A model for simulating the dynamic behavior of gas distribution pipeline networks is developed. A new implicit integration method and a special crossing-branch method are presented. The first method can accommodate systems exhibiting both slow and fast responses and prevents numerical oscillations in the solution. In the crossing-branch method, the solution of very large systems described by sparse matrices is provided, based upon special properties of the matrix. On the basis of these methods, a universal model for simulating the network of any structure of arbitrary size is created. Examples of model testing and use are given.
A universal dynamic simulation model of gas pipeline networks
Ein universelles dynamisches Simulationsmodell fuer Gasleitungsnetze
IEEE Transactions on Systems, Man and Cybernetics ; SMC-14 , 4 ; 597-606
1984
10 Seiten, 19 Quellen
Aufsatz (Zeitschrift)
Englisch
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