What Will Learn?

• Course Aims

  By the end of this course, the student will be able to: • Compute the properties of plane areas including the determination of the principal axes and the principal moments of inertia. • Apply Bending Theory to Calculate Bending Stresses in beams. Evaluate the normal stress distribution in beams for the general case of double bending and normal force. Then, draw stress distribution. • Determine the distribution of shear stresses in homogeneous sections due to shearing forces and torsional moments. • Observe how the shear flow exists when wooden planks are loaded by a vertical load. Construct the shear flow diagram in thin walled sections and locate the shear center. Identify the effect of shear flow on built up members. • Classify the straining actions and their effects on engineering structures. • Justify the concept of principal stresses due to combined loading and able to verify the values of analytical solution using the graphical (Mohr’s circle) method.

Requirements

CES211s

Description

• English Description
  
  Normal Stresses: properties of plane areas, straining actions, distribution of normal stresses in homogeneous sections. Shear stresses: Shear Stresses in homogeneous section due to shearing force and torsion moments, shear stresses on bolts, riveted (bolted) and welded connections due to shearing force and torsion moments. Combined stresses analytically and graphically using Mohr’s circle.
• Arabic Description
  
  Normal Stresses: properties of plane areas, straining actions, distribution of normal stresses in homogeneous sections. Shear stresses: Shear Stresses in homogeneous section due to shearing force and torsion moments, shear stresses on bolts, riveted (bolted) and welded connections due to shearing force and torsion moments. Combined stresses analytically and graphically using Mohr’s circle.