Question

A thin-walled member has a dimensions of a=40cm, b=30cm, c=20cm ve t=2cm and Ty=100 kN; a) Draw the distribution of shear stress ($\tau$). b) Determine the location of the shear center (e) for the thin-walled section.

Name: a thin walled member has a dimensions of a40cm b30cm c20cm ve t2cm and ty100 kn a draw the distribution of shear stress tau b determine the location of the shear center e for the thin walled 57538
Uploaded: 2023-07-05T13:30:57-08:00
Duration: 5 min 58 s
Channel: Madhur L
Description: a thin walled member has a dimensions of a40cm b30cm c20cm ve t2cm and ty100 kn a draw the distribution of shear stress tau b determine the location of the shear center e for the thin walled 57538

          A thin-walled member has a dimensions
of a=40cm, b=30cm, c=20cm ve t=2cm and Ty=100 kN;

a) Draw the distribution of shear stress ($\tau$).

b) Determine the location of the shear center (e) for the
thin-walled section.

a thin walled member has a dimensions of a40cm b30cm c20cm ve t2cm and ty100 kn a draw the distribution of shear stress tau b determine the location of the shear center e for the thin walled 57538

Added by Michelle G.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Madhur L

07/05/2023

Step 1

** The shear stress in a thin-walled section is given by the formula: $\tau = \frac{VQ}{It}$ where: * $V$ is the shear force (here, $T_y$). * $Q$ is the first moment of area of the section above or below the point where shear stress is being calculated. * Show more…

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A thin-walled member has a dimensions of a=40cm, b=30cm, c=20cm ve t=2cm and Ty=100 kN; a) Draw the distribution of shear stress ($\tau$). b) Determine the location of the shear center (e) for the thin-walled section.