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Question 6 10 points Save Answer A cover plate and the flanged end of a pressure vessel of internal diameter C = 300 mm are clamped using 8 bolts as shown in the figure. The pressure inside the vessel $p = 1.23$ MPa. For seating of the gasket, initial clamping load of 21 kN is applied to each bolt. The ratio of stiffness of the parts held together by the bolts to the stiffness of the bolts is 4. Determine force carried by each bolt. Write your answer in kN, corrected to two decimal places. $F_b = P + \frac{k_c}{k_b + k_c} F_i$ (19-8) $F_c = P - \frac{k_b}{k_b + k_c} F_i$ (19-9)

          Question 6
10 points Save Answer
A cover plate and the flanged end of a pressure vessel of internal diameter C = 300 mm are clamped using 8 bolts as shown in the figure. The pressure inside the vessel $p = 1.23$ MPa. For seating of the gasket, initial clamping load of 21 kN is applied to each bolt. The ratio of stiffness of the parts held together by the bolts to the stiffness of the bolts is 4.
Determine force carried by each bolt. Write your answer in kN, corrected to two decimal places.
$F_b = P + \frac{k_c}{k_b + k_c} F_i$ (19-8)
$F_c = P - \frac{k_b}{k_b + k_c} F_i$ (19-9)

Question 6
10 points Save Answer
A cover plate and the flanged end of a pressure vessel of internal diameter C = 300 mm are clamped using 8 bolts as shown in the figure. The pressure inside the vessel p = 1.23 MPa. For seating of the gasket, initial clamping load of 21 kN is applied to each bolt. The ratio of stiffness of the parts held together by the bolts to the stiffness of the bolts is 4.
Determine force carried by each bolt. Write your answer in kN, corrected to two decimal places.
Fb = P + (kc)/(kb + kc) Fi (19-8)
Fc = P - (kb)/(kb + kc) Fi (19-9)

Added by Danielle R.

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