2017
DOI: 10.1016/j.oceaneng.2016.12.001
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Estimation of stopping ability of full-scale ship using free-running model

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Cited by 12 publications
(5 citation statements)
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“…Their results indicate that the track reach is within 4 to 16 ship lengths L for different thrust reverse time t r and astern to ahead power ratio. In the same context, a free-running model is presented in Reference [27] for the estimation of full-scale stopping ability in which the experimental validation results are in accordance with those obtained by Reference [26].…”
Section: Vessel Maneuverabilitysupporting
confidence: 64%
“…Their results indicate that the track reach is within 4 to 16 ship lengths L for different thrust reverse time t r and astern to ahead power ratio. In the same context, a free-running model is presented in Reference [27] for the estimation of full-scale stopping ability in which the experimental validation results are in accordance with those obtained by Reference [26].…”
Section: Vessel Maneuverabilitysupporting
confidence: 64%
“…The work assumed the fractions to vary in values based on ship speed and propeller RPM combinations. A better approach was shown by Ueno, Suzuki, and Tsukada (2017) who performed an estimation of full-scale ship-stopping ability using a free-running model. The work assumed wake fraction (1-w) as a function of maneuvering motion represented by β-xP'r(L/V) whilst thrust deduction fraction treated as a whole factor of propeller properties (1-t)KT assumed as a function of advance ratio J.…”
Section: Figure 5 Past Studies On Various Hull-propeller Interactions...mentioning
confidence: 99%
“…Avoiding further inaccuracies in the modeling, Voorde (1974) then assumed the factor to be constant and employed a value of (1-t) = 0.824 for determining the targeted ship stopping ability and expressed the wake fraction from propeller thrust and torque using Equation 10 and Equation 11 In a recent work of estimation of full-scale ship-stopping ability via a free-running model test equipped with an auxiliary thruster, Ueno, Suzuki, and Tsukada (2017) assumed wake factor (1-w) in astern maneuver as a constant value as in conventional maneuvering of straight course for simplicity. Meanwhile, the thrust deduction factor t is treated as a whole function of the coefficient of longitudinal force induced by reversing propeller denoted by (1-t) KT.…”
Section: Figure 6 Thrust Deduction Fraction Properties Throughout Sto...mentioning
confidence: 99%
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“…Previous studies on the stopping ability of ships have focused primarily on methods using maneuvering mathematical models (Nakato et al, 1976;Yoshimura, 1994). Recent studies have investigated methods for estimating the stopping ability of full-scale ships using the free-running model test or computational fluid dynamics (Ueno et al, 2017;Sun et al, 2018). However, few studies have reviewed methods for improving the stopping ability of ships through full-scale maneuvering trials using azimuth propellers.…”
Section: Introductionmentioning
confidence: 99%