Scheme of Work - Mechanics
| M2 Scheme of Work | ||||
| Chapter. | Description | Features | Duration | Notes |
| Kinematics of a Particle | Projectiles: Horizontal projection, projectiles at an angle, projectiles using vector notation. Velocity and acceleration when displacement is function of time. Differentiating and integrating vectors. | 5 lessons | ||
| Centres of Mass | Centre of mass of discrete mass distribution, uniform plane lamina. Equilibrium of plane lamina | ![]() |
4 lessons | |
| Work, Energy and Power | Work done against gravity, against friction. Kinetic energy, potential energy, conservation. Moving vehicles. | 3 lessons | Test available for chapt 2/3 together. Selection of additional questions available as individual worksheets | |
| Collisions | Collisions in the real world. Colision of particles. Newton's law of restitution for direct impact. Impact of a particle with a fixed surface. Successive impacts. | 6 lessons | Test available as is a collisions assignment. Q8 Ex.4B to be avoided !!!!!!!!!!! | |
| Statics of Rigid Bodies | Moment of a Force. The equilibrium of rigid bodies. Limiting equlibrium involving ladder problems. | 2 lessons | A fairly straight forward chapter to finish with. Students don't tend to have any problems. No test used. | |
| Approximately 20 - 25 teaching lessons required. Aim to be finished by early December. There are plenty of review questions that provide sufficient depth and relevance. | ||||
| M3 Scheme of Work | ||||
| Chpt. | Description | Features | Duration | Notes |
| Further Kinematics | Acceleration as a function of time. Acceleration as a function of displacement | 3 lessons | Although students weren't tested, there are Delphis tests 2a & 2b which are very appropriate. Students may need some revision of the fundamentals of differentiation and integration. | |
| Elastic Springs and Strings | Hooke's Law. Energy stored in an elastic string or spring. Problems involving kinetic energy, gravitational potential energy and elastic potential energy | 5 lessons | Test available. N.B. Ex 2D Q.3 can be legitimately solved using either Hooke's law or the work-energy principle; unfortunately both methods give two different answers. I'm still working on that one!!! | |
| Further Dynamics | Newton's laws for a particle moving in a straight line with variable force. Newton's law of gravitation. Simple Harmonic Motion. Horizontal and vertical oscillations of particle attached to the end of an elastic string or spring. | 7 lessons | Test available. Brief historical intro into the rivalry between Newton and Leibniz.The two different notations used. A potentially difficult chapter made easy by students' Knowledge of SHM from physics. | |
| Circular Motion | Angular speed. Acceleration in circular motion. Uniform motion of a particle moving in a horizontal circle. (conical pendulum etc.). The motion of a particle in a vertical circle | 8 lessons | Test available. | |
| Statics of Rigid Bodies | Centre of mass of a plane uniform lamina/ uniform solid lamina (centroids of solids and surfaces of revolution). Simple cases of equilibrium of bodies on horizontal and inclined planes. Slipping and toppling | ![]() |
7 lessons | Important to show derivation of formulae from first principles. Students must be encouraged to use this method instead of simply memorising formulae or short cuts |
| Approximately 30 - 35 lessons required including testing. Should be started before the Christmas vacation, preferably sometime in early December. | ||||