The paper deals with different pipeline models and their simulation. First,
a nonlinear distributed parameters model is derived, which is then lineari
sed and its transfer function is obtained by a Laplace transformation and c
orresponding initial and boundary conditions. The pipeline is represented a
s a two-port system. Four representations are presented and two of them - t
he hybrid ones which are used in practice-are studied further. They involve
three different transcendent transfer functions which are then approximate
d by rational transfer functions using a Pade approximation. The derived mo
dels describe the pipeline as a lumped parameter system. Due to the approxi
mation of the high frequency gain, the derived models are only valid for a
class of models - namely well damped pipelines. The derived models were com
paratively verified on the basis of the measurements on a real pipeline. (C
) 2000 IMACS/Elsevier Science B.V. All rights reserved.