2015
DOI: 10.1680/jmaen.14.00019
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Three-dimension efflux velocity characteristics of marine propeller jets

Abstract: Bellaghy, Co. Derry. Northern Ireland ε gradient coefficient defined in Equation 3 ν kinematic viscosity of fluid (m 2 /s) 62 Maritime Engineering Volume 168 Issue MA2 Three-dimension efflux velocity characteristics of marine propeller jets Hamill, Kee and Ryan

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Cited by 20 publications
(5 citation statements)
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“…Hamill et al, 2004) (G. A. Hamill & Kee, 2016. Based on the calculation results of previous studies such as (G. Hamill et al, 2015), (Fuehrer et al, 1987), (Blaauw & van de Kaa, 1978), (Verhey, n.d.), (Lam et al, 2011), (Hashmi, 1993), (Berger et al, 1981), (Blaauw & van de Kaa, 1978), the velocity decay (Vmax/Vo) tends to decrease significantly in ZFE.…”
Section: Methodsmentioning
confidence: 99%
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“…Hamill et al, 2004) (G. A. Hamill & Kee, 2016. Based on the calculation results of previous studies such as (G. Hamill et al, 2015), (Fuehrer et al, 1987), (Blaauw & van de Kaa, 1978), (Verhey, n.d.), (Lam et al, 2011), (Hashmi, 1993), (Berger et al, 1981), (Blaauw & van de Kaa, 1978), the velocity decay (Vmax/Vo) tends to decrease significantly in ZFE.…”
Section: Methodsmentioning
confidence: 99%
“…In the range x/Dp > 3.25 in the zone of established flow, the velocity value is determined using the equation of Fuehrer (Fuehrer et al, 1987), Hamill (G. Hamill et al, 2015), Stewart (Jiang et al, 2019), Hashmi (Hashmi, 1993), Bergerl (Berger et al, 1981), Blaauw (Blaauw & van de Kaa, 1978) respectively. The radial velocity distribution is determined using the equation by Fuehrer (Fuehrer et al, 1987) and Blaauw (Blaauw & van de Kaa, 1978), respectively.…”
Section: 𝑉𝑜 = 𝐸 𝑜 𝑛𝐷√𝐶𝑡mentioning
confidence: 99%
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