The beam cross section below has a shear force of S, applied at the shear centre (SC) This produces sectional shear forces of Q1 and Q2 as indicated (both above and below the mid line) Note the horizontal distance between the vertical parts and the apex, marked at the top and the angle of 45 degre...

This problem solved by using moment and force equilibrium condition so final answer is 23 cm 1 ...

The beam cross section below has a shear force of S, applied at the shear centre...

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$The beam cross section below has a shear force of ( S_{z} ) applied at the shear centre ( (S C) ). This produces sectiona$

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Matlab An Introduction with Applications

ISBN: 978-1118629864

5th edition

Authors: Amos Gilat

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Posted Date: Aug 12, 2022 05:35 AM

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The beam cross section below has a shear force of S, applied at the shear centre...

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This problem solved by using moment and force equilibrium condition so final answer is 23 cm 1 ... View the full answer

Matlab An Introduction with Applications

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