Bundle: Sustainable Energy, 2nd + Mindtap Engineering, 1 Term (6 Months) Printed Access Card
Bundle: Sustainable Energy, 2nd + Mindtap Engineering, 1 Term (6 Months) Printed Access Card
2nd Edition
ISBN: 9781337896535
Author: Richard A. Dunlap
Publisher: Cengage Learning
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Chapter 2, Problem 11P
To determine

Calculate the payback period of the facility.

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Design the reinforced masonry beam in the wall shown below. The wall is to be constructed of fully grouted hollow concrete masonry units in running bond. It is to carry its own weight plus a superimposed dead load of 2.5 kips/ft and a live load of 0.8 kip/ft. Determine the width of the masonry units (by trials), and the amounts of the longitudinal and shear reinforcement required using the strength design method of TMS 402-22. Show the layout of the reinforcements with diagrams. Use fm = 2,000 psi, Grade 60(60 ksi) steel, and Type S Portland cement mortar. Assume that the centroid of the bottom rebar is 3 inches from the bottom face of the beam. ( you may assume that the unit weight of fully grouted concrete masonry is 125 lbs per cubic foot.)
6. The easiest method to solve the beam shown in question number 14 is A. Force method B. Slope deflection method C. Moment distribution method D. Virtual work method E. Stiffness matrix method 17. The value of 8 caused by applying CW moment at A equal to 18. A. ML/2E1 B. ML/3E1 C. ML/4E1 D. ML/6EI E. None of the above For the beam shown below, the moment at A kN.m CCW. Assume P= 8 kN equals to ........ A. 20 B. 22.5 C. 25 D. 27.5 E. 30 M L A unlocked joint end pin P P P B A 1m 1m 2m 2m 19. The analysis of indeterminate non sway frames using moment distribution method does not need..... A. Finding stiffness factors of members B. Finding fix end moments C. Using compatibility equations D. Removing redundants E. Cand D 0. The frame shown is kinematically 6 kN/m indeterminate to ................ degree. A, C and D are fixed. E and B are pinned. A. First B. Second C. Third D. Fourth E. None of the above 6 m Sm 7 m
1. The moment at A using slope deflection method equals to 10 kN ..... kN. m CCW. A. 2.5 B. 5 C. 7.5 D. 10 E. None of the above 2m 2m B 10 kN + 2m + 2m 2. To solve the beam shown using slope deflection method,. ...... unknowns (s) 25 kN 15 kN/m should be selected. A. One B. Two fix C. Three D. Four E. None of the above magnitude of the rotation at B for the me shown using slope deflection method quals to El constant. A. -162/EI B. -162 El C. 40/El D. -40 El E. 0.3 radian B A 3 m 3 m -4 m- 4k/ft roller A fix 18 ft. To solve the beam shown using slope deflection method, should be fix selected as equilibrium equation (s). A. MAB+MBA = 0 B. MAB + MBA 0 and MBC=0 C. MBA+MBC = 0 D. MBA+MBC = 0 and MCB=0 E. None of the above B fix fix 9ft 20 kN/m 80 EN pin 9 m 3 m roller
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