Dedication/ራስን መወሰን

Time/ጊዜ

consistencY/ወጥነት

• finding magnitude and direction of resultant forces (Engineering Statics)

• finding reactions (Engineering Statics)

• computing member forces in trusses using method of sections and method of joints(Engineering Statics)

• solving frames and machines problems (Engineering Statics)

• drawing shear and moment diagrams (Engineering Statics)

• computing inertia (Engineering Statics)

• drawing/understanding stress-strain diagram (Mechanics of Materials)

• computing flexural/bending, normal and shear stress (Mechanics of Materials)

• drawing shear flow distribution and locating where maximum stress occurs(Mechanics of Materials)

• computing strain (Mechanics of Materials)

• computing modulus of elasticity/Young's modulus (Mechanics of Materials)

• solving single/double shear problems (Mechanics of Materials)

• computing axial stress/displacement/elongation(Mechanics of Materials)

• computing internal torques, maximum shear stress, and relative rotation in a shaft(Mechanics of Materials)

• computing slope and deflection using double integration and superposition method (Mechanics of Materials)

• drawing Mohr's Circle and calculating principal stresses (Mechanics of Materials)

• computing axial/hoop stress in a pressure vessel (Mechanics of Materials)

• computing displacement, reaction and member forces in axial members, trusses, beams and frames using Matrix Displacement Method (Structural Analysis)

• drawing qualitative shear and moment diagrams (Structural Analysis)

• drawing flexural cracks in a beam(Reinforced Concrete)

• computing the ultimate moment capacity (Φ M_n) for a singly and doubly reinforced concrete beam(Reinforced Concrete)

• computing the ultimate shear capacity (Φ V_n) for a beam(Reinforced Concrete)

• designing a beam for flexure and shear(Reinforced Concrete)

• and many more...