(ఓడ భవనం,

metacentre's Usage Examples:

calculated as the distance between the centre of gravity of a ship and its metacentre.

passenger, physicist Professor William Bragg, concluded that the ship"s metacentre was just below her centre of gravity.

quadrature, and the calculations of displacement, centre of buoyancy, and metacentre given in the book closely resemble those made at the present day.

has a distance of about 3 feet between the centre of gravity and the metacentre, and is a remarkable steady ship; whereas the Prince Consort, with a distance.

yachts, are designed to be stiff, meaning the distance between the centre of mass and the metacentre is very large in order to resist the heeling effect.

vertical line through the heeled centre of buoyancy crosses the line through the original, vertical centre of buoyancy is the metacentre.

given a larger metacentric height (the vertical distance between the metacentre and the centre of gravity below it) of around 4.

centreline (imagining a line drawn through the centre of the ship and the metacentre is the point in the middle).

Ship stability diagram showing centre of gravity (G), centre of buoyancy (B), and metacentre (M) with ship upright and heeled over to one side.

tendency to list during his voyage, and had concluded that the ship"s metacentre was just below her centre of gravity.

stability diagram showing centre of gravity (G), centre of buoyancy (B), and metacentre (M) with ship upright and heeled over to one side.

It is calculated as the distance between the centre of gravity of a ship and its metacentre.