Maximum pressure in the fluid line by differential equations

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Roomi V.; RANJBAR M.

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Journal Paper

Paper Information

Journal: JOURNAL OF MECHANICAL ENGINEERING Year:2019 | Volume:49 | Issue:1 (86) Page(s): 129-136

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Information Journal Paper

Title

Maximum pressure in the fluid line by differential equations

Author(s)

Roomi V. | RANJBAR M. | Issue Writer Certificate

Keywords

Partial differential equations

Laplace transform

Fluid line

Abstract

Networks of closed conduits containing pressurized fluid flow occur in many different instances throughout the natural and manmade world. The dynamics of such networks are dependent not only on the complex interactions between the fluid body and the conduit material within each Fluid line, but also on the coupling between different lines as they influence each other through their common junctions. The forward modeling (time-domain simulation), and inverse modeling (system parameter identification) of such systems is of great interest to many different research fields. An alternative approach to time-domain descriptions of Fluid line networks is the Laplace-domain representation of these systems. In this paper we will consider a pressured Fluid line, and we will find an optimized upper bound to the pressure by using Laplace transforms to solve the related differential system.

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APA: Copy

Roomi, V., & RANJBAR, M.. (2019). Maximum pressure in the fluid line by differential equations. JOURNAL OF MECHANICAL ENGINEERING, 49(1 (86) ), 129-136. SID. https://sid.ir/paper/269974/en

Vancouver: Copy

Roomi V., RANJBAR M.. Maximum pressure in the fluid line by differential equations. JOURNAL OF MECHANICAL ENGINEERING[Internet]. 2019;49(1 (86) ):129-136. Available from: https://sid.ir/paper/269974/en

IEEE: Copy

V. Roomi, and M. RANJBAR, “Maximum pressure in the fluid line by differential equations,” JOURNAL OF MECHANICAL ENGINEERING, vol. 49, no. 1 (86) , pp. 129–136, 2019, [Online]. Available: https://sid.ir/paper/269974/en

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