Abstract
The critical external pressure stability calculation of stiffened penstock in the hydroelectric power station is very important work for penstock design. At present, different assumptions and boundary simplification are adopted by different calculation methods which sometimes cause huge differences too. In this paper, we present an immune based artificial neural network model via the model and stability theory of elastic ring, we study effects of some factors (such as pipe diameter, pipe wall thickness, sectional size of stiffening ring, and spacing between stiffening rings) on penstock critical external pressure during huge thin-wall procedure of penstock. The results reveal that the variation of diameter and wall thickness can lead to sharp variation of penstock external pressure bearing capacity and then give the change interval of it. This paper presents an optimizing design method to optimize sectional size and spacing of stiffening rings and to determine penstock bearing capacity coordinate with the bearing capacity of stiffening rings and penstock external pressure stability coordinate with its strength safety. As a practical example, the simulation results illustrate that the method presented in this paper is available and can efficiently overcome inherent defects of BP neural network.
Highlights
Penstock is one of the important compositions in the hydroelectric power station building
This paper analyzed characteristics and drawbacks of different calculation methods of penstock external pressure stability problem and proposed a simulation calculation method based on immune network
(1) By analyzing the shortcomings of various calculation methods of that stiffening penstock external pressure stability problem in the current design of hydropower penstock, this paper presented simulating model of the problem
Summary
Penstock is one of the important compositions in the hydroelectric power station building. Along with the construction of the large-capacity pumped storage power station and the application of highstrength materials, the structure of the penstocks is turning to huge thin-walled structure For this structure, its stability problem under external pressure has been prominent. A nonlinear relationship between tube shell critical external pressure and its influence factors is established by artificial immune neural network model and engages the elastic ring theory; we have studied the effects of some factors on the critical external pressure of huge thinwalled penstock (such as the pipe diameter, the pipe wall thickness, the sectional size of stiffening ring, and stiffened ring spacing) and have revealed the bearing capacity of huge thin-walled penstock plummeting reason and drastically reducing interval.
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