not assessed paper 2 Flashcards
what does it mean if an object has been elastically deformed?
it can go back to its original shape and length after the force has been removed
what are objects that can be elastically deformed called?
elastic objects
what does it mean if an object has been inelastically deformed?
it doesn’t return to its original shape and length after the force has been removed
what happens when a force stretches or compresses an object?
work is done - energy is transferred to the elastic potential energy store of the object
where is energy transferred to if an object is elastically deformed?
the object’s elastic potential energy store
what is the relationship between the extension of a spring and the force applied to the spring?
they are directly proportional
what is the equation that links the Spring constant, the force applied and the extension/compression? (include units)
Force (N) = spring constant (N/m) x extension/compression (m)
F = ke
what does the spring constant depend on?
the material that you are stretching - a stiffer spring has a greater spring constant
will the extension of a spring carry on increasing proportionally to the force applied forever?
no
what is the limit of proportionality?
the point where extension stops being proportional to force - the spring has stretched too far. On an extension-force graph, the graph starts to curve after the limit of proportionality
describe a practical to investigate the link between force and extension
- set up a clamp stand so that a spring is hanging next to a fixed ruler
- measure the natural length of the spring (when no load is applied) with a millimetre ruler clamped to the stand. Make sure you take the reading at eye level and add a marker (e.g. a thin strip of tape) to the bottom of the spring to make the reading more accurate
- at a mass to the spring and allow it to come to rest. Record the mass and measure the new length of the spring. The extension is the change in length
- remove the mass and check that the spring returns to the same length as before (that the limit of proportionality hasn’t been reached)
- repeat this process, adding more mass each time, until you have at least 6 measurements
- plot a force-extension graph of your results. It will only start to curve if you exceed the limit of proportionality.
what is the gradient of a force-extension graph (with force on the y-axis)?
the spring constant
what formula should be used to find the work done in stretching (or compressing) a spring (so long as the spring is not stretched past its limit of proportionality)? (give units)
Elastic potential energy (J) = 1/2 x spring constant (N/m) x extension (m)
Ee = (1/2)ke^2
how do you use a force-extension graph to find the energy in the elastic potential energy store of a stretched spring?
you find the area under the line of the graph up to that point
what can the formula Ee = (1/2)ke^2 be used for?
- finding the work done by stretching or compressing a spring
- calculating the energy stored in a spring’s elastic potential energy store
- calculating the energy transferred to the spring as it’s deformed (or transferred by the spring as it returns to it’s original shape)
what is the equation for stopping distance?
stopping distance = thinking distance + braking distance
what is thinking distance?
how far the car travels during the driver’s reaction time (the time between the driver seeing a hazard and applying the brakes)
what is the braking distance?
the distance taken to stop under the braking force (once the brakes are applied)
what is the typical car braking distance at 30 mph?
14m