Physics Flashcards
How do vectors interact
They don’t. They are completely separate and do my effect eachother
What does it mean if a vector triangle is close
Body is in equilibrium
No resultant force
No resultant moment
What is a moment
Force x perpendicular distance from the line of action of the force to the pivot
What is he principle of moments
I equilibrium the sum of the clockwise moments is equal to the sum of the anti-clockwise moments
Equation of a couple
Force of one of the forces x perpendicular distance between the two forces
What is couple
Pair of forces of equal size which act parallel in opposite directions
What is the centre of mass
Point though which a single force on the body has no turning effect
Why do objects topple
The line of action acts outside the base area which provides a turning force. There there is a resultant moment and a resultant five causing the object to fall
How to reduce toppling
Lower the centre of mass
Increase the base
Conditions for equilibrium
Resultant force = 0
No resultant moment
Velocity
Rate of change or displacement of an object per second
Displacement
Distance in a vector between start and finish
D - t graph for acceleration
Curved graph
D - t graph for constant v
Straight line graph with gradient as velocity
How to find v on d - t graph with acceleration
Use a tangent
V - t graph for increasing acceleration
Curved graph
Area under v-t graph
Displacement
Advantages of data logging
Calculate the speed multiple times a second
Precise
Accurate
How to calculate g
Measure h from bottom of the ball bearing to trapdoor
Flick switch to start timer and disconnect the electromagnet
When the trapdoor is knocked down the timer stops as the circuit breaks
Repeat
Problems Galileo faced
No accurate way of measuring time
Free fall too quick
How to work out projectile motion
Work out vertical & horizontal components of v
Use the vertical v to work out the time
Multiply by two if up and down
Speed = distance/ time using horizontal v
Newton’s first law of motion
Objects move at constant velocity or stay at rest unless acted upon by an external force
Newton’s second law
F=ma
When F is the resultant force Fnet
A = g
Newton’s third law
If object A exerts a force on object B then object B exerts and equal in magnitude but opposite in direction force on A
Friction
Resistance force acting in the opposite direction to motion
How is speed affected in a. Fluid
Drag increases as the speed increases
Resultant force in direction of motion decreases
Acceleration decreases
Until drag = weight
How to increase max speed
Increase driving force
Reduce friction
Skydiver graph
- skydiver accelerates until air resistance equals weight
- parachute opens which increases air resistance
- air resistance bigger than weight
- decelerates as his speed decreases due to air resistance
- air resistance decreases as speed decreases
- terminal speed when weight = resistance
Momentum
Mass x velocity
Principle of momentum
Momentum is always conserved
Impulse
Change in momentum
Force x time
mv-mu
Force time graph
Area under = impulse
Newtons law momentum
Force is the rate of change in momentum
Elastic collisions
Momentum is conserved
KE is conserved
Inelastic collisions
Momentum is conserved
KE is not conserved converted into heat
How to reduce force
Increase the impact time
Work done
= energy transferred (force x distance in direction of force)
FcosX
CosX is the angle between the the direction of force and the direction of motion
FD graphs
Area under = work done
Energy
Ability to do work
Power
Rate of energy transfer
Work done per second
How to improve energy efficiency
Insulation
Oiling
Density
Mass per unit volume
Hookes law
Extension of a stretched object is proportional to the load applied up to the limit of proportionality
F l graph
Gradient is the spring constant
Energy stored in spring
0.5FxL under the FL graph
Elastic limit
Point at which once reached the wire will not return to its original length as it has been permenantly deformed. In the plastic region
Elastic deformation
Material returns to its original length and shape when force is removed after being deformed
UTS
Ultimate tensile strength
Highest peak on graph
Yield point
Where the wire temporality weakens
Stiffness
Gradient of the line of stress strain graph
Strength
Height of the graph
Brittle
Snaps with no yield
Ductile
Draws into a wire
Work done my band when unloading
Area under unloading curve
Energy lost by altering bonds
Area between loading and unloading curbed
Work down when loading
Area under loading curve
Strain energy
Work done to deform an object
Current
Flow of charge per second C/S
Unit of charge
Coulomb
Potential different
Energy transferred per unit charge
J/C
Charge carriers
Charged particles that move through a substance
Ductile
Stretches without breaking
Effort
Force applied to a machine to make it move
Electromotive force
Amount of electrical energy per unit charge produced inside a source of electrical energy
Inertia
Resistance of an object to change of its motion
Internal resistance
Resistance inside a source of electrical energy the loss of pd per unit current in the source when current passes through
LDR
Resistance decreases with increase in light intensity
Limit of proportionality
The limit beyond which when a wire or a spring is stretched its extension is no longer proportional to the force that stretches it
Load
Force needed to be overcome by a machine when it shifts or raises an object
Negative temperature coefficient
Resistance of a semiconductor decreases when temperature increases
Positive temperature coefficient
Resistance of a metal increased when temperature increases
Potential difference
Work done or energy transferred per unit charge between two points when charge moves from one point to another’s
Potential divider
Two or more resistors in series connected to a source of pd
Resistance
Pd/current
Resistivity
Resistance per unit length x area of cross section
Semiconductor
A substance in which the number of charge carriers increases when the temperature is raised
Superconductor
A material that has no electrical resistance below a certain temperature. When current flows through there is no pd across it
Terminal pd
Potential difference across the terminals of a power supply
Thermistor
Resistor which is designed to have a resistance that changed with temperature
uts
Tensile strength needed to break a solid material
How many electrons passing a point per second
Amps / charge of an electron
Insulator
Electron are attached to an atom ad cannot move away so can’t carry charge when a voltage is supplied so there’s no current
Metallic conductor
Some electrons are delocalised and can carry charge therefore is a current when pd is supplied
How is resistance caused
Collisions between charge carriers and the material
Ohms law
The pd across a metallic conductor is proportional to the current providing the physical conditions don’t change. The resistance is constant VI graph
Why should no current flow through the voltmeter
Ammeter would not show the correct reading
Units of resistivity
Ohmic meter
Uses of super conductivity
Electromagnets as no loss of energy so high magnetic fields
When to use VI graph or IV
VI shows ohms law
IV shows effect of temperature
When done current flow through a diode
0.6V
Electrical energy
Power X time (seconds)
Emf equations
V = EMF - Ir
Y Intercept of V I graph
EMF
Gradient of VI graph with IR
Gradient = - r
Conversation in electrical circuits
Charge and energy is conserved
When is maximum power delivered to the laod
When resistance is equal to internal resistance
Need of a potentiometer
Allows values down to 0V
What is a wave
Oscillation of particles of feilds
What is a progressive wave
A wave that carries merge from one place to another without transferring material
Cycle
One completely wave
Displacement
How far the wage has moved from the equilibrium
Amplitude
Maximum displacement
Wavelength
Length of one whole wave cycle
Period
Time taken for a whole cycle (1/f)
Frequency
Number of cycles per second passing a given point
Phase
Measurement of position of a certain point along a wave cycle