• A stiffness matrix of simple rectangular plate bending element with 12 parameters expressed in explicit form is derived.

    推导了以显式表示的12个自由度的简单矩形板弯曲元素刚度矩阵。

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  • The finite element dynamic model for intelligent structures is formulated with a new piezoelectric plate bending element in this paper.

    采用一种新的压电板单元,建立了含有分布压电传感元件和执行元件结构(智能结构)的有限元动力模型。

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  • In this paper, a new quadrilateral thin-thick plate bending element with only 12 degrees of freedom, TACQ, is developed by using the area coordinate method.

    本文采用四边形面积坐标,利用假设剪切应变场方法和广义协调理论构造出一个具有12个自由度的四边形厚薄板通用弯曲单元TACQ。

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  • The free vibration of orthotropic clamped square plates with a circular or square hole is studied with the help of the program using the high-precision triangular plate bending element.

    用高精度三角形板单元有限元程序研究多种正交各向异性材料开圆孔或开方扎夹支方板的自由振动。

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  • In this paper a new simple boundary element method for solving polygonal thick plate bending problems is proposed.

    本文对多边形厚板弯曲问题,提出了一种新的简单的边界元解法。

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  • Structural elements contain bar, plane beam, space beam, triangular and rectangular plates with membrane stresses, rectangular plate element with bending deformations.

    结构元素包括杆元、平面梁元、空间梁元、平面三角板元、平面矩形板元和弯曲矩形板元等。

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  • The nine parameter generalized conforming element is an effective element for the plate bending problem.

    九参数广义协调元是板弯曲问题收敛性很好的有限元。

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  • A new effective way to formulate thin plate element can be realized by using the similarity theory between plane elasticity and plate bending.

    平面弹性与板弯曲的相似性理论为构造薄板单元提供了一条有效的新途径。

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  • In this paper the kirchhoff plate bending problems have been solved by Boundary Element Method.

    本文提出了一个用边界积分方程——边界元法解克希霍夫平板弯曲问题的协调方案。

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  • Head bending in the process of hot rolling of plate is an extremely complicated multi element non-linear relationship.

    中厚板热轧过程中的头部弯曲是一个极其复杂的多元非线性函数关系。

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  • The traditional boundary element method of outside domain singularity points for plate bending problems needs two boundary integral equations.

    传统的平板弯曲边界元域外奇点法要求建立二个边界积分方程才能求解。

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  • This paper presents a curvilinear boundary quadrilateral element for the problem of thin plate of bending with curvilinear boundary.

    本文提出了曲边四边形薄板弯曲单元解决曲线边界薄板的弯曲问题。

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  • A parallelogram oblique element model is developed in the Finite element Method of Lines (FEMOL) for the solutions of oblique plate bending problems.

    导出斜型薄板单元模型并应用于有限元线法(FEMOL)求解平行四边形斜板的弯曲问题。

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  • An arbitrary quadrilateral element of plate bending is formulated to solve thin plate bending problems with nonorthogonal boundaries.

    本文提出了任意四边形薄板弯曲单元以解决非正交边界薄板弯曲的问题。

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  • The First six natural frequencies of a cantilevered triangular bending plate are calculated both by the conventional finite element and by the second order finite dynamic element.

    用常规有限元和二次动态有限元解算了一个悬臂三角形弯曲板的前六阶固有频率。

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  • The First six natural frequencies of a cantilevered triangular bending plate are calculated both by the conventional finite element and by the second order finite dynamic element.

    用常规有限元和二次动态有限元解算了一个悬臂三角形弯曲板的前六阶固有频率。

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