Section 1

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unit of work

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Last updated

6 years ago

Date created

Mar 1, 2020

Cards (72)

Section 1

(50 cards)

unit of work

Front

newton meter

Back

vector

Front

magnitude and direction

Back

distance is

Front

the total amount of ground covered

Back

Work =

Front

force x distance

Back

acceleration is

Front

rate of change in velocity

Back

conditions of total internal refraction

Front

light must be travelling from a more optically dense material to a less optically dense material angle of incidence is greater than the critical angle for the given material

Back

unit of energy

Front

joules

Back

weight

Front

force a body exerts due to the pull of gravity

Back

nuclear fussion

Front

this is when two lighter nuclei combine to form a single heavier nucleus

Back

if light enters or leaves a different material, of different optical density

Front

the speed of light changes and therefore the direction of travel changes

Back

unit of momentum

Front

kgm/s²

Back

displacement is

Front

shortest distance from start to finish in a certain direction

Back

formula for kinetic energy=

Front

½mv²

Back

light travels in

Front

straight lines

Back

friction is

Front

a force that opposes motion

Back

momentum depends on

Front

mass velocity

Back

conservation of momentum

Front

when two bodies collide, the total momentum remains constant, providing that there are no external forces acting

Back

Bohr

Front

introduced the idea of electrons orbiting a nucleus un discrete energy levels, by studying the emission spectra of gases

Back

scalar

Front

has magnitude only

Back

acceleration=

Front

velocity/time

Back

centrepedal force depends on

Front

mass of object speed of object radius of circle

Back

balanced forces exist when

Front

two forces act in opposite directions but are the same size

Back

density=

Front

mass/volume

Back

change in momentum=

Front

force x time

Back

Rutherford

Front

fired positively charged alpha particles at a thin gold foil most alpha particles went straight through with no or little deflection some were deflected through very large angles and a few came straight back introduced nucleus

Back

2nd law

Front

if a resultant force acts on a body the body will not remain at rest or move at constant velocity, it will accelerate

Back

JJ Thompson

Front

plum pudding model a sphere of positive charge with tiny negative electrons stuck in it

Back

dispersion

Front

spreading out of white light into its separate colours

Back

principle of energy

Front

energy cannot be created or destroyed, only changed into different forms

Back

momentum=

Front

mass x velocity

Back

velocity is

Front

rate of change in displacement

Back

waves

Front

transfer energy from one point to another in the direction in which the wave is travelling, without the movement of material as a whole

Back

waves are produced

Front

by vibrations

Back

friction acts in the

Front

opposite direction of the motion of object

Back

density is

Front

mass per unit volume

Back

reduce friction by

Front

lubrication

Back

energy types

Front

kinetic light sound EPE GPE chemical electrical nuclear magnetic heat

Back

power=

Front

work done/time

Back

speed is

Front

rate of change of distance

Back

air resistance or drag

Front

occurs when the object moves through air or fluid

Back

light speed in vacuum

Front

300000km/s

Back

power

Front

rate at which work is done or energy is transferred

Back

resultant force=

Front

mass x acceleration

Back

nuclear

Front

energy stored inside nucleus due to its missing mass

Back

unit of acceleration

Front

m/s²

Back

1st law

Front

a body will remain at rest or move at a constant velocity if the resultant force acting on the body is zero

Back

alpha α ⁴ He ₂

Front

helium nucleus positively charged deflected by magnetic field

Back

mass

Front

the measure of the amount of material in a body

Back

nuclear fission

Front

This is when heavy nuclei can be forced to split into two lighter nuclei

Back

GPE

Front

the type of energy anything above the ground has

Back

Section 2

(22 cards)

relationship between force and change in spring length

Front

direct

Back

Relationship between mass and centripetal acceleration

Front

none

Back

frequency F

Front

number of complete vibrations occurring in one second

Back

wave speed=

Front

frequency x wavelength

Back

longitudinal wave

Front

direction of travel of the wave is parallel to the direction of vibration e.g. audible sound

Back

relationship between PEs and change in spring length

Front

exponential

Back

average velocity=

Front

total displacement/total time

Back

Gravitation force is related to distance

Front

inverse square

Back

net force=

Front

mass x acceleration

Back

relationship. between speed and kinetic energy

Front

exponential

Back

when waves are reflected the

Front

speed frequency and wavelength fo not change

Back

transverse waves

Front

direction of travel of the wave is perpendicular to the direction of vibrations e.g. mexican wave

Back

GPE=

Front

mgh

Back

Relationship between voltage and current

Front

direct

Back

period=

Front

1/frequency

Back

wavelength λ

Front

distance between two neighbouring crest/troughs or compression/rarefactions

Back

when waves are refracted the

Front

frequency does not change

Back

Relationship between current and resistance

Front

inverse

Back

electromagnetic spectrum

Front

group of waves that all have the same speed

Back

period T

Front

time taken for one complete vibration

Back

amplitude A

Front

the maximum displacement from the equilibrium position

Back

Electric Field lines point

Front

away from positive charges

Back