MCA General Engineering Science A Written Examination Syllabuses
Published 1 July 2021
1. Mechanics
The candidate will know:
- The relationship of linear and angular velocity, distance and acceleration.
- The effect of forces and torques on motion and lifting machines.
- Forces in equilibrium.
- The Conservation of Energy theory and momentum.
- The relationship between mass, volume and density.
- Static and dynamic friction.
- The effects of tensile, compressive and shear forces.
- The relationship between stress and strain.
- The mechanical properties of materials.
- Factor of safety.
The candidate will be able to:
- Solve problems relating to linear and angular distance, velocity and acceleration.
- Solve problems relating to work, power, energy and efficiency.
- Solve problems relating to lifting machines using mechanical advantage and velocity ratio.
- Solve problems relating to force, inertia and momentum.
- Solve problems relating to forces in equilibrium by graphical or analytical means.
- Solve problems relating to simply supported beams involving vertical forces and uniformly distributed loads.
- State and apply the conservation of energy theory.
- Solve problems relating to density of solids.
- Describe the relationship between density and specific gravity.
- Solve problems relating to static and dynamic friction.
- Describe the effect of friction on and between materials.
- Describe the effects of forces acting on a material.
- Explain tensile, compressive and shear forces.
- Explain the tensile test for an elastic material.
- Explain ductility, brittleness, toughness, hardness, elasticity, plasticity, malleability.
- Explain working stress and factor of safety.
- Solve problems relating to stress and strain, safe working load and factor of safety.
2. Naval Architecture
The candidate will know:
- The relationship between centre of gravity and centre of buoyancy and the significance of the relative position of these points.
- The changes to the vessel’s condition when weights are added, removed and moved.
The candidate will be able to:
- Explain the relationship between centre of gravity and centre of buoyancy and the significance of the relative position of these points.
- Solve problems involving simple ship shapes to establish changes relating to the changes in vessel condition when weights are added, removed or moved within the ship. Apply the formula GM = (md)/∆tanθ