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research-article

Modelling Dynamic Response of Hydraulic Fluid Within Tapered Transmission Lines

[+] Author and Article Information
Jeremy W ven der Buhs

Department of Mechanical Engineering, University of Saskatchewan, Saskatoon, SK Canada S7N 5A9
jeremy.venderbuhs@usask.ca

Travis Wiens

Department of Mechanical Engineering, University of Saskatchewan, Saskatoon, SK Canada S7N 5A9
t.wiens@usask.ca

1Corresponding author.

ASME doi:10.1115/1.4040667 History: Received June 28, 2017; Revised June 21, 2018

Abstract

This paper examines modelling the laminar dynamic fluid responses within hydraulic transmission lines that have a tapered shape between the inlet to outlet. There are excellent models available for fast simulation of pressure and flow dynamics within uniform lines, however, the established models for tapered lines either cannot be implemented in the time domain, are complex to implement, or have long simulation times. The enhanced transmission line method (TLM) structure is applied in this paper since it can be computed quickly in the time domain and has shown to accurately model the effects of frequency-dependent friction. This paper presents a method of optimizing the TLM weighting functions, minimizing the error between the TLM transmission matrix terms and a numerical ordinary differential equation (ODE) solution calculated using a boundary value solver. Optimizations have shown that using the TLM to model tapered lines can provide a fair approximation when compared in the frequency domain. Two-dimensional interpolation of a look-up table is possible allowing for quick selection of the optimized parameters. Further investigation into the effects of pipe wall elasticity and its inclusion into the TLM is also performed. Also, an experiment was performed to validate high frequency harmonic peaks present in the frequency response, which yielded acceptable results when compared to the theory, and the proposed tapered TLM. This model can be used in numerous applications where line dynamic effects must be accounted for, especially with digital hydraulic switched inertance converters where high frequencies are present.

Copyright (c) 2018 by ASME
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