Distance Between Point B And M in Fluid Mechanics Formulas

Distance Between Point B And M is defined as the vertical distance between the center of buoyancy of the body and the metacenter of that body. Where B stands for buoyancy and M stands for metacenter. And is denoted by B_m. Distance Between Point B And M is usually measured using the Millimeter for Length. Note that the value of Distance Between Point B And M is always positive.

Fluid Mechanics formulas that make use of Distance Between Point B And M

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FAQ

What is the Distance Between Point B And M?

Distance Between Point B And M is defined as the vertical distance between the center of buoyancy of the body and the metacenter of that body. Where B stands for buoyancy and M stands for metacenter. Distance Between Point B And M is usually measured using the Millimeter for Length. Note that the value of Distance Between Point B And M is always positive.

Can the Distance Between Point B And M be negative?

No, the Distance Between Point B And M, measured in Length cannot be negative.

What unit is used to measure Distance Between Point B And M?

Distance Between Point B And M is usually measured using the Millimeter[mm] for Length. Meter[mm], Kilometer[mm], Decimeter[mm] are the few other units in which Distance Between Point B And M can be measured.

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