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Hull speed can be calculated by the following formula: $${\displaystyle v_{hull}\approx 1.34\times {\sqrt {L_{WL}}}}$$ where $${\displaystyle L_{WL}}$$ is the length of the waterline in feet, and $${\displaystyle v_{hull}}$$ is the hull speed of the vessel in knots If the length of waterline is given in metres … See more
Hull speed or displacement speed is the speed at which the wavelength of a vessel's bow wave is equal to the waterline length of … See more
Wave-making resistance depends on the proportions and shape of the hull: many modern displacement designs can exceed their hull speed even without planing. These include hulls with very fine ends, long hulls with relatively narrow beam and wave-piercing See more
As a ship moves in the water, it creates standing waves that oppose its movement. This effect increases dramatically in full-formed hulls at a See more
Because the hull speed is related to the length of the boat and the wavelength of the wave it produces as it moves through water, there is another formula that arrives at the same values … See more
Wikipedia text under CC-BY-SA license Understanding Hull Speed | Marine Engineering
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WebFeb 27, 2024 · So, hull speed can be numerically defined as: 1.34 X (L)^(0.5), where L is the overall length of the vessel. For all practical purposes, commercial vessels, for a very long time, avoid this hull speed …
WebMaximum hull speed (in knots) = 1.34 x the square root of the waterline length (in feet) These figures relate to a boat in displacement mode. If sufficient power can be applied to overcome hull drag and enable the …
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