AH Experiments - Mechanics
| Click on Activity Below | Title | Aim of Experiment |
|---|---|---|
| Activity 01 | Measurement of angular velocity | To measure the angular velocity of a rotating turntable |
| Activity 02 | Measurement of angular acceleration | To measure the angular acceleration of a rotating turntable |
| Activity 03A | Variation of central force with angular velocity | To investigate the relationship between the central force required to maintain circular motion of a rubber stopper and the angular velocity of the stopper. |
| Activity 03B | Central force and angular velocity | To investigate the relationship between the central force maintaining the circular motion of a ball and the angular velocity of the ball. |
| Activity 03C | Central force: radius and period of rotation | To investigate the relationship between the period of rotation and the radius of a circular orbit. |
| Activity 04 | Variation of angular acceleration with torque | To investigate the relationship between the torque applied to a turntable and the angular acceleration. |
| Activity 05 | Conservation of angular momentum | To investigate the effect of pulling weights closer to the body whilst on a rotating chair. |
| Activity 06 | Cavendish-Boys determination of G | To determine G using the Cavendish-Boys apparatus |
| Activity 07 | Variation of period of oscillation with mass for a spring | To investigate the relationship between the period of oscillation of a spring and the mass attached to the spring. |
| Activity 08 | Variation of period of swing with length for a simple pendulum – Determination of “g” | To investigate the relationship between the period of oscillation of a simple pendulum and its length and to obtain a value for “g” |
| Activity 09 | Experiments showing SHM using a motion sensor | To investigate the the displacement / time, velocity / time and acceleration / time graphs for an spring and pendulum. |
| Activity 10 | Experiments showing damped oscillations. | To investigate the displacement / time graphs for a spring undergoing damped oscillations. |