Viscous Hydrodynamic Forces and Ship Velocity: An Analysis

AI Thread Summary
Viscous hydrodynamic forces increase with the velocity of a ship, contributing to frictional resistance. While these forces are always present in motion, their impact diminishes at lower speeds. For vessels with a Froude number below 0.1, the wave-making resistance can be neglected, simplifying resistance calculations. However, viscous forces cannot be ignored entirely, even at low velocities. Understanding these dynamics is crucial for accurate assessments of ship performance.
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The viscous hydrodynamic forces will increase with increase of the velocity of ship? Can the viscous hydrodynamic forces be neglected if the velocity of ship is small ?
 
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wssrwsmt said:
The viscous hydrodynamic forces will increase with increase of the velocity of ship? Can the viscous hydrodynamic forces be neglected if the velocity of ship is small ?

Not entirely.

The resistance of a vessel is composed of two parts: the frictional resistance and the residuary or wave-making resistance.

For vessels whose Froude number is less than 0.1, the residuary resistance can be neglected.
(The Froude number is a non-dimensional quantity relating the length and speed of a vessel, Fn = (V/gL)1/2)

The viscous forces produce the frictional resistance of a hull and are always present as long as the vessel is in motion, although at diminishing magnitude.
 
SteamKing said:
Not entirely.

The resistance of a vessel is composed of two parts: the frictional resistance and the residuary or wave-making resistance.

For vessels whose Froude number is less than 0.1, the residuary resistance can be neglected.
(The Froude number is a non-dimensional quantity relating the length and speed of a vessel, Fn = (V/gL)1/2)

The viscous forces produce the frictional resistance of a hull and are always present as long as the vessel is in motion, although at diminishing magnitude.
Thanks for your answer.
 
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