Engineering Mechanics (Statics) for Arab Students

In this section, students will learn the fundamental quantities used in engineering, how to use SI prefixes to express different magnitudes, and how to convert and apply units of measurement correctly in problem-solving. This foundation is essential for all calculations in statics and engineering mechanics.

Students will learn the difference between scalars and vectors, how to perform vector operations, and how to add forces using the parallelogram rule. This section builds the foundation for analyzing forces in engineering problems.

Students will learn how to analyze multiple forces acting on a body, determine their resultant force, and understand how combined forces affect equilibrium and motion in engineering systems.

In this section, students will learn how to represent forces using the position vector and apply the dot product to calculate work and projections. They will also understand how to express and analyze forces in Cartesian vector form for solving engineering problems in 2D and 3D.

Students will learn how to draw free body diagrams (FBD) for particles, analyze forces in two dimensions, and apply equilibrium conditions to solve engineering problems step by step.

Students will learn how to draw free body diagrams (FBD) for particles in three dimensions, analyze 3D force systems, and apply equilibrium equations to solve complex engineering problems.

Students will learn how to calculate moments of forces in two dimensions, understand couples, and analyze how forces create rotational effects on structures and mechanical systems.

Students will learn how to calculate moments and couples in three dimensions, analyze 3D rotational effects, and understand how forces influence the stability and equilibrium of spatial structures.

Students will learn the concept of force couples, how to calculate their moment in two and three dimensions, and how couples affect the rotation and equilibrium of bodies in engineering systems.

Students will learn how to combine forces and couples into a single equivalent system, simplifying complex force arrangements for easier analysis of equilibrium and structural behavior.

Students will learn how to analyze and solve equilibrium problems for rigid bodies in two dimensions, using forces, moments, and free body diagrams to determine unknown reactions and internal forces.

Students will learn how to analyze rigid bodies in three dimensions, applying equilibrium equations and free body diagrams to solve complex 3D force and moment problems in engineering structures.

Students will learn how to quickly identify zero-force members in trusses, which helps simplify structural analysis and reduce unnecessary calculations.

Students will learn to apply the method of joints to calculate the forces acting on each member of a truss by solving equilibrium equations at the joints.

Students will learn to use the method of sections to determine forces in selected members of a truss efficiently, without analyzing the entire structure.

Students will learn how to analyze frames by considering internal and external forces, and how to apply statics principles to evaluate load distribution in structural systems.

Students will learn how to analyze internal forces in beams and structures, and how to construct shear force diagrams (SFD) and bending moment diagrams (BMD) to understand structural behavior under different loading conditions.

Students will learn how to analyze internal forces in beams and structures, and how to construct shear force diagrams (SFD) and bending moment diagrams (BMD) to understand structural behavior under different loading conditions.

Students will learn the concepts of static and kinetic friction, how to calculate the coefficient of friction, and how to apply friction principles to solve engineering problems such as inclined planes, wedges, and belt systems.

Students will learn the concepts of static and kinetic friction, how to calculate the coefficient of friction, and how to apply friction principles to solve engineering problems such as inclined planes, wedges, and belt systems.

Students will learn how to determine the center of gravity of objects and composite bodies, and how to apply this concept to analyze stability and balance in engineering structures.