Physics - OCR gateway GCSE Triple P2

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Last updated 2:57 PM on 8/22/26
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55 Terms

1
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how to measure very small leangths

screw micrometre

<p>screw micrometre</p>
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term for when your eyes and the scale are not lined up and how to avoid it

parallax error - read ruler at right angles

<p>parallax error - read ruler at right angles</p>
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how measure measuring cylinder for volume

from the bottom of the meniscus

<p>from the bottom of the meniscus</p>
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Equation for average speed

total distance/total time

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Scalar

magnitude

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Vector

A quantity that has magnitude and direction

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Displacement

Distance and direction of an object's change in position from the starting point.

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equation for acceleration

vf-vi/t

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SUVAT 1

v2 - u2 = 2as ((Final speed)2 - (initial speed)2 = 2 × acceleration × distance.

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SUVAT 2

(Distance = (initial speed x time) + ½ (acceleration x time squared)

s = ut + ½ a t2

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SUVAT 3

(Final speed = initial speed + (acceleration x time)

v = u + at

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distance-time graph

flat line = stationary

constant speed =straight line

gradient = speed

<p>flat line = stationary </p><p>constant speed =straight line</p><p>gradient = speed</p>
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velocity time graphs

flat line = steady velocity

constant acceleration = straight line

area under = distance

<p>flat line = steady velocity</p><p>constant acceleration = straight line </p><p>area under = distance</p>
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counting squares method to calculate curved area under v-t graph

count squares then times it by distance represented by one square

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velocity

displacement/time

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non-contact force

a force that one object can apply to another object without touching it

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contact force

a push or pull on one object by another that is touching it

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Newton's First Law

An object at rest stays at rest and an object in motion stays in motion with the same speed and in the same direction unless acted upon by an unbalanced force

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Newton's Third Law

whenever 2 objects interact, the forces that they exert on (apply to) each other are equal and opposite.

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Newton's Second Law

F=ma

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free body diagram

a diagram showing all the forces acting on an object

<p>a diagram showing all the forces acting on an object</p>
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components of forces

a diagonal force can be split into vertical and horizontal forces - this can be calculated using trig

<p>a diagonal force can be split into vertical and horizontal forces - this can be calculated using trig</p>
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Work done

When a force moves an object, energy is transferred and work is done

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Work done (J or Nm) equation

force x distance

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More work is done if you:

push with the same force for a longer distance.

or push with a larger force for the same distance.

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power

rate of energy transfer (or work done)

(The faster that energy is transferred (or work is done), the higher the power.)

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power equation

W/t

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Inelastic deformation

An object undergoing inelastic deformation will not return to its original shape once the forces being applied to it are removed.

<p>An object undergoing inelastic deformation will not return to its original shape once the forces being applied to it are removed.</p>
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elastic deformation

will return to its original shape when the force is removed

<p>will return to its original shape when the force is removed</p>
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The Limit of Proportionality (Extension-Load Graph)

where it stops obeying hooks law and curves

<p>where it stops obeying hooks law and curves</p>
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Hook's Law

F = kx

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Spring extension

force applied/ spring constant

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Investigating Hooke's Law- PRACTICAL PART 1

(Set up the apparatus as above.) 1. measure the original length of the spring. 2.hang different masses on the spring and measure the length of the spring in each case

<p>(Set up the apparatus as above.) 1. measure the original length of the spring. 2.hang different masses on the spring and measure the length of the spring in each case</p>
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Investigating Hooke's Law- PRACTICAL PART 2

3.Adding masses to the spring increases the downwards force.extension of the spring = length of the spring with masses − original length of the spring.

4. Plot a graph with extension of the spring on the x axis and force on the y axis.

<p>3.Adding masses to the spring increases the downwards force.extension of the spring = length of the spring with masses − original length of the spring.</p><p>4. Plot a graph with extension of the spring on the x axis and force on the y axis.</p>
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work done on a spring

when compressed, elastic potential energy is stored

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calculate EPE from graph

the area under the force-extension graph.

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Elastic Potential Energy Stored in a Spring equation

E = ½ k e^2

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Inertia

how difficult it is to change the object's motion.

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what type of objects have a gravitational field

all

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Weight equation

W=m x gfs

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What is the value of acceleration due to gravity at the Earth's surface?

9.81 m/s^2

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momentum

p = mv

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change in momentum

force x time

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the law of conservation of momentum

momentum cannot be created or destroyed but transferred

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change in momentum 2

mv - mu (where m is mass, u is the initial velocity of an object and v is the final velocity of an object.)

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where does the resultant force act on when an object is moving in a circle

the centre, the object is accelerating towards the centre of the circle

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an object in free fall will accelerate at...

a constant rate -it is called the acceleration due to gravity (g).

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graphs of motion with air resistance

increase in speed causes an increase in air resistance, which opposes the motion

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terminal velocity

the highest constant velocity of a falling object when air resistance is equal to the opposite force on the object

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Moment equation

force x distance

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The principle of moments states that for an object to be in equilibrium...

the sum of clockwise moments = the sum of all the anti-clockwise moments( about pivot point.)

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levers and gears

transmit (send) the rotational effect of a force from one place to another

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what is pressure measured in

Pascals

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Pressure equation

force/area

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simple hydraulic system

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