Joukosky´s equation: limitations in it´s application for real systems

Hydraulic transient occurs in all hydraulic systems, whenever fluid speed changes. This occurs through a mechanical pressure wave that propagates throughout the system from the point where the flow change is generated, being dampened by the system's friction until a new steady state is established. In this context, the Joukowsky´s equation is often considered as conservative pressure estimation. However, in certain real case scenarios this isn’t true. This work explored the scenarios in which this assumption is not true and based on the limitations of Joukwisky’s equation analyzing situations in which said equation is not sufficient to predict a system behavior.

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Publication Details

Published
2024-12-01
DOI
https://doi.org/10.5151/siintec2024-393251
Primary Topic
Heat Transfer and Numerical Methods
Type
article
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article

Joukosky´s equation: limitations in it´s application for real systems

Luzia Aparecida Tofaneli, Turan Dias Oliveira, Vinicius Caleffi
Heat Transfer and Numerical Methods
article

Joukosky´s equation: limitations in it´s application for real systems

Luzia Aparecida Tofaneli, Turan Dias Oliveira, Vinicius Caleffi
article en

Abstract

Hydraulic transient occurs in all hydraulic systems, whenever fluid speed changes. This occurs through a mechanical pressure wave that propagates throughout the system from the point where the flow change is generated, being dampened by the system's friction until a new steady state is established. In this context, the Joukowsky´s equation is often considered as conservative pressure estimation. However, in certain real case scenarios this isn’t true. This work explored the scenarios in which this assumption is not true and based on the limitations of Joukwisky’s equation analyzing situations in which said equation is not sufficient to predict a system behavior.

Openalex Percentile: Top 72%
Heat Transfer and Numerical Methods
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