SP9: forces and their effects Flashcards
what are contact forces?
forces that act between two objects that are physically touching each other
normal contact force
an object at rest on a surface experiences a reaction force perpendicular (normal) to the surface
tension
-an object that is being stretched experiences a tension force
-pulling force exerted by each end of an object
friction
a force that opposes or prevents movement and converts kinetic energy into heat
air resistance
a force of friction produced when an object moves through the air
what happens when a contact force acts between two objects?
both objects experience the same size force, but in opposite directions
what is a non-contact force?
a force that acts between two objects that are not physically touching each other
magnetic force
a force experienced by any magnetic material in a magnetic field
electrostatic force
experienced by any charged particle in an electric field
gravitational force
-experienced by any mass in a gravitational field
-masses are attracted towards each other by gravitational force
what is a free body diagram & how is it drawn?
-a diagram that models the forces acting on an object
-the object is usually shown as a box or a dot
-the forces are shown as thin arrows pointing away from the centre of the box/dot
how do you draw a vector diagram?
[CHECK PHYSICS BOOK ITS MUCH CLEARER]
what is resultant force?
the combination of all forces acting on an object to make one force
if the weight of a box (acting downwards) is 50 N and the normal reaction force (acting upwards) is 50 N what is the resultant force?
0
if the weight of the box (acting downwards) is 50 N and the air resistance (acting upwards) is 20 N, what is the resultant force?
30N downwards
what is a moment?
-the turning effect of a force
-moments act about a point in a clockwise or anticlockwise direction
what point does a moment act about?
any point on the object, but the pivot (fulcrum) is usually chosen
equation for a moment
force x distance
units for the equation of a moment
-moment in newton-metres (Nm)
-force in newtons (N)
-distance in metres (m)
which distance is used while calculating moments?
-the perpendicular distance from the pivot to the line of action of the force (shortest distance between the pivot and the line of action of the force)
a force of 15N is applied to a door handle, 12 cm from the pivot. calculate the moment of the force
15 x 0.12
1.8 Nm
the principle of moments
if the object is balanced: total clockwise moment = total anticlockwise moment
a parent and child are at opposite ends of a playground see-saw.
the parent weighs 750 N and the child weighs 250 N.
the child sits 2.4 m from the pivot.
calculate the distance the parent must sit from the pivot for the see-saw to be balanced
child’s moment = force × distance
250 N × 2.4 m = 600 Nm
parent’s moment = child’s moment
distance = moment/force
distance = 600/750
distance = 0.8m
what does a lever consist of?
a pivot
an effort
a load
what does a lever do?
-make use of moments to act as a force multiplier
-they allow a larger force to act upon the load than is supplied by the effort
when will a lever be most effective?
the longer the lever, and the further the effort acts from the pivot, the greater the force on the load will be.
a solid beam 0.5 m long is laid across a pivot to form a simple lever.
the pivot is 0.1 m from the end of the beam
calculate the heaviest load that could be lifted using a force of 500 N
- calculate the greatest distance from the pivot: 0.5 – 0.1 = 0.4 m
- calculate the moment:
m = fd | m = 500 x 0.4 | m = 200nm - use the answer above to calculate the maximum force 0.1 m from the pivot: f = m/d | f = 200/0.1 | f = 2,000
heaviest load = 2,000N
gears
-wheels with toothed edges that rotate around an axle
-the teeth of one gear fit into the teeth of another gear
-this lets one gear turn the other, meaning one can be used to turn another axle
how to calculate the speed of gears:
-speed is the reversed ratio of teeth
eg: if the ratio of teeth is 10:30 (1:3) the speed is 3:1, so every time the smaller gear moves three times, the bigger one moves once
a gear with a radius of 0.1 m is turned by a gear with a radius of 0.05 m. the moment of the smaller gear is 20 Nm. calculate the moment of the larger gear.
- calculate the force on the teeth of the smaller gear: f = m/d | f = 20/0.05 | f = 400N
- use the answer above to calculate the moment of the larger gear:
m = fd | m = 400 x 0.1 | m = 40Nm
(gears have same force for some reason)
reducing unwanted energy transfer
-any surfaces in contact in a machine will dissipate energy through friction
-this can be reduced with lubrication so that the machine transfers energy more efficiently and there is less wear on the moving parts
-oily or greasy liquid that holds the surfaces apart a little, and allows them to slide past each other can be used