- 14.14-1: A material is subjected to a general state of plane stress. Express...
- 14.14-2: The strain-energy density must be the same whether the state of str...
- 14.14-3: Determine the strain energy in the stepped rod assembly. Portion AB...
- 14.14-4: Determine the torsional strain energy in the A-36 steel shaft. The ...
- 14.14-5: Using bolts of the same material and cross-sectional area, two poss...
- 14.14-6: If P = 60 kN, determine the total strain energy stored in the truss...
- 14.14-7: Determine the maximum force P and the corresponding maximum total s...
- 14.14-8: Determine the torsional strain energy in the A-36 steel shaft. The ...
- 14.14-9: Determine the torsional strain energy in the A-36 steel shaft. The ...
- 14.14-10: The shaft assembly is fixed at C . The hollow segment BC has an inn...
- 14.14-11: Determine the bending strain energy in the A-36 structural steel W1...
- 14.14-12: If P = 10 kip, determine the total strain energy stored in the trus...
- 14.14-13: Determine the maximum force P and the corresponding maximum total s...
- 14.14-14: Consider the thin-walled tube of Fig. 528. Use the formula for shea...
- 14.14-15: Determine the bending strain energy stored in the simply supported ...
- 14.14-16: Determine the bending strain energy in the A992 steel beam due to t...
- 14.14-17: Determine the bending strain energy stored in the simply supported ...
- 14.14-18: Determine the bending strain energy stored in the simply supported ...
- 14.14-19: Determine the strain energy in the horizontal curved bar due to tor...
- 14.14-20: The concrete column contains six 1-in.-diameter steel reinforcing r...
- 14.14-21: A load of 5 kN is applied to the center of the A992 steel beam, for...
- 14.14-22: Determine the bending strain energy in the beam and the axial strai...
- 14.14-23: Determine the bending strain energy in the cantilevered beam due to...
- 14.14-24: Determine the bending strain energy in the simply supported beam du...
- 14.14-25: Determine the horizontal displacement of joint B . The members of t...
- 14.14-26: Determine the vertical displacement of joint C . AE is constant.
- 14.14-27: Determine the horizontal displacement of joint A . The members of t...
- 14.14-28: Determine the vertical displacement of joint C . The members of the...
- 14.14-29: Determine the displacement of point B on the A992 steel beam. I = 2...
- 14.14-30: Determine the vertical displacement of end B of the cantilevered 60...
- 14.14-31: Determine the displacement of point B on the A992 steel beam. I = 8...
- 14.14-32: Determine the slope at point A of the beam. EI is constant.
- 14.14-33: The A992 steel bars are pin connected at C and D . If they each hav...
- 14.14-34: The A992 steel bars are pin connected at C . If they each have a di...
- 14.14-35: Determine the slope of the beam at the pin support A . Consider onl...
- 14.14-36: The curved rod has a diameter d . Determine the vertical displaceme...
- 14.14-37: The load P causes the open coils of the spring to make an angle u w...
- 14.14-38: The coiled spring has n coils and is made from a material having a ...
- 14.14-39: The pipe assembly is fixed at A . Determine the vertical displaceme...
- 14.14-40: The rod has a circular cross section with a moment of inertia I . I...
- 14.14-41: Determine the vertical displacement of end B of the frame. Consider...
- 14.14-42: A bar is 4 m long and has a diameter of 30 mm. If it is to be used ...
- 14.14-43: Determine the diameter of a red brass C83400 bar that is 8 ft long ...
- 14.14-44: Determine the speed v of the 50-Mg mass when it is just over the to...
- 14.14-45: The collar has a weight of 50 lb and falls down the titanium bar. I...
- 14.14-46: The collar has a weight of 50 lb and falls down the titanium bar. I...
- 14.14-47: A steel cable having a diameter of 0.4 in. wraps over a drum and is...
- 14.14-48: A steel cable having a diameter of 0.4 in. wraps over a drum and is...
- 14.14-49: The steel beam AB acts to stop the oncoming railroad car, which has...
- 14.14-50: The aluminum bar assembly is made from two segments having diameter...
- 14.14-51: Rods AB and AC have a diameter of 20 mm and are made of 6061-T6 alu...
- 14.14-52: Rods AB and AC have a diameter of 20 mm and are made of 6061-T6 alu...
- 14.14-53: The composite aluminum 2014-T6 bar is made from two segments having...
- 14.14-54: The composite aluminum 2014-T6 bar is made from two segments having...
- 14.14-55: When the 100-lb block is at h = 3 ft above the cylindrical post and...
- 14.14-56: When the 100-lb block is at h = 3 ft above the cylindrical post and...
- 14.14-57: When the 100-lb block is at h = 3 ft above the post and spring asse...
- 14.14-58: The tugboat has a weight of 120 000 lb and is traveling forward at ...
- 14.14-59: The wide-flange beam has a length of 2L, a depth 2c, and a constant...
- 14.14-60: The weight of 175 lb is dropped from a height of 4 ft from the top ...
- 14.14-61: The weight of 175 lb, is dropped from a height of 4 ft from the top...
- 14.14-62: The 200-lb block has a downward velocity of 4 ft>s when it is 3 ft ...
- 14.14-63: The 100-lb block has a downward velocity of 4 ft>s when it is 3 ft ...
- 14.14-64: The 50 kg block is dropped from h = 0.9 m onto the cantilever beam....
- 14.14-65: Determine the maximum height h from which the 50-kg block can be dr...
- 14.14-66: The overhang beam is made of 2014-T6 aluminum. If the 75-kg block h...
- 14.14-67: The overhang beam is made of 2014-T6 aluminum. Determine the maximu...
- 14.14-68: A 40-lb weight is dropped from a height of h = 2 ft onto the center...
- 14.14-69: If the maximum allowable bending stress for the W10 * 15 structural...
- 14.14-70: A 40-lb weight is dropped from a height of h = 2 ft onto the center...
- 14.14-71: The car bumper is made of polycarbonatepolybutylene terephthalate. ...
- 14.14-72: Determine the vertical displacement of joint A. Each A992 steel mem...
- 14.14-73: Determine the horizontal displacement of joint B. Each A992 steel m...
- 14.14-74: Determine the vertical displacement of joint B. Each A992 steel mem...
- 14.14-75: Determine the vertical displacement of joint B. For each A992 steel...
- 14.14-76: Determine the vertical displacement of joint E. For each A992 steel...
- 14.14-77: Determine the vertical displacement of point B. Each A992 steel mem...
- 14.14-78: Determine the vertical displacement of point E. Each A992 steel mem...
- 14.14-79: Determine the horizontal displacement of joint B of the truss. Each...
- 14.14-80: Determine the vertical displacement of joint C of the truss. Each A...
- 14.14-81: Determine the horizontal displacement of joint C on the truss. Each...
- 14.14-82: Determine the horizontal displacement of joint B on the truss. Each...
- 14.14-83: Determine the vertical displacement of joint A. The truss is made f...
- 14.14-84: Determine the vertical displacement of joint D. The truss is made f...
- 14.14-85: Determine the vertical displacement of joint C on the truss. Each A...
- 14.14-86: Determine the vertical displacement of joint D on the truss. Each A...
- 14.14-87: Determine the displacement at point C. EI is constant.
- 14.14-88: The beam is made of southern pine for which Ep = 13 GPa. Determine ...
- 14.14-89: Determine the displacement at point C. EI is constant.
- 14.14-90: Determine the slope at point C. EI is constant.
- 14.14-91: Determine the slope at point A. EI is constant.
- 14.14-92: Determine the displacement of point C of the beam made from A992 st...
- 14.14-93: Determine the slope at B of the beam made from A992 steel and havin...
- 14.14-94: The beam is made of Douglas fir. Determine the slope at C.
- 14.14-95: Determine the displacement at pulley B. The A992 steel shaft has a ...
- 14.14-96: The A992 steel beam has a moment of inertia of I = 125(106) mm4. De...
- 14.14-97: The A992 steel beam has a moment of inertia of I = 125(106) mm4. De...
- 14.14-98: The A992 structural steel beam has a moment of inertia of I = 125(1...
- 14.14-99: Determine the displacement at C of the shaft. EI is constant.
- 14.14-100: Determine the slope at A of the shaft. EI is constant.
- 14.14-101: Determine the slope of end C of the overhang beam. EI is constant.
- 14.14-102: Determine the displacement of point D of the overhang beam. EI is c...
- 14.14-103: Determine the slope at A of the 2014-T6 aluminum shaft having a dia...
- 14.14-104: Determine the displacement at C of the 2014-T6 aluminum shaft havin...
- 14.14-105: Determine the displacement of point B. The moment of inertia of the...
- 14.14-106: Determine the displacement of point C of the W14 * 26 beam made fro...
- 14.14-107: Determine the slope at A of the W14 * 26 beam made from A992 steel.
- 14.14-108: Determine the slope at A. EI is constant.
- 14.14-109: Determine the slope at end C of the overhang white spruce beam.
- 14.14-110: Determine the displacement at point D of the overhang white spruce ...
- 14.14-111: The simply supported beam having a square cross section is subjecte...
- 14.14-112: Determine the displacement of the shaft C. EI is constant.
- 14.14-113: Determine the slope of the shaft at the bearing support A. EI is co...
- 14.14-114: Determine the vertical displacement of point A on the angle bracket...
- 14.14-115: Beam AB has a square cross section of 100 mm by 100 mm. Bar CD has ...
- 14.14-116: Beam AB has a square cross section of 100 mm by 100 mm. Bar CD has ...
- 14.14-117: Bar ABC has a rectangular cross section of 300 mm by 100 mm. Attach...
- 14.14-118: Bar ABC has a rectangular cross section of 300 mm by 100 mm. Attach...
- 14.14-119: The L-shaped frame is made from two segments, each of length L and ...
- 14.14-120: The L-shaped frame is made from two segments, each of length L and ...
- 14.14-121: Determine the displacement at C. EI is constant.
- 14.14-122: Determine the slope at B. EI is constant.
- 14.14-123: Solve Prob. 1473 using Castiglianos theorem.
- 14.14-124: Solve Prob. 1474 using Castiglianos theorem.
- 14.14-125: Solve Prob. 1475 using Castiglianos theorem.
- 14.14-126: Solve Prob. 1476 using Castiglianos theorem.
- 14.14-127: Solve Prob. 1477 using Castiglianos theorem.
- 14.14-128: Solve Prob. 1478 using Castiglianos theorem.
- 14.14-129: Solve Prob. 1481 using Castiglianos theorem.
- 14.14-130: Solve Prob. 1482 using Castiglianos theorem.
- 14.14-131: Solve Prob. 1485 using Castiglianos theorem.
- 14.14-132: Solve Prob. 1486 using Castiglianos theorem.
- 14.14-133: Solve Prob. 1490 using Castiglianos theorem.
- 14.14-134: Solve Prob. 1491 using Castiglianos theorem.
- 14.14-135: Solve Prob. 1492 using Castiglianos theorem.
- 14.14-136: Solve Prob. 1493 using Castiglianos theorem.
- 14.14-137: Solve Prob. 1495 using Castiglianos theorem.
- 14.14-138: Solve Prob. 1496 using Castiglianos theorem.
- 14.14-139: Solve Prob. 1497 using Castiglianos theorem.
- 14.14-140: Solve Prob. 1498 using Castiglianos theorem.
- 14.14-141: Solve Prob. 14108 using Castiglianos theorem.
- 14.14-142: Solve Prob. 14119 using Castiglianos theorem.
- 14.14-143: Solve Prob. 14120 using Castiglianos theorem.
- 14.14-144: Solve Prob. 14121 using Castiglianos theorem.
- 14.14-145: Solve Prob. 14122 using Castiglianos theorem.
- 14.14-146: Determine the total axial and bending strain energy in the A992 ste...
- 14.14-147: The 200-kg block D is dropped from a height h = 1 m onto end C of t...
- 14.14-148: Determine the maximum height h from which the 200-kg block D can be...
- 14.14-149: The A992 steel bars are pin connected at B and C. If they each have...
- 14.14-150: The steel chisel has a diameter of 0.5 in. and a length of 10 in. I...
- 14.14-151: Determine the total axial and bending strain energy in the A992 str...
- 14.14-152: Determine the vertical displacement of joint C. The truss is made f...
- 14.14-153: Determine the horizontal displacement of joint B. The truss is made...
- 14.14-154: The cantilevered beam is subjected to a couple moment M0 applied at...
- 14.14-155: Solve Prob. 14154 using Castiglianos theorem.
- 14.14-156: Determine the slope and displacement at point C. EI is constant.
- 14.14-157: Determine the displacement at B. EI is constant.

# Solutions for Chapter 14: Mechanics of Materials 9th Edition

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ISBN: 9780133254426

Solutions for Chapter 14

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Chapter 14 includes 157 full step-by-step solutions. This textbook survival guide was created for the textbook: Mechanics of Materials, edition: 9. This expansive textbook survival guide covers the following chapters and their solutions. Since 157 problems in chapter 14 have been answered, more than 89372 students have viewed full step-by-step solutions from this chapter. Mechanics of Materials was written by and is associated to the ISBN: 9780133254426.

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