(Book Solutions) Mechanics of Materials by R C Hibbeler (Eighth Edition)

The book titled ‘Mechanics of Materials’ authored by R C Hibbeler is followed in many Civil Engineering degree curriculums throughout the world. Each Unsolved Problem has unique number. The following list contains those unique problem numbers and also the link to their respective solutions, so choose accordingly by clicking the problem number you need the solution for.

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Chapter 6 – Bending

Fundamental Problems:

F6-1, Chapter – 6, Bending, R C Hibbeler, – Express the shear and moment functions 

F6-2, Bending, Mechanics of Materials by R C Hibbeler, Express the shear and moment functions in terms of x

F6-3, Mechanics of Materials by R C Hibbeler, – Express the shear and moment functions in terms of x

F6-4, Bending, Mechanics of Materials by R C Hibbeler, Express the shear and moment functions

F6-5, Mechanics of Materials by R C Hibbeler, – Express the shear and moment functions in terms of x

F6-6, Mechanics of Materials by R C Hibbeler – Express the shear and moment functions in terms of x

F6-7, Mechanics of Materials by R C Hibbeler. – Draw the shear and moment diagrams.

F6-8, Mechanics of Materials by R C Hibbeler. – Draw the shear and moment diagrams for the Cantilever beam.

F6-9, Mechanics of Materials by R C Hibbeler. – Draw the shear and moment diagrams for the Double Overhang Beam.

F6-11, Mechanics of Materials, R. C. Hibbeler – Draw the Shear and Moment diagram for the double overhang beam.

F 6-13, Mechanics of Materials by R. C. Hibbeler,. – Draw the Shear and Moment diagram for the simply supported beam.

 F6-14. Mechanics of Materials, by R. C. Hibbeler. – Draw the Shear and Bending Moment Diagrams for the Overhang Beam.

Problems:

6-1, Mechanics of Materials by R C Hibbeler Solutions – Draw the Shear and Moment Diagrams for the shaft..

6-2, Mechanics of Materials by R C Hibbeler Solutions – Draw the Shear and Moment diagrams for..

6-4, Mechanics of Materials by R C Hibbeler Solutions -Draw Shear and Moment Diagram for the Cantilever Beam.

Chapter 9

Stress Transformation

Fundamental Problems:

Solution F9-1. Determine the normal stress and shear stress acting on the inclined plane AB. Sketch the result on the sectioned element. [F9-1, Mechanics of Material by R C Hibbeler.]

Solution F9-2. Determine the equivalent state of stress on an element at the same point oriented 45Ëš clockwise with respect to the element shown. [F9-2, Mechanics of Material by R C Hibbeler.]

Solution F9-3. Determine the equivalent state of stress on an element at the same point that represents Principal Stresses at the point. Also, find the corresponding orientation of the element w.r.t. the element shown. [F9-3, Mechanics of Material by R C Hibbeler.]

Solution F9-4. Determine the equivalent state of stress on an element at the same point that represents the maximum in-plane shear stress at the point. [F9-4, Mechanics of Material by R C Hibbeler.]

Solution F9-5. The beam is subjected to the load at its end. Determine the maximum principal stress at point B. [F9-5, Mechanics of Material by R C Hibbeler.]

Solution F9-7. Solve Problem 9-6 using the stress transformation equations. Show the results on a sketch. [F9-7, Mechanics of Material by R C Hibbeler.]

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