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Radius of Gyration - nth Degree Parabola (concave)

Last modified by
on
Jul 24, 2020, 6:28:07 PM
Created by
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Jan 17, 2014, 5:21:22 PM
Radius of GyrationParabola=(rx[n,h],ry[n,b])
Base
Height
Exponential
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7ece8dd2-391b-11e3-bfbe-bc764e049c3d

This equation computes the x and y components of the radius of gyration for an nth degree parabola, concave up, where the equation for the parabola is y = (hbn)xn

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.

/attachments/7ece8dd2-391b-11e3-bfbe-bc764e049c3d/RadiusofGyrationnthDegreeParabolaconcave-illustration.png


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