斯特林发动机再生循环的热效率

N. M. Sharpar, L. Zhmakin
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引用次数: 0

摘要

在考虑回热器效率的基础上,建立了斯特林发动机的理论模型-伽玛格式。循环中气体压力的测量是通过沿气缸运动的柱塞来实现的,因为它的操作是通过柱塞来实现的。工作气缸回路的冷却是以牺牲环境为代价的。由于工作流体在气缸之间的运动,压力会增加或减少,这需要能源成本,从而影响发动机的运行。斯特林发动机的能源效率的提高是通过引入再生器来实现的,这有助于减少热量损失。该装置位于冷热筒之间,它是一个含有多孔材料的腔体,该腔体接收随热气体流入冷区的热量,当它在进入加热器之前被移回时,蓄热器将储存的热量返回。由于模型中引入了蓄热器,发动机提高了能源效率,其循环效率达到了卡诺循环效率。在本文中,作者应用热力学定律来表示作为斯特林机功能基础的过程,不仅在其气缸中,而且在电池中,热惯性分析证实了上述研究。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Thermal efficiency of the regenerative cycle of the Stirling engine scheme gamma
The paper presents a theoretical model of the Stirling engine-gamma scheme, based on thermodynamic dependencies describing the working process taking into account the efficiency of the regenerator. The measurement of the gas pressure in the cycle, due to which its operation was carried out, is carried out by means of a plunger moving along the cylinder. Cooling in the working cylinder circuit is carried out at the expense of the environment. Due to the movement of the working fluid between the cylinders, there is an increase or decrease in pressure, which requires energy costs that affect the operation of the engine. An increase in the energy efficiency of the Stirling engine is achieved by introducing a regenerator into it, which helps to minimize heat losses. This device is located between the hot and cold cylinder, it is a cavity that contains a porous material that receives heat flowing with hot gas into the cold area, when it is moved back before entering the heater, the regenerator returns the stored heat. Due to the introduction of the regenerator in the model, the engine increases energy efficiency, and the efficiency of its cycle reaches the efficiency of the Carnot cycle. In this paper, the authors apply thermodynamic laws to represent the processes that underlie the functioning of the Stirling machine, not only in its cylinders, but also in the battery, the analysis of thermal inertia of which confirms the above study.
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