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Plastic Section Modulus of a Thin Wall Rectangle

 

Plastic Section Modulus of a Thin Wall Rectangle formulas

\(  Z_x \;=\;  2 \cdot [ \; b\cdot t  \cdot \left( \dfrac{ a}{2} - \dfrac{ t}{2 } \right)  + t  \cdot \left( \dfrac{ a}{2} - t \right)^2  ]  \) 

\(  Z_y \;=\;  2\cdot t  \cdot \left(  \dfrac{ a}{2} - t \right)    \cdot  \left(  \dfrac{ b}{2} - t \right)  + 2\cdot b\cdot t \cdot  \left(  \dfrac{ b}{2} - \dfrac{  t}{2} \right)  \) 

Symbol English Metric
\( Z \) = elastic section modulus \(in^3 \) \(mm^3 \)
\( a, b \) = edge \(in \) \(mm \)
\( t \) = thickness \(in \) \(mm \)

Piping Designer Logo 1 hollow thin wall rectangle 3