Electro-thermomechanical balance equations for the a non-material Interface in a deformable body with electric quadrupole

Sadiki A.; Hutter K.

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Electro-thermomechanical balance equations for the a non-material Interface in a deformable body with electric quadrupole

机译：具有四极子的可变形体中非材料界面的电热机械平衡方程

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The present paper aims to show, how a non-material interface in a deformable body with electric quadrupole has to be described as a cosserat continuum. Such surface is thermodynamical activ and is bearing surfacial electromagnetic field quantities, [1, 6]. Based on the macroscopical (nonrelativistic) results obtained in body for the ponderomotive forces, couples and energy various alternate expressions of the surface forces, couples and energy are given on the surface, so that the treatment, is a natural fashion, gives rise to the concept of surface stress moments. This result is a generalized case of various special results obtained in earlier investigations of electromagnetic interfaces [2, 3]. [References: 6]

机译：本文旨在说明如何将具有四极电性的可变形物体中的非材料界面描述为cosserat连续体。这种表面具有热力学活性，并具有表面电磁场量[1，6]。根据人体对质动力，偶极和能量的宏观（非相对论）结果，在表面上给出了表面力，偶极和能量的各种交替表达，因此这种处理是一种自然的方式，从而产生了表面应力矩的概念。该结果是在电磁接口的早期研究中获得的各种特殊结果的一般情况[2，3]。 [参考：6]

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《Zeitschrift fur Angewandte Mathematik und Mechanik》 |2001年第2期|共9页
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Sadiki A.; Hutter K.;
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1. Electro-thermomechanical balance equations for the a non-material Interface in a deformable body with electric quadrupole [J] . Sadiki A., Hutter K. Zeitschrift fur Angewandte Mathematik und Mechanik . 2001,第Suppla2期

机译：具有四极子的可变形体中非材料界面的电热机械平衡方程
2. The equations of Lagrange for a continuous deformable body with rigid body degrees of freedom, written in a momentum based formulation [J] . Irschik H., Krommer M., Nader M., Journal of Sound and Vibration . 2015,第Null期

机译：具有基于刚体自由度的连续变形体的拉格朗日方程，以动量公式表示
3. The equilibrium equations and constitutive equations of the growing deformable body in the framework of continuum theory [J] . Zaixing Huang International journal of non-linear mechanics . 2004,第6期

机译：连续体理论框架下成长的可变形体的平衡方程和本构方程
4. The Rayleigh-Ritz Technique and the Lagrange Equations in Continuum Mechanics: Formulations for Material and Non-Material Volumes [C] . Hans Irschik, Helmut J. Holl, Franz Hammelmueller Courses and Lectures no.444; School on Advanced Dynamics and Control of Structures and Machines; 20020415-19; Udine(IT) . 2002

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5. Functional Electrical Stimulation as a Neuroprosthesis for Sitting Balance: Measuring Respiratory Function and Seated Postural Control in Able-bodied Individuals and Individuals with Spinal Cord Injury. [D] . Kuipers, Meredith Jane. 2013

机译：功能性电刺激作为坐姿神经假体：测量身体健全者和脊髓损伤者的呼吸功能和坐姿控制。
6. Adaptively deformed mesh based interface method for elliptic equations with discontinuous coefficients [O] . Kelin Xia, Meng Zhan, Decheng Wan, -1

机译：具有不连续系数的椭圆方程的自适应变形网状界面方法
7. The equations of Lagrange for a continuous deformable body with rigid body degrees of freedom, written in a momentum based formulation [O] . Irschik H., Krommer M., Nader M., 2015

机译：具有基于刚体自由度的连续可变形物体的拉格朗日方程，以动量公式表示
8. Impulsive Motion of Nonholonomic Deformable Multibody Systems. Part 1. Kinematic and Dynamic Equations [R] . Rismantab-Sany, J., Shabana, A. S. 1988

机译：非完整可变形多体系统的脉冲运动。第1部分：运动学和动力学方程

Electro-thermomechanical balance equations for the a non-material Interface in a deformable body with electric quadrupole

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