形单元的弯曲变形而不会产生变形。产生变形单元,使得变形单元在施加所述压缩力时立即经历弯曲变形,其中分析阶段包括估计在弯曲变形发生之后变形单元的形状,计算变形变形单元的曲率曲率仅根据dist计算未被共享的顶点之间的比值,其中通过微分在应用立即屈曲模型期间累积的弯曲变形能量来获得压缩力,所述弯曲变形能量表示为所放置的两个粒子之间的距离的函数在变形单元的末端,当压缩力低于临界值(Pcr)时,所述压缩力相对于位于变形单元末端的两个颗粒之间的距离线性接近,其特征在于变形单元是用两个三角形板(Ai,Aj)建模的,每个三角形板的一个顶点为粒子,并且与另一个三角形板共享另一个顶点,并且其中的压缩力矢量fi可通过以下公式获得:**公式**其中kb定义一个常数,Ai和Aj分别定义三角形板的面积,K定义变形后的变形单元的曲率,xij1定义了发生弯曲变形后位于变形单元末端的两个粒子之间的距离,L1定义了发生弯曲变形前位于变形单元末端的两个粒子之间的距离和**公式**

著录项

  • 公开/公告号ES2587682T3

    专利类型

  • 公开/公告日2016-10-26

    原文格式PDF

  • 申请/专利权人 FXGEAR INC.;

    申请/专利号ES20030291682T

  • 发明设计人 KO HYEONG-SEOK;

    申请日2003-07-07

  • 分类号G01N3/08;G06T13/20;D06H3;G01N3;G06F17/50;G06F19;G06T15/70;G06T17;

  • 国家 ES

  • 入库时间 2022-08-21 14:22:05

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