2 years ago

On what kind of sectional drawing would you find the maximum length of a building?

Engineering

1 answer:

Genrish500 [490]2 years ago

5 0

Answer:

A longitudinal section

Explanation:

A longitudinal section is a section drawn along the length of an object, as opposed to a cross section, which is drawn across the width or diameter of an object.

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The turbine develops 300 kW of power, which is transmitted to the gears such that both B and C receive an equal amount. If the r

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$J = \frac{pi * c^4}{2} = \frac{pi * r^4}{2} = \frac{pi * 0.05^4}{2} = 9.8175*10^(-6) m^4\\\\T = \frac{P}{w} = \frac{300,000}{62.831} = 4774710 Nm\\\\TC = TB = 0.5*T = 2387350 Nm\\$

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$t_{max} = \frac{T*r}{J} = \frac{4774710*0.05}{9.8175*10^(-6)}=24.3MPa\\\\Q_{D/A} = sum (\frac{T*L}{J*G}) = \frac{TAB*LAB}{J*G} + \frac{TBC*LBC}{J*G} \\\\= \frac{4774710*1.5}{(9.8175*10^(-6)) * 79 * 10^9} + \frac{2387350*2}{(9.8175*10^(-6)) * 79 * 10^9}\\\\= 0.01621 rad\\\\Q_{D/A} = 0.01621 * \frac{180}{pi} = 0.929 degrees$

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