Created by Taylor Smith
over 9 years ago
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Question | Answer |
Force | A push or a pull |
Contact Force | A force that is exerted directly on an object. |
When does friction occur? | When 2 surfaces are pushed against each other so that their particles are in close contact. |
Effects of friction | - Friction causes heat - Moving objects are slowed down - Surfaces wear |
Lubricant | A substance that reduces friction between 2 moving surfaces |
Static friction | The opposite frictional force that is at its maximum value and before the object starts to move |
Sliding friction | The opposing frictional force that is slightly less than the static friction and the object moves at a constant speed. |
Newton's 3rd Law | The mutual similar forces of action and reaction between 2 bodies are equal, opposite and collinear. |
Nature of Force | - Forces may be attractive or repulsive. - Forces have both magnitude and direction. |
Forces having magnitude and direction (vector) | If more than 1 force is applied, the combined effect of all the forces may keep the object stationary if the forces are balanced, or move the object if unbalanced. |
Resultant Force | The single force that has the combined effect if all the forces operating on a body. |
Hooke's Law | The extension of a spiral spring is directly proportional to the stretching force, provided that the spring is not stretched beyond its elastic limit |
Rotation | The effect of a force when it is applied to a body which is free to move around a point. |
Fulcrum/Pivot | The point about which rotation occurs. |
Moment | The product of the force and the perpendicular distance of the line of action of the force form the pivot. |
Moment (Formula) | T = Fd (T (tau) = moment, F = force, d = perpendicular distance) |
Law of Moments | For a lever in equilibrium, the sum of clockwise moments equals the sum of anticlockwise moments. |
A body is in equilibrium when: | - The resultant force is 0. - The sum of clockwise moments equals the sum of anticlockwise moments. |
Centre of mass/gravity | The point at which the whole weight of the body is considered to act. |
Position of centre of gravity | - It determines whether a body topples or not. - A body topples when the vertical line through its centre of mass falls outside of its base and has a moment which topples the body. |
Stability of an object is increased by: | 1. Lowering the centre of mass. 2. Increasing the are of the base. |
Stable equilibrium | - The object returns to its initial position. - Centre of mass rises when displaced. - Weight has a moment around the point of contact (hence it rolling back). |
Unstable equilibrium | - Object moves further away from its initial position when slightly displaced. - Centre of mass falls because it has a moment about the point of contact which increases displacement. |
Neutral equilibrium | - The body remains in its new position after being displaced. - Weight acts through the point of contact, therefore, there is no moment to increase or decrease the displacement. |
Lever | A device that can turn about a pivot. |
Effort | The force applied to operate the lever. |
Load | The resisting force. |
1st class lever | - A lever that has the fulcrum between the effort and the load (EFL) - E.g. Scissors, see-saw, pliers |
2nd class lever | - Load is between the effort and the fulcrum (ELF). - E.g. Wheelbarrow, nutcracker, bottle opener. |
3rd class lever | _ Effort is between the load and the fulcrum. - E.g. Elbow, sugar tongs. |
Resultant of a number of vectors | The single vector that will have the same effect as all the original vectors acting together. |
Equilibriant of a number of forces | - The single force that keeps all the other forces in equilibrium. - It's equal in magnitude but opposite direction to the resultant of the forces. |
Triangle Law | If 3 forces are in equilibrium, they van be represented in both magnitude and direction by 3 sides of a triangle taken in order. |
Triangle Law | |
Effect of force and mass on acceleration | Acceleration is: 1) Directly proportional to the resultant force for a fixed mass. 2) Indirectly proportional the mass for a constant force. - Therefore, F = ma |
Newton's 2nd Law | When a resultant force is applied to a body, it produces an acceleration in the direction of the force that is directly proportional to the force and inversely proportional to the mass of the object. |
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