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Numerical study on the internal characteristics of single screw expanders used in organic Rankine cycle systems

机译:有机朗肯循环系统单螺杆扩张器内部特性的数值研究

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Single screw expanders have been widely studied in middle-low temperature heat recovery power system of organic Rankine cycle, which is significant for the energy-conservation and environment-protection. However, internal irreversible loss including leakage, heat transfer and friction power loss has great influence on the performances of single screw expanders. Although some present researches of single screw expanders have been carried out, few can directly reflect the effect of internal irreversible loss on the performance of expanders. Therefore, it is necessary to research the internal characteristics of the single screw expanders. In this paper, a numerical study of a single screw expander was carried out to analyze its internal irreversible loss. Based on the theory of engineering thermodynamics and hydrodynamics, a thermodynamics working process mathematical model was presented to calculate the flow rate and efficiency of a single screw expander. A separation approach was proposed to solve the above coupling problem, which could be solved by classical fourth-order Runge-Kutta method through MATLAB language programming. Take the organic working fluid R123 for example, the numerical results were verified by experimental results. The numerical results of flow rate, power output, volumetric and isentropic efficiency were in good agreement with the experimental results at the rotation speed of 3000±10rpm under different intake pressure. Then three organic working fluids R123, R245fa and R134a were chose to simulate the characteristics of single screw expanders. Results show that the highest efficiency is R123, followed by R245fa and the last is R134a at the same rotation speed and intake conditions.
机译:单螺杆扩展器已广泛研究了有机朗肯循环的中低温热回收动力系统,这对于节能和环境保护是显着的。然而,内部不可逆损失包括泄漏,传热和摩擦力损耗对单螺杆扩展器的性能产生了很大影响。尽管已经进行了单螺杆扩展器的一些研究,但很少有可能直接反映内部不可逆损失对扩展器性能的影响。因此,有必要研究单螺杆扩展器的内部特性。在本文中,进行了单螺杆膨胀机的数值研究,以分析其内部不可逆损失。基于工程热力学和流体动力学理论,提出了一种热力学工作过程数学模型来计算单螺杆膨胀机的流速和效率。提出了一种分离方法来解决上述耦合问题,可以通过Matlab语言编程来通过经典的第四阶runge-Kutta方法解决。取用有机工作流体R123,例如,通过实验结果验证数值结果。流速,功率输出,体积和等熵效率的数值结果与不同进气压力下的3000±10rpm的转速良好的一致性。然后选择三个有机工作流体R123,R245FA和R134A以模拟单螺杆扩展器的特性。结果表明,最高效率是R123,其次是R245FA,最后是R134A,在相同的旋转速度和进气条件下。

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