Topic 2/6 - Mechanics / Further Mechanics Flashcards
mass
the amount of matter something contains, kg
weight
the force due to gravity pulling two objects together, N
g
The acceleration due to gravity
normal contact force
a force perpendicular to a surface stopping two objects crushing together.
Tension
a force which can be due to compression of stretching of a material
it always comes in pairs
Tension due to stretching
the materials molecules are pulled apart and an attractive electromagnetic force between the molecules pulls them back together
Tension due to compression
the material molecules are pushed together and a net repulsive electromagnetic force tries to push them further apart
Friction
a force that acts against motion between two surfaces in contact.
parallel to motion in the opposite direction
What does the size of a frictional force depend on
- type of surface
- how hard the surfaces are pressed together
moment
turning effect on an object. It is the product of the distance perpendicular to the force and the force applied.
moment of a force about a point (Nm) =
force (N) * perpendicular distance from the force (m)
couple
two forces that are equal and opposite do not act along the same line meaning there is no resultant force but still a turning effect.
principal of moments
when an object is in equilibrium the sum of clockwise moments about any point equals the sum of anticlockwise moments about the same point
centre of gravity
the point at which we can take its entire weight to act, THERE IS NO MOMENT DUE TO WEIGHT
centre of mass
the point at which we can take the entire mass to be concentrated
Stable object
the centre of mass and line of action lies between the objects base/supports
locating the centre of mass
hang the shape from a pivot point with a plum line and nail
trace along the plum line
repeat from at least 2 more pivots
where all the lines cross is the CoM
(the CoM must be along the line of action because there are no resultant moments)
Distance
how much ground an object has covered during its motion (scalar quantity)
Displacement
how far out of place an object is and the overall change in the objects position (vector quantity)
speed
rate of change of distance
velocity
rate of change of displacement
Acceleration
rate of change of velocity
straight lines on a displacement time graph
constant velocity (if flat the velocity = 0)
instantaneous velocity from a dt graph
draw a tangent and find the gradient
distance of journey from a dt graph
sum of slope height (not inc negatives)
displacement of journey from a dt graph
sum of slope heights inc negatives
acceleration from a dt graph
find the initial and final velocity at two points by finding the gradient
divide by the time between the two points to get acceleration
gradient of a vt graph
acceleration
area under a vt graph
distance/displacement depending on negatives
when can suvat equations be used
when an object moves with constant uniform acceleration