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Chapter four deals with buoyant forces on immersed or floating bodies and the importance of metacentric height on stability.— AvaxHome RSS:
Round the top of the scale, at D, are engraved four different draughts, and under these are the metacentric heights.— Scientific American Supplement, No. 385, May 19, 1883
The curve may be constructed in the following manner: Having found by calculation the position of the transverse metacenter, M, for a given displacement -- Figs. 1 and 2 -- the metacentric height, G M, is then determined either by calculations, or more correctly by experiment, by varying the position of weights of known magnitude, or by the stability indicator itself.— Scientific American Supplement, No. 385, May 19, 1883
Having obtained the curve, A, in this manner for a given metacentric height, we will suppose that on the next voyage, with the same displacement, it is found that, owing to some difference in stowage, the center of gravity is 6 in. higher than before.— Scientific American Supplement, No. 385, May 19, 1883
Similarly, if the center of gravity is lowered 6 in. on the same displacement, the curve, B, will be found, and in this manner comparative diagrams can be constructed giving at a glance the stability of a vessel for any given draught of water and metacentric height.— Scientific American Supplement, No. 385, May 19, 1883

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