The size parameters of an air vessel, mainly including its initial gas volume and total volume, account for its performance in hydraulic transients. Traditionally, the size of an air vessel in a given water supply system is estimated by trials and errors, usually aided by computers. To simplify the preliminary estimation of the air vessel9s volume, in this paper, an approximate analytical method is proposed and derived on the basis of the incompressible flow theory and simple harmonic vibration theory. With this method, a theoretically optimal size of an air vessel, which is able to meet the protective requirements in hydraulic transients, could be easily obtained in an analytical way. Besides, a real engineering case is introduced in this paper to illustrate that the proposed method could give guidance and reference in the preliminary work of designing an air vessel in practice.
[1]
E. Benjamin Wylie,et al.
Fluid Transients in Systems
,
1993
.
[2]
Lin Qi.
Protection Study on Water Hammer of Pipelines by Air Vessel
,
2005
.
[3]
D. Stephenson,et al.
Simple Guide for Design of Air Vessels for Water Hammer Protection of Pumping Lines
,
2002
.
[4]
Sang-Gyun Kim,et al.
Water hammer in the pump-rising pipeline system with an air chamber
,
2014
.
[5]
Bryan W. Karney,et al.
Hydraulic Optimization of Transient Protection Devices Using GA and PSO Approaches
,
2006
.
[6]
Hanif M. Chaudhry,et al.
Applied Hydraulic Transients
,
1979
.