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Radius of Gyration - nth Degree Parabola (convex)

Last modified by
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Jul 24, 2020, 6:28:07 PM
Created by
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Jan 17, 2014, 5:21:22 PM
Radius Of GyrationParabola(r)=(rx[n,h],ry[n,b])
(b)Base
(h)Height
(n)Reciprocal Exponential
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ef00b8ac-3915-11e3-bfbe-bc764e049c3d

The Radius of Gyration - nth Degree Parabola (convex) calculator computes
/attachments/ef00b8ac-3915-11e3-bfbe-bc764e049c3d/RadiusofGyrationnthDegreeParabolaconvex-illustration.png the x-component and y-component of the radius of gyration for an nth degree parabola, convex up, where the equation for the parabola is y = (hb1n)x1n

The radius of gyration (r) is the distance from the reference axis at which all of the area can be considered to be concentrated to produce the moment of inertia.


This equation, Radius of Gyration - nth Degree Parabola (convex), references 2 pages
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