- 10.10-1: Prove that the sum of the normal strains in perpendicular direction...
- 10.10-2: The state of strain at the point has components of Px = 200 (10-6 )...
- 10.10-3: The state of strain at a point on a wrench has components Px = 120(...
- 10.10-4: The state of strain at the point on the gear tooth has components P...
- 10.10-5: The state of strain at the point on the gear tooth has the componen...
- 10.10-6: A differential elements on the bracket is subjected to plane strain...
- 10.10-7: Solve Prob. 106 for an element oriented u = 30 clockwise.
- 10.10-8: The state of strain at the point on the bracket has components Px =...
- 10.10-9: The state of strain at the point has components of Px = 180(10-6 ),...
- 10.10-10: The state of strain at the point on the support has components of P...
- 10.10-11: The state of strain on an element has components Px = 150(10 6 ), P...
- 10.10-12: The state of strain on an element has components Px = 400(10 6 ), P...
- 10.10-13: The state of plane strain on an element is Px = -300(10-6 ), Py = 0...
- 10.10-14: The state of strain at the point on a boom of an hydraulic engine c...
- 10.10-15: Consider the general case of plane strain where Px, Py, and gxy are...
- 10.10-16: The state of strain on an element has components Px = 300(10 6 ), P...
- 10.10-17: Solve part (a) of Prob. 103 using Mohrs circle.
- 10.10-18: Solve part (b) of Prob. 103 using Mohrs circle.
- 10.10-19: Solve Prob. 104 using Mohrs circle.
- 10.10-20: Solve Prob. 105 using Mohrs circle.
- 10.10-21: Solve Prob. 107 using Mohrs circle.
- 10.10-22: The strain at point A on the bracket has components Px = 300(10-6 )...
- 10.10-23: The strain at point A on a beam has components Px = 450(10 6 ), Py ...
- 10.10-24: The steel bar is subjected to the tensile load of 500 lb. If it is ...
- 10.10-25: The 45 strain rosette is mounted on a machine element. The followin...
- 10.10-26: The 60 strain rosette is attached to point A on the surface of the ...
- 10.10-27: The strain rosette is attached at the point on the surface of the p...
- 10.10-28: The 60 strain rosette is mounted on a beam. The following readings ...
- 10.10-29: Consider the general orientation of three strain gauges at a point ...
- 10.10-30: For the case of plane stress, show that Hookes law can be written a...
- 10.10-31: Use Hookes law, Eq. 1018 , to develop the straintranformation equat...
- 10.10-32: The principal plane stresses and associated strains in a plane at a...
- 10.10-33: A rod has a radius of 10 mm. If it is subjected to an axial load of...
- 10.10-34: The polyvinyl chloride bar is subjected to an axial force of 900 lb...
- 10.10-35: The polyvinyl chloride bar is subjected to an axial force of 900 lb...
- 10.10-36: The spherical pressure vessel has an inner diameter of 2 m and a th...
- 10.10-37: Determine the bulk modulus for each of the following materials: (a)...
- 10.10-38: The strain gauge is placed on the surface of a thinwalled steel boi...
- 10.10-39: The strain in the x direction at point A on the A-36 structural-ste...
- 10.10-40: The strain in the x direction at point A on the A-36 structural-ste...
- 10.10-41: If a load of P = 3 kip is applied to the A-36 structural-steel beam...
- 10.10-42: The principal stresses at a point are shown in the figure. If the m...
- 10.10-43: A strain gauge a is attached in the longitudinal direction (x axis)...
- 10.10-44: Strain gauge b is attached to the surface of the gas tank at an ang...
- 10.10-45: A material is subjected to principal stresses sx and sy . Determine...
- 10.10-46: The principal strains in a plane, measured experimentally at a poin...
- 10.10-47: The principal stresses at a point are shown in the figure. If the m...
- 10.10-48: The 6061-T6 aluminum alloy plate fits snugly into the rigid constra...
- 10.10-49: Initially, gaps between the A-36 steel plate and the rigid constrai...
- 10.10-50: The steel shaft has a radius of 15 mm. Determine the torque T in th...
- 10.10-51: The shaft has a radius of 15 mm and is made of L2 tool steel. Deter...
- 10.10-52: The metal block is fitted between the fixed supports. If the glued ...
- 10.10-53: Air is pumped into the steel thin-walled pressure vessel at C . If ...
- 10.10-54: Determine the increase in the diameter of the pressure vessel in Pr...
- 10.10-55: A thin-walled spherical pressure vessel having an inner radius r an...
- 10.10-56: The thin-walled cylindrical pressure vessel of inner radius r and t...
- 10.10-57: Estimate the increase in volume of the tank in Prob. 1056
- 10.10-58: A soft material is placed within the confines of a rigid cylinder w...
- 10.10-59: A material is subjected to plane stress. Express the distortion-ene...
- 10.10-60: A material is subjected to plane stress. Express the maximum-shear-...
- 10.10-61: The yield stress for a zirconium-magnesium alloy is sY = 15.3 ksi. ...
- 10.10-62: Solve Prob. 1061 using the maximum-distortion energy theory.
- 10.10-63: An aluminum alloy is to be used for a drive shaft such that it tran...
- 10.10-64: If a shaft is made of a material for which sY = 50 ksi, determine t...
- 10.10-65: Solve Prob. 1064 using the maximum-shearstress theory.
- 10.10-66: Derive an expression for an equivalent torque Te that, if applied a...
- 10.10-67: Derive an expression for an equivalent bending moment Me that, if a...
- 10.10-68: The principal plane stresses acting on a differential element are s...
- 10.10-69: The short concrete cylinder having a diameter of 50 mm is subjected...
- 10.10-70: Derive an expression for an equivalent bending moment Me that, if a...
- 10.10-71: The plate is made of hard copper, which yields at sY = 105 ksi. Usi...
- 10.10-72: Solve Prob. 1071 using the maximum-distortion energy theory.
- 10.10-73: If the 2-in.-diameter shaft is made from brittle material having an...
- 10.10-74: If the 2-in.-diameter shaft is made from cast iron having tensile a...
- 10.10-75: The components of plane stess at a critical point on an A-36 steel ...
- 10.10-76: The components of plane stress at a critical point on an A-36 steel...
- 10.10-77: If the A-36 steel pipe has outer and inner diameters of 30 mm and 2...
- 10.10-78: If the A-36 steel pipe has an outer and inner diameter of 30 mm and...
- 10.10-79: The yield stress for heat-treated beryllium copper is sY = 130 ksi....
- 10.10-80: The yield stress for a uranium alloy is sY = 160 MPa. If a machine ...
- 10.10-81: Solve Prob. 1080 using the maximum-shear-stress theory.
- 10.10-82: The state of stress acting at a critical point on the seat frame of...
- 10.10-83: Solve Prob. 1082 using the maximum-distortionenergy theory.
- 10.10-84: A bar with a circular cross-sectional area is made of SAE 1045 carb...
- 10.10-85: The state of stress acting at a critical point on a machine element...
- 10.10-86: The principal stresses acting at a point on a thinwalled cylindrica...
- 10.10-87: If a solid shaft having a diameter d is subjected to a torque T and...
- 10.10-88: If a solid shaft having a diameter d is subjected to a torque T and...
- 10.10-89: The gas tank has an inner diameter of 1.50 m and a wall thickness o...
- 10.10-90: The gas tank is made from A-36 steel and has an inner diameter of 1...
- 10.10-91: The internal loadings at a critical section along the steel drive s...
- 10.10-92: The shaft consists of a solid segment AB and a hollow segment BC , ...
- 10.10-93: The shaft consists of a solid segment AB and a hollow segment BC , ...
- 10.10-94: In the case of plane stress, where the in-plane principal strains a...
- 10.10-95: The plate is made of material having a modulus of elasticity E = 20...
- 10.10-96: The principal plane stresses acting at a point are shown in the fig...
- 10.10-97: The components of plane stress at a critical point on a thin steel ...
- 10.10-98: The 60 strain rosette is mounted on a beam. The following readings ...
- 10.10-99: The state of strain at the point on the bracket has components Px =...
- 10.10-100: The A-36 steel post is subjected to the forces shown. If the strain...
- 10.10-101: A differential element is subjected to plane strain that has the fo...
- 10.10-102: The state of strain at the point on the bracket has components Px =...
- 10.10-103: The state of plain strain on an element is Px = 400(10-6 ), Py = 20...

# Solutions for Chapter 10: Mechanics of Materials 9th Edition

## Full solutions for Mechanics of Materials | 9th Edition

ISBN: 9780133254426

Solutions for Chapter 10

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Mechanics of Materials was written by and is associated to the ISBN: 9780133254426. Chapter 10 includes 103 full step-by-step solutions. This textbook survival guide was created for the textbook: Mechanics of Materials, edition: 9. Since 103 problems in chapter 10 have been answered, more than 91314 students have viewed full step-by-step solutions from this chapter. This expansive textbook survival guide covers the following chapters and their solutions.

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