Distance Between Point B And G in Fluid Mechanics Formulas

Distance Between Point B And G is the vertical distance between the center of buoyance of the body and center of gravity.where B stands for center of buoyancy and G stands for center of gravity. And is denoted by B_g. Distance Between Point B And G is usually measured using the Millimeter for Length. Note that the value of Distance Between Point B And G is always positive.

Formulas to find Distance Between Point B And G in Fluid Mechanics

fxDistance between Buoyancy Point and Center of Gravity given Metacenter HeightGo

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

fxMetacentric Height given Moment of InertiaGo

fxMetacentric HeightGo

fxMoment of Inertia of Waterline Area using Metacentric HeightGo

fxVolume of Liquid Displaced given Metacentric HeightGo

List of variables in Fluid Mechanics formulas

fx Moment of Inertia of Waterline Area Go

fx Volume of Liquid Displaced By Body Go

fx Metacentric Height Go

FAQ

What is the Distance Between Point B And G?

Distance Between Point B And G is the vertical distance between the center of buoyance of the body and center of gravity.where B stands for center of buoyancy and G stands for center of gravity. Distance Between Point B And G is usually measured using the Millimeter for Length. Note that the value of Distance Between Point B And G is always positive.

Can the Distance Between Point B And G be negative?

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

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

Distance Between Point B And G 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 G can be measured.

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