Problem 7: A brass weight is to be attached to the bottom of the cylinder made from a uniform material with specific weight 6.46 kN/m³, so that the cylinder will be completely submerged and neutrally...


Problem 7:<br>A brass weight is to be attached to the bottom of the cylinder made from a<br>uniform material with specific weight 6.46 kN/m³, so that the cylinder will<br>be completely submerged and neutrally buoyant in water at 95°C which<br>has density of 9.44 kN/m³. The brass is to be a cylinder with the same<br>diameter as the original cylinder as shown in the figure. What is the<br>required thickness of the brass?<br>Water surface<br>Cylinder<br>Water<br>at 95°C<br>750 mm<br>Brass plate<br>Y=84.0 kN/m<br>1= ?<br>450 mm diameter-<br>

Extracted text: Problem 7: A brass weight is to be attached to the bottom of the cylinder made from a uniform material with specific weight 6.46 kN/m³, so that the cylinder will be completely submerged and neutrally buoyant in water at 95°C which has density of 9.44 kN/m³. The brass is to be a cylinder with the same diameter as the original cylinder as shown in the figure. What is the required thickness of the brass? Water surface Cylinder Water at 95°C 750 mm Brass plate Y=84.0 kN/m 1= ? 450 mm diameter-

Jun 11, 2022
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