Chapter 3 Flashcards
Moment =
moment = force x distance
principle of moments
If an object is in equilibrium, the sum of the clockwise moments about any point is equal to the sum of the anticlockwise moments about that point
(clockwise moment = anticlockwise moment)
Conditions for equilibrium (balance)
The sum of the forces in one direction must equal the sum of the forces in the other direction
The principle of moments
Finding the centre of mass
When a plane object is hanging from a point, it will rotate so that its centre of mass is directly below the point
States of equilibrium
Stable - centre of mass remains over base even when tilted
Unstable - the centre of mass remains over the base for only a miniscule amount of time as the base is so small
Neutral - the centre of mass is always over the base, regardless of position
Elastic material
Any material that returns to its original shape when the force that changed its shape is removed.
Elastic materials have an elastic limit after which they stop being elastic.
inelastic (plastic) material
Any material that stays in its new shape even after the force that caused the shape change has been removed
Hooke’s Law
Beneath a material’s elastic limit, the extension is proportional to the load.
Spring constant (k) =
spring constant = load/extension (f/x)
Pressure =
pressure = force/area
Unit of pressure
Pascals, Pa (1Pa = 1N/m^2)
pressure in liquid =
pressure in liquid = density x g x height
Characteristics of pressure in liquid
Pressure acts in all directions
pressure increases with depth
Pressure depends on the density of the liquid
Pressured doesn’t depend on the shape of the container
Pressure doesn’t depend on volume
Boyle’s Law
For a fixed mass of gas at constant temperature, the pressure is inversely proportional to the volume OR P1V1=P2V2
A gas that obeys Boyle’s Law is called…
an ideal gas