Question

The timber boards are glued together to form the built-up section shown below. If the glue seam at point D can withstand a maximum shear stress of $1.5 \text{ MPa}$, determine the allowable shear force V (in kN) that can be developed. $50 \text{ mm}$ $50 \text{ mm}$ $50 \text{ mm}$ $50 \text{ mm}$ D $150 \text{ mm}$ $50 \text{ mm}$ B $150 \text{ mm}$

Name: the timber boards are glued together to form the built up section shown below if the glue seam at point d can withstand a maximum shear stress of 15 text mpa determine the allowable shear fo 31316
Uploaded: 2021-07-31T05:11:51-08:00
Duration: 1 min 58 s
Channel: Chai Santi
Description: the timber boards are glued together to form the built up section shown below if the glue seam at point d can withstand a maximum shear stress of 15 text mpa determine the allowable shear fo 31316

          The timber boards are glued together to form the built-up section shown below. If the glue seam at point D can withstand a maximum shear stress of $1.5 \text{ MPa}$, determine the allowable shear force V (in kN) that can be developed.
$50 \text{ mm}$
$50 \text{ mm}$
$50 \text{ mm}$
$50 \text{ mm}$
D
$150 \text{ mm}$
$50 \text{ mm}$
B
$150 \text{ mm}$

the timber boards are glued together to form the built up section shown below if the glue seam at point d can withstand a maximum shear stress of 15 text mpa determine the allowable shear fo 31316

Added by Amanda M.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Chai Santi

07/31/2021

Step 1

Given: - Maximum allowable shear stress at point D, $\tau_{max} = 1.5 \text{ MPa}$ - Dimensions of the built-up section: - Top flange: width = $150 \text{ mm}$ (from $50 \text{ mm} + 50 \text{ mm} + 50 \text{ mm}$), height = $50 \text{ mm}$ - Web: width = Show more…

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The timber boards are glued together to form the built-up section shown below. If the glue seam at point D can withstand a maximum shear stress of $1.5 \text{ MPa}$, determine the allowable shear force V (in kN) that can be developed. $50 \text{ mm}$ $50 \text{ mm}$ $50 \text{ mm}$ $50 \text{ mm}$ D $150 \text{ mm}$ $50 \text{ mm}$ B $150 \text{ mm}$