10.10 Determine the factor of safety against bottom heave for the braced cut described in Problem 10.7. Use Eq. (10.16) and assume the length of the cut, L = 18 m. 0.2B" cH 5.14c 1 + L B' FS : (10.16) yH + q
Q: 1.5m= D ↓ 20 kN/m² 71-18 kN/m² 41-30 ₁=0 (2) 0.5m → 4 0.7m (3) * C -0.7 m-0.7 m 2.6 m O P, H₂=6 m P.…
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- Problem 6. Determine the design strength of the isolated T- -bE 30in. section shown (Assume that all dimensions for isolated T- sections are satisfied) if it is reinforced in two layers with 8- #11 bars. Assume f'c= 3000 psi and fy = 60,000 psi. 7in. 36in. 25.5in. by=14in.6 7 8 the limiting diameter thickness ratio "D/t" of hollow circular section in compresion for non compact section is a. 0.070*E/Fy c. 0.31*E/Fy d. NOTA b. 0.11*E/Fy the limiting depth thickness ratio "h/tw" for flexure of hollow structural sections in webs for compact section is, a. 0.38*(E/Fy)0.50 b. 1.0*(E/FY)0.50 c. 2.42*(E/FY)0.50 d. NOTA the limiting depth thickness ratio "h/tw" for flexure of hollow structural section in webs for non compact section is, a. 1.0*(E/Fy)0.50 d. NOTA b. 2.42*(E/Fy)0.50 c. 5.70*(E/Fy)0.50For the beam cross section shown, assume bf = 5.6 in., tf = 0.52 in., d = 11.2 in., tw = 0.41 in., and yH = 2.8 in. Cut a horizontal section through point H. Use the area below this cut to calculate the first moment of area at point H.Answer:QH = in.3
- Determine e, the shear center of the idealized thin-walled 2-boom beam section shown in Figure 3. 4h V 4 h 2h z' 3. Original thickness of all walls = t Area of booms 1 & 2 = 2A Area of booms 3 & 4 = A59. ssm Two metal beams are joined together by four rivets, as the draw- ing indicates. Each rivet has a radius of 5.0 × 10-³ m and is to be exposed to a shearing stress of no more than 5.0 × 10° Pa. What is the maximum tension T that can be applied to each beam, assuming that each rivet carries one-fourth of the total load? -RivetProblem 17.28 The strongback is made of an A992 steel hollow circular section with the outer diameter of d = 61 mm. (Figure 1) Figure 1 B D 45 of 1 10 La 4m 45° E do- d Section a-a Part A If it is designed to withstand the lifting force of P = 75 kN, determine the minimum required wall thickness of the strong back so that it will not buckle. Use F.S. = 2 against buckling. Express your answer to three significant figures and include the appropriate units. tmin = Submit HÅ Value Units My Answers Give Up ? Incorrect; Try Again; 2 attempts remaining Provide Feedback Continue
- 2. Two pieces of wood, 2in by 4in, are glued together along the 40 degree joint. Determine the maximum safe axial load P that can be applied if the failure normal stress and the failure shear stress are 250psi and 300psi, respectively. Use a factor of safety equal to 1.2. P P 2 in. 40°1. IRN 12kN A 30° I KN 5M 12kN * 8 60° 3RN D 5M 609 E + 2kN F 5μ 30 2 KA Given the supports as Gx= 1.5 KN, Gy= 2.75 KN and Cy=9.12 KN गीता Determine using method of section the nature of forces, BD, CD & CEH.W: Design the middle slab (S) shown below. If the live load is 3.5 kN/m2 and the dead load is 2 kN/m² (for finishing). Take fy = 420 MPa and f'c = 28 MPa, column size is 30 x 30 cm. 5n
- For the slab shown in figure. Determine the steel reinforcement in the short direction for the continuous edge. LL-6 kN/m2. Use f'c-28 MPa, fy = 420 MPa 0.3 4.2 m 0.3 0.3 Ø12 @150 mm Ø12 @120 mm Ø12 @140 mm Ø10 @140 mm 6.0 m * A 0.36. A wood post 12 in. by 12 in. is braced by four steel angles. The wood post and the pieces of angles are exactly the same length of 15 feet. The reinforced post carries a total compressive load of 200 kips. For steel: E = 29 x 10^3 ksi.; Area of one angle= 0.938 sq. in.; for wood: E = 1.9 x 10^3 ksi Find the axial stress (in psi) of the steel. * Your answer This is a required question Find the axial stress (in psi) of the wood. * Your answer10. Which is false of the following prestress loss combination ? A: Pre-tensioning method, O = 0,+012+013+ 014 B: Pre-tensioning method, om = 0 15 C: Post-tensioning method, o1 = 0, +012 + 013 D: Pre-tensioning method, o = 014 +015 + 016