Avula X J
Department of Mechanical and Aerospace Engineering and Engineering Mechanics, University of Missouri-Rolla 65401, USA.
J Gravit Physiol. 1994 May;1(1):P108-9.
The knowledge of the behavior of biological organs in a gravitational field is important to understand the functioning of the human body in the aerospace environment. The disturbances in biological transport processes in microgravity have indicated adverse effects on humans engaged in space operations. The relationship between the deformations in the biological organs and the transport phenomena that take place in them has been long established and widely reported in biological sciences and engineering literature. A number of soft tissue organs such as brain, lungs, heart, kidney, bladder, stomach, and the circulatory system can be modeled as fluid-filled membranes. In this investigation, a mathematical model of a fluid-filled biological membrane is developed, and its deformation and spatial configuration in a variable gravitational field are calculated. The variation in the gravitational field in the range 1g to zero-g is simulated by partial submergence of the fluid-filled membrane which, by virtue of buoyancy, gains an effective density as if it is in a different gravitational field. The equations of motion are derived using the theory of large elastic deformations and numerically solved in conjunction with a constitutive equation suitably selected for the biological membrane.
了解生物器官在引力场中的行为对于理解人体在航天环境中的功能至关重要。微重力环境下生物传输过程的紊乱已表明对从事太空作业的人类有不利影响。生物器官的变形与其内部发生的传输现象之间的关系早已确立,并在生物科学和工程文献中广泛报道。许多软组织器官,如大脑、肺、心脏、肾脏、膀胱、胃和循环系统,都可以建模为充满液体的膜。在本研究中,建立了一个充满液体的生物膜的数学模型,并计算了其在可变引力场中的变形和空间构型。通过将充满液体的膜部分浸入水中来模拟1g到零重力范围内的引力场变化,由于浮力,该膜获得了有效密度,就好像它处于不同的引力场中一样。利用大弹性变形理论推导运动方程,并结合为生物膜适当选择的本构方程进行数值求解。