Learning Goal: To learn how to find internal forces for a statically indeterminate axially loaded structure by using deformation compatibility relationships and static equilibrium equations. A reinforced concrete pier supports a 350 kip axial compressive load as shown. The 12-in-diameter concrete pier is reinforced with 6 # 8 (i.e., 1-in diameter) steel reinforcing bars (i.e., rebar). The steel and the concrete are assumed to be bonded together (i.e., there is no slip between them upon loading). The modulus of elasticity for the steel rebars is 29,000 ksi and the modulus of elasticity for the concrete is 4,200 ksi 1350 k ▼ ▾ T 7.25 ft ▾ Part A - Find the axial stress in the concrete when the pier is loaded Submit !! + !! ii A vec Submit !! 11 → Find the axial stress in the concrete when the pier is loaded. Express your answer in ksi to three significant figures. Indicate compressive stresses with a negative sign. A value entered with no sign is assumed to be a tensile stress. ▸ View Available Hint(s) Part B - Find the axial stress in the steel when the pier is loaded 197| ΑΣΦ. 11 vec It 4 → ? ? ksi Find the axial stress in the steel when the pier is loaded. Express your answer in ksi to three significant figures. Indicate compressive stresses with a negative sign. A value entered with no sign is assumed to be tensile. ▸ View Available Hint(s) ksi Part C - Calculate the axial deformation of the reinforced concrete pier ? 12 . Section x-x in -6-1" Dia. Steel Rebar Calculate the axial deformation of the reinforced concrete pier. Express your answer in inches to three significant figures. If the pier gets shorter, be sure to include a negative sign. (Note that because they are equal, either the deformation of the concrete or the steel can be used. This was the deformation compatibility relationship upon which the problem solution was based.) VG ΑΣΦ. 11 vec
Learning Goal: To learn how to find internal forces for a statically indeterminate axially loaded structure by using deformation compatibility relationships and static equilibrium equations. A reinforced concrete pier supports a 350 kip axial compressive load as shown. The 12-in-diameter concrete pier is reinforced with 6 # 8 (i.e., 1-in diameter) steel reinforcing bars (i.e., rebar). The steel and the concrete are assumed to be bonded together (i.e., there is no slip between them upon loading). The modulus of elasticity for the steel rebars is 29,000 ksi and the modulus of elasticity for the concrete is 4,200 ksi 1350 k ▼ ▾ T 7.25 ft ▾ Part A - Find the axial stress in the concrete when the pier is loaded Submit !! + !! ii A vec Submit !! 11 → Find the axial stress in the concrete when the pier is loaded. Express your answer in ksi to three significant figures. Indicate compressive stresses with a negative sign. A value entered with no sign is assumed to be a tensile stress. ▸ View Available Hint(s) Part B - Find the axial stress in the steel when the pier is loaded 197| ΑΣΦ. 11 vec It 4 → ? ? ksi Find the axial stress in the steel when the pier is loaded. Express your answer in ksi to three significant figures. Indicate compressive stresses with a negative sign. A value entered with no sign is assumed to be tensile. ▸ View Available Hint(s) ksi Part C - Calculate the axial deformation of the reinforced concrete pier ? 12 . Section x-x in -6-1" Dia. Steel Rebar Calculate the axial deformation of the reinforced concrete pier. Express your answer in inches to three significant figures. If the pier gets shorter, be sure to include a negative sign. (Note that because they are equal, either the deformation of the concrete or the steel can be used. This was the deformation compatibility relationship upon which the problem solution was based.) VG ΑΣΦ. 11 vec
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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To learn how to find internal forces for a statically indeterminate axially loaded structure by using deformation compatibility relationships and static equilibrium equations.
A reinforced concrete pier supports a 350 kip axial compressive load as shown. The 12-in-diameter concrete pier is reinforced with 6 #8 (i.e., 1-in diameter) steel reinforcing bars (i.e., rebar). The steel and the concrete are assumed to be bonded together (i.e., there is no slip between them upon loading). The modulus of elasticity for the steel rebars is 29,000 ksi and the modulus of elasticity for the concrete is 4,200 ksi.
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