1898
DOI: 10.1061/taceat.0001315
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Pressures Resulting from Changes of Velocity of Water in Pipes

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Cited by 18 publications
(2 citation statements)
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“…The velocity of a hydraulic pressure wave confined in an elastic pipe is different, usually much lower, from that in unconfined water. This difference was first described by Frizell [29] and can be deducted from equation (A3), in which the velocity of the hydraulic pressure wave (v [m/s]) in a thin-walled cylindrical pipe is calculated [16]. From equation (A3) it can be seen that the wave velocity v can be increased by increasing ρ and K of the fluid or E and e of the shaft [30].…”
Section: Additional Information Competing Financial Interest Statementmentioning
confidence: 95%
“…The velocity of a hydraulic pressure wave confined in an elastic pipe is different, usually much lower, from that in unconfined water. This difference was first described by Frizell [29] and can be deducted from equation (A3), in which the velocity of the hydraulic pressure wave (v [m/s]) in a thin-walled cylindrical pipe is calculated [16]. From equation (A3) it can be seen that the wave velocity v can be increased by increasing ρ and K of the fluid or E and e of the shaft [30].…”
Section: Additional Information Competing Financial Interest Statementmentioning
confidence: 95%
“…Gave a direct water hammer pressure calculation formula, the formula is known as the "basic equation of water hammer". In the same year, the American engineer Frizell gave the equation of water hammer pressure about wave speed and flow velocity change [7].…”
Section: The Development Of Transient Running Water Strike Theorymentioning
confidence: 99%