基于CFD的带分流叶片离心泵内部流场及性能研究
[Abstract]:Centrifugal pump is a kind of universal hydraulic machinery widely used in various fields of national economy. The centrifugal pump designed according to the traditional method is of low efficiency, easy to overload, and the head curve appears hump. Under the condition of small flow rate instability and vibration and noise are easy to be produced during operation. Adding shunt vane design method is one of the most effective methods to solve these problems and improve the performance of centrifugal pump. In view of the single structure of previously studied centrifugal pump with split vane, this paper first studies a kind of centrifugal pump with long, medium and short vane, which has been studied less, then designs a new type of centrifugal pump with double shunt vane, and carries on the research. In order to provide a new idea and method for the structural design of centrifugal pump with split blade, the unsteady numerical calculation method is used to explore the influence of shunt blade on the induced vibration and noise of pump body. The main work and conclusions are as follows: (1) taking IS50-32-125 centrifugal pump as model pump, the calculation model and numerical calculation method are established, and the effects of turbulence model, mesh size and convergence accuracy on the calculation results are discussed. The accuracy of the calculation model and calculation method used in this paper is verified by testing the external characteristics of the centrifugal pump. (2) the long, medium and short vane centrifugal pump is designed on the basis of the model pump, and the centrifugal pump with long, medium and short vane is designed on the basis of the model pump. The main geometric parameters of centrifugal pump impeller with long, medium and short blades, such as inlet diameter, inlet diameter and circumferential bias, are studied by orthogonal numerical simulation. The relationship between the geometric structure parameters and the performance of the centrifugal pump is obtained, and the primary and secondary order of the influence of the geometric structure parameters on the performance of the centrifugal pump is obtained. The designed head of the best centrifugal pump with long, medium and short vane is 16.599.59% higher than that of the model pump in the range of full flow. The efficiency of the whole machine is 0.78% higher than that of the model pump in the large flow area. (3) the model pump is designed on the basis of the model pump. Double shunt vane centrifugal pump, The influence of the main geometry parameters of the centrifugal pump impeller, such as the inlet diameter of the double shunt blade, the circumferential bias degree of the double shunt blade and the number of blades, on the internal flow field and the performance of the whole centrifugal pump is discussed by numerical simulation. The optimum design value of each geometric structure parameter is obtained. The optimum centrifugal pump with double shunt vane is designed. The lift is increased by 15.02% and 36.63% compared with the model pump in the range of full flow condition. The efficiency is 1.92% higher than that of the model pump in the large flow area, and the lift curve is more flat. The efficiency curve is shifted to the direction of large flow rate, and the high efficiency zone is widened. (4) the unsteady numerical calculation of four different impeller types of centrifugal pumps under small flow, optimum and large flow conditions is carried out by using slippage grid technique. The pressure distribution of the four centrifugal pumps at different times in one cycle is obtained. At the same time, six monitoring points are set up in the volute runner to monitor the curves of pressure variation with the impeller rotation. The final results show that the pressure fluctuation in the centrifugal pump channel can be greatly reduced by using long, medium and short blades or by adding double shunt blades, and the induced vibration and noise of centrifugal pump can be effectively improved.
【学位授予单位】:郑州大学
【学位级别】:硕士
【学位授予年份】:2011
【分类号】:TH311
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