Free Body Diagrams / Resultant Forces
This lesson covers:
1What a 'free body diagram' is
2What a 'resultant force' is
3How to calculate a resultant force from a free body diagram
4What it means for an object to be in 'equilibrium'
forces / direction / magnitude / type
Free body diagrams use arrows to show all of the acting on an object.
The length of each arrow indicates the of that force.
The direction of each arrow indicates the of the force.
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The force is the overall force acting on an object, taking into account all the different forces acting on it.
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Forces acting in opposite directions on the same object can 'cancel out'.
During take-off, a plane has a lift force (upwards force) of 690,000 N and a weight (downwards force) of 600,000 N.
What is the resultant force acting on the plane?
1.15 N upwards
90,000 N downwards
1.15 N downwards
90,000 N upwards
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A resultant force acts upon an object.
Which two properties might be affected by that resultant force?
Speed and direction
Direction and mass
Density and speed
Direction and temperature
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What will be the resultant force acting upon this object?
(force arrows are not drawn to scale)
0 N - no resultant force
10 N to the left
10 N to the right
20 N to the right
10 N to the left
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What will be the resultant force acting upon this object?
(force arrows are not drawn to scale)
2 N to the right
0 N - no resultant force
25 N to the left
30 N to the left
25 N to the right
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What will be the resultant force acting upon this object?
(force arrows are not drawn to scale)
45 N to the left
15 N to the left
60 N to the right
60 N to the left
0 N - no resultant force
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If all the forces acting on an object balance out, then we say that the object is in:
Freefall
Motion
Equilibrium
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The train above is travelling at a constant velocity because the forces acting on it are in equilibrium.
Therefore, the missing force must have a magnitude of newtons to the .
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