A vertical, cylindrical tank, 6 ft in diameter and 12 ft high, is held together by means of two steel hoops, one at the top and one at the bottom. Molasses (SGmolasses = 1.50) stands to a depth of 9 ft in the tank. The cross-sectional area of each hoop is 0.5 in² and the tank is open at the top. Let T1 and T2 be the tensile forces in the top and bottom hoops, respectively, and o, and 02, the stresses in the top and bottom hoops, respectively. Determine the following: (a) The total hydrostatic force, F (Ib) exerted by the molasses on the walls of the tank. (b) The total pressure (psi) at the bottom of the tank. (c) The tensile force T1 (Ib) at the top hoop (d) The tensile force T2 (Ib) at the bottom hoop (e) The stress o1 (psi) at the top hoop (f) The stress 2 (psi) at the bottom hoop (g) The ratio between ơ1 and o2

Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
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Kindly answer d, e, f, and g only.

A vertical, cylindrical tank, 6 ft in diameter and 12 ft high, is held together by means of two steel hoops, one at the
top and one at the bottom. Molasses (SGmolasses = 1.50) stands to a depth of 9 ft in the tank. The cross-sectional
area of each hoop is 0.5 in² and the tank is open at the top. Let T1 and T2 be the tensile forces in the top and
bottom hoops, respectively, and ơ1 and 02, the stresses in the top and bottom hoops, respectively. Determine the
following:
(a) The total hydrostatic force, F (Ib) exerted by the molasses on the walls of the tank.
(b) The total pressure (psi) at the bottom of the tank.
(c) The tensile force T1 (Ib) at the top hoop
(d) The tensile force T2 (Ib) at the bottom hoop
(e) The stress 01 (psi) at the top hoop
(f) The stress 2 (psi) at the bottom hoop
(g) The ratio between ơ1 and o2
Transcribed Image Text:A vertical, cylindrical tank, 6 ft in diameter and 12 ft high, is held together by means of two steel hoops, one at the top and one at the bottom. Molasses (SGmolasses = 1.50) stands to a depth of 9 ft in the tank. The cross-sectional area of each hoop is 0.5 in² and the tank is open at the top. Let T1 and T2 be the tensile forces in the top and bottom hoops, respectively, and ơ1 and 02, the stresses in the top and bottom hoops, respectively. Determine the following: (a) The total hydrostatic force, F (Ib) exerted by the molasses on the walls of the tank. (b) The total pressure (psi) at the bottom of the tank. (c) The tensile force T1 (Ib) at the top hoop (d) The tensile force T2 (Ib) at the bottom hoop (e) The stress 01 (psi) at the top hoop (f) The stress 2 (psi) at the bottom hoop (g) The ratio between ơ1 and o2
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