Overview

Course Description

1 Statics Static force systems Planar force systems. Statics of a particle (addition of forces [graphical, force
components], resultant force, condition for static equilibrium). Statics of rigid bodies (moment of a force, free-body

diagrams, condition for static equilibrium). Application to connected bodies. Application to planar pin-jointed
frameworks. Friction. Flexurally loaded beams Shear force and bending moment distribution in flexurally loaded
beams. Development of shear force and bending moment diagrams for beams subject to concentrated and
uniformly distributed loading. 2 Strength of Materials Concepts of stress and strain Axial and shear loading.

Calculation of stresses and deformation (strain) in components subject to axial and shear loading. Review of load-
deformation behaviour of materials (tensile test, Young’s Modulus, Poisson’s Ratio, yield stress, tensile strength,

shear strength). Application to design and structural integrity. Flexural loading. Calculation of bending stresses in
beams (simple theory of elastic bending). Calculation of deflection in beams (direct integration, Macaulay’s
methods). Shear stresses in beams resulting from bending. Torsional loading. Calculation of shear stresses in
circular section shafts (theory of pure torsion). Stress concentration. Stress concentration factor kt. Use of charts to
determine kt. Factor of safety. Design stresses. 3 Dynamics Kinematics. Review of kinematics of rigid bodies.

Delivery Methods 

•  PDF Notes Created By EnG. Ahmad Sabri
• Videos EnG. Ahmad Sabri

Instructor

This Video is Suitable For All Engineering Students Especially ( Hull University ) Students