Turning effect of forces
FORCES
effects of forces
Accelerates an object
Decelerates an object
change the direction of an object
change the shape of an object
move a stationary object
stop a moving object
Newton's law of motion
1st law of motion
balanced forces
Body continues to move at constant spped in a straight line unless an unbalanced force acts on it.
2nd law of motion
unbalanced forces
Net F=ma
3rd law of motion
action-reaction forces
occurs when 2 forces are present
friction
contact force
always act in an opposite direction to the force applied on an object
Centre of Gravity(CG)
Definition: The centre of gravity(CG) of a body is that point where the whole weight of the body seems to act
Centre of gravity of a irregular-shaped object
centre of gravity is always vertically below the pivot(point of suspension) when it is hanging freely about it
Centre of gravity of a regular-shaped object
E.g metre rule. The centre of gravity is its centre(or geometrical centre)
Moment
Definition: The moment of a force is the turning effect of a force about a point
The turning effect(or moment) of a force depends on
a) Magnitude of the force
b) Perpendicular distance between the point of the application of the force and the pivot
Principle of Moments
When a body is in equilibrium, the sum of clockwise moments about the balance point or pivot = to the sum of anti-clokwise moments about the same point
Total clockwise moments about the same point = total anti-clockwise moments about a point
Stability and CG
Stable equilibrium
when a body is able to return to its original position after being displaced slightly
Unstable equilibrium
when a body continues to move away from its original position after it is being slightly displaced
Neutral equilibrium
when a body remanis wherever it is displaced
Definition of the Moment of a Force
Definition: The moment of a force(M) about a point or pivot(O) is the product of the force(F) and the perpendicular distance(d) from the line of action of the fprce to the point/pivot.
Moment of a Force= F x d