Moments of area circle

20.2
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Eqn. 1
\require{color}\definecolor{myred}{RGB}{255,0,0} A=\frac{d^{\color{myred}2}\cdot\mathrm\pi}4
Eqn. 2
\require{color}\definecolor{myred}{RGB}{255,0,0} I=\frac{d^{\color{myred}4}\cdot\mathrm\pi}{64}
Eqn. 3
\require{color}\definecolor{myred}{RGB}{255,0,0} i_{\color{myred}min}=\sqrt{\frac{I_{\color{myred}min}}A}
Eqn. 4
\require{color}\definecolor{myred}{RGB}{255,0,0} W=\frac{\mathrm\pi\cdot\mathrm d^{\color{myred}3}}{32}
Cross sectional areaA=490.9mm2 
Moment of areaI=1.9cm4 
Radius of gyrationi=6.2mm 
Moment of resistanceW=1,534mm3 
Circle diameterd = 25mm
Calc 1
Moments of area of a circle

Example I A circular cross-section with a diameter of 25 mm has a cross-sectional area of 491 mm2, a moment of area of 19,175 mm 4 and a radius of inertia of 6.2 mm.

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