2.118 The air pressure in the top of the 2-liter pop bottle shown in Video V2.6 and Fig. P2.118 is 40 psi, and the pop depth is 10 in. The bottom of the bottle has an irregular shape with a di- ameter of 4.3 in. (a) If the bottle cap has a diameter of 1 in. what is the magnitude of the axial force required to hold the cap in place? (b) Determine the force needed to secure the bottom 2 in. of the bottle to its cylindrical sides. For this calculation assume the ef- fect of the weight of the pop is negligible. (c) By how much does the weight of the pop increase the pressure 2 in. above the bottom? Assume the pop has the same specific weight as that of water. 1-in. diameter Par= 40 psi %3D 12 in. 10 in. 4.3-in. diameter Figure P2.118

Structural Analysis
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2.118 The air pressure in the top of the 2-liter pop bottle
shown in Video V2.6 and Fig. P2.118 is 40 psi, and the pop depth
is 10 in. The bottom of the bottle has an irregular shape with a di-
ameter of 4.3 in. (a) If the bottle cap has a diameter of 1 in. what
is the magnitude of the axial force required to hold the cap in place?
(b) Determine the force needed to secure the bottom 2 in. of the
bottle to its cylindrical sides. For this calculation assume the ef-
fect of the weight of the pop is negligible. (c) By how much does
the weight of the pop increase the pressure 2 in. above the bottom?
Assume the pop has the same specific weight as that of water.
1-in. diameter
Par=40 psi
%3D
12 in.
10 in.
4.3-in. diameter
Figure P2.118
Transcribed Image Text:2.118 The air pressure in the top of the 2-liter pop bottle shown in Video V2.6 and Fig. P2.118 is 40 psi, and the pop depth is 10 in. The bottom of the bottle has an irregular shape with a di- ameter of 4.3 in. (a) If the bottle cap has a diameter of 1 in. what is the magnitude of the axial force required to hold the cap in place? (b) Determine the force needed to secure the bottom 2 in. of the bottle to its cylindrical sides. For this calculation assume the ef- fect of the weight of the pop is negligible. (c) By how much does the weight of the pop increase the pressure 2 in. above the bottom? Assume the pop has the same specific weight as that of water. 1-in. diameter Par=40 psi %3D 12 in. 10 in. 4.3-in. diameter Figure P2.118
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