How can ships float on water




















Volume is the amount of space a object or substance occupies; and the relation between the mass and its volume is called density. The density of fresh water is 1. With average salinity of 35 gram per ml of water it weights 1. This upward force is equal and opposite to the weight of the water it displaced. When a ship displace water volume of more or equal weight in comparison to its own weight; the ship will float and this concept is called principle of flotation.

So, a , tonne ship must displace at least , tonne of water to stay afloat. There is two key force acting on a floating body, weight and buoyancy. For a ship to be stable and stay in equilibrium the center of gravity and buoyancy must be in a straight line. Suppose the ship weight is distributed uneven and is tilted on one side along the longitudinal axis; then the point at which original vertical line meets the line passing through center of gravity and buoyancy is called metacenter.

Now the ability of ship to return to its equilibrium position depends upon the center of gravity and metacenter. If the metacenter lie above the center of gravity; then the ship will regain its equilibrium. But when metacenter lies below the center of gravity; the weight and buoyant force leads the ship to topple overturn causing the ship to sink. To better understand the basic law of Archimedes principle and buoyancy behind this phenomenon simply refer to my old post.

The mass of a freely floating ship with its downward weight equals to the upward buoyant force is known as displacement.

In other words displacement of a ship is the product of water density and volume of displacement. This was because Archimedes' principle, described above, would not have been taken into account. When the ship was first loaded it would float because cold, salty water has a higher density than fresh water, which meant that less water had to be displaced to equal the mass of the ship. Once the ship entered warmer, less salty waters, more water had to be displaced to maintain equilibrium.

The ship would drop lower in the water - and if it dropped to below the water line the line where the hull of a ship meets the water surface it would sink.

This problem was overcome in the s by Samuel Plimsoll, who marked ships with what became known as the Plimsoll Line, a marking positioned amidships, which indicates the draft of a ship and the limit to which a ship may be loaded for specific water types and temperatures. A safety margin between the deck and the water line was made mandatory by the Loadline Convention now replaced by the Loadline Convention, as amended.

This safety margin is created by increasing the external volume of the hull so the deck line rises well above the water line.

This safety margin is known as freeboard. Where a freeboard is incorporated, the density of a ship becomes the total weight of the ship divided by the external under water volume of the hull including the shell plating, propeller and rudder. Displacement tonnage A ship's displacement is the volume of water it displaces when it is floating, and is measured in cubic metres m3 , while its displacement tonnage is the weight of the water that it displaces when it is floating with its fuel tanks full and all stores on board, and is measured in metric tons MT, equivalent to 1, Kg.

The displacement tonnage is the actual weight of the ship, since a floating object displaces its own weight in water.

If you take a column of water 1 inch square and 1 foot tall, it weighs about 0. That means that a 1-foot-high column of water exerts 0. Similarly, a 1-meter-high column of water exerts 9, pascals Pa. If you were to submerge a box with a pressure gauge attached as shown in this picture into water, then the pressure gauge would measure the pressure of the water at the submerged depth:. If you were to submerge the box 1 foot into the water, the gauge would read 0.

What this means is that the bottom of the box has an upward force being applied to it by that pressure. This just happens to exactly equal the weight of the cubic foot or cubic meter of water that is displaced! It is this upward water pressure pushing on the bottom of the boat that is causing the boat to float.

There you are, underneath the surface in a swimming pool. Water wants to be where you are — your body has displaced a whole lot of it. If you suddenly disappeared, water would rush in to fill the space.

This is the buoyant force. The buoyant force depends on how much water an object displaces. The larger the object, the greater the buoyant force it experiences. Ah, but will that object float? So a large hollow object might float because large means more water displaced — so more buoyant force — and hollow means relatively little weight.



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