P8 - Forces in Balance

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58 Terms

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Scalar Quantity

- something with magnitude only
- has a size
- speed
- distance
- mass
- temperature
- time
- energy

<p>- something with <b>magnitude only</b><br>- has a <b>size</b><br>- speed <br>- distance<br>- mass<br>- temperature <br>- time<br>- energy</p>
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Vector Quantity

something that has both magnitude and direction
- the length of the arrow is the magnitude
- the direction pointing to of the arrow shows direction
- displacement: a distance at specific
- velocity
- weight
- momentum
- acceleration
- force

<p>something that has <b>both magnitude</b> and <b>direction</b><br>- the <b>length</b> of the <b>arrow</b> is the <b>magnitude</b><br>- the <b>direction pointing to</b> of the <b>arrow</b> shows <b>direction</b><br>- displacement: a distance at specific<br>- velocity<br>- weight<br>- momentum <br>- acceleration <br>- force</p>
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A Force

a push or pull that acts in an object
- due to the interaction or exertion with another object
- in newtons
- have magnitude and direction: so is a vector quality

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Force =

mass x acceleration

<p>mass x acceleration</p>
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Why does a Satellite in a Circular Orbit Travel at a Constant Speed?

- the direction is constantly changing as it's going in a circle as it orbits: in circular motion
- this causes the velocity to constantly change
- acceleration is the rate of change of velocity
- therefore it's constantly accelerating

<p>- the <b>direction</b> is <b>constantly changing</b> as it's going in a circle as it orbits: in <b>circular motion</b><br>- this causes the <b>velocity to constantly change</b><br>- <b>acceleration</b> is the <b>rate of change of velocity</b> <br>- therefore it's constantly accelerating</p>
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Resultant Force

a single force that has the same effect as all the original forces acting on the object
- the net-force
- when there's two forces in opposite directions then subtract the smaller force from the larger force: the direction is to the larger force

<p>a <b>single force</b> that has the <b>same effect</b> as <b>all</b> the <b>original forces acting on</b> the <b>object</b><br>- the <b>net-force</b><br>- when there's <b>two forces</b> in <b>opposite directions</b> then <b>subtract</b> the <b>smaller force</b> from the <b>larger force</b>: the <b>direction</b> is to the <b>larger force</b></p>
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Examples of Force

- friction
- gravity (weight)
- resistance
- up thrust
- normal contact reaction
- drag/air resistance
- magnetic

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When a Force is Applied to an Object it Can

- change size
- change motion
- change shape

<p>- change <b>size</b><br>- change <b>motion</b> <br>- change <b>shape</b></p>
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Contact Force

a force that is exerted only when two objects are physically touching
- friction
- tension: in a rope
- air resistance: a skydiver
- normal contact force

<p>a force that is exerted only when <b>two objects</b> are <b>physically touching</b><br>- <b>friction</b><br>- <b>tension</b>: in a rope<br>- <b>air resistance</b>: a skydiver<br>- <b>normal contact force</b></p>
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Non-Contact Force

a force that one object can apply to another object without touching it or is physically separated
- gravity: the earth and moon
- an electrostatic force: as opposites attract and alike repulses
- magnetism

<p>a force that one object can apply to another object <b>without touching</b> it or is <b>physically separated</b><br>- <b>gravity</b>: the earth and moon<br>- an <b>electrostatic</b> force: as <b>opposites attract</b> and <b>alike repulses</b> <br>- <b>magnetism</b></p>
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Newton's Third Law

for every action there is an equal and opposite reaction

<p>for <b>every action</b> there is an <b>equal and opposite</b> reaction</p>
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Example of Newton's Third Law

if you push on a wall, it will push back on you as hard as you are pushing on it

<p>if you push on a wall, it will push back on you as hard as you are pushing on it</p>
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Newton's First Law

objects continue to move in a state of constant velocity when in balance
- only unless a resultant force acts upon it

<p>objects <b>continue</b> to <b>move</b> in a <b>state of constant velocity</b> when in <b>balance</b><br>- only <b>unless</b> a <b>resultant force acts</b> upon it</p>
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If the Forces Acting on an Object are NOT Balanced they Will:

- speed up
- slow down
- change direction
- change its shape

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If Forces of a Car are Unbalanced Against the Thrust

- drive force or thrust is smaller then the effects of friction and air resistance
- the car decelerates

<p>- <b>drive force</b> or <b>thrust</b> is <b>smaller</b> then the <b>effects</b> of <b>friction</b> and <b>air resistance</b><br>- the <b>car decelerates</b></p>
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When 2 Forces are in Equilibrium

the forces are equal in size and opposite direction

<p>the forces are <b>equal in size</b> and <b>opposite direction</b></p>
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Example of Newton's First Law

a ball rolling down a hill will continue to roll unless friction or another force stops it

<p>a ball rolling down a hill will continue to roll unless friction or another force stops it</p>
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Free Body Force Diagrams

- the length of the arrow is the magnitude of the force
- the direction pointing to of the arrow shows direction of the force

<p>- the <b>length</b> of the <b>arrow</b> is the <b>magnitude</b> of the <b>force</b><br>- the <b>direction pointing to</b> of the <b>arrow</b> shows <b>direction</b> of the <b>force</b></p>
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A Moment

- the turning effect of a force
- caused by force
- about a point equal to the magnitude of the force x the perpendicular distance from the point to the line of action from the force

<p>- the <b>turning effect of a force</b><br>- caused by force<br>- about a point equal to the magnitude of the force x the perpendicular distance from the point to the line of action from the force</p>
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The Larger the Turning effect

- the bigger the force
- the larger the perpendicular distance from the pivot to the point where force is applied

<p>- the <b>bigger the force</b><br>- the <b>larger the perpendicular distance</b> from the pivot to the point where force is applied</p>
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Moment (Nm) =

force x perpendicular distance from pivot
N x m

<p>force x perpendicular distance from pivot<br>N x m</p>
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Weight =

mass x gravity
kg x N/kg

<p>mass x gravity<br>kg x N/kg</p>
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Gears

two or more wheels linked together by interlocking teeth
- turning in opposite directions
- can multiply a turning effect
- used to transmit the rotational effect of a force from one place to another

<p>two or more <b>wheels linked together</b> by interlocking teeth<br>- turning in opposite directions <br>- can <b>multiply a turning effect</b> <br>- used to transmit the rotational effect of a force from one place to another</p>
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Gears are Used to

- increase speed
- increase force
- change direction

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Cars at a Low Gear

- the engine turns a small gear quickly
- the wheels with the large gear turn more slowly, but with more force

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Cars at a High Gear

- the engine turns a large gear slowly
- the wheels with a small gear turn more quickly but with less force

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Disadvantages of Gears

- if a gear gives you more force, it must give you less speed at the same time
- if it gives you more speed, it has to give you less force

<p>- if a gear gives you <b>more force</b>, it must give you <b>less speed</b> at the same time<br>- if it gives you <b>more speed</b>, it has to give you <b>less force</b></p>
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A Low Speed Engine

- engine turns a small gear quickly
- engine turns a large gear slowly but with a large moment

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Distance Multiplier

- the larger gear is the drive
- there's a lower turning force
- the small gear goes fast

<p>- the larger gear is the drive<br>- there's a <b>lower turning force</b><br>- the <b>small gear goes fast</b></p>
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Moment Multipler

- the smaller gear is the drive
- there's a larger turning force
- the smaller gear goes slowly

<p>- the smaller gear is the drive<br>- there's a <b>larger turning force</b><br>- the <b>smaller gear goes slowly</b></p>
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How does the Force on the Pedal cause a Moment about the Rear Axle

- the force on the pedal causes a moment on the axle
- the moment causes a force on the chain

<p>- the force on the pedal causes a moment on the axle<br>- the moment causes a force on the chain</p>
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It's Easier to have a Large Back Wheel Riding up a Hill as

- the large wheel acts as a moment multiplier
- so you don't need a strong force to cause a moment
- as there's a large distance from the pivot

<p>- the large wheel acts as a <b>moment multiplier</b><br>- so you <b>don't need a strong force</b> to cause a moment <br>- as there's a <b>large distance from the pivot</b></p>
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It's Easier to have a Small Gear to Ride Fast as

- the smaller gear would act as a distance multiplier
- as it would spin faster
- meaning you wouldn't need to pedal as fast to go the same speed

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Output Force

the force exerted on an object by a machine
- generally closer to the pivot
- larger

<p>the <b>force exerted on an object by a machine</b><br>- generally closer to the pivot <br>- larger</p>
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Levers

simple machines with an arm that moves around a fulcrum
- make it easier to do work
- helps to lift loads
- force multiplier

<p>simple machines with an arm that moves around a fulcrum<br>- make it <b>easier to do work</b><br>- helps to lift loads<br>- <b>force multiplier</b></p>
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Why do Levers Work

you have to move the effort force through a greater distance than the load force generated moves

<p>you have to move the effort force through a greater distance than the load force generated moves</p>
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Increasing the Distance Between Pivot and Applied Force

- means less force is required to get to the same moment
- so less work needs to be done

<p>- means <b>less force is required</b> to get to the same moment <br>- so less work needs to be done</p>
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Levers and Gears can be Seen as Simple Machines as

- it only has 2 parts with different functions
- you only need to move one thing with mechanical power to achieve the goal

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The Centre of Mass of an Object

the centre point where it's mass can be considered of as being concentrated

<p>the <b>centre point</b> where it's mass can be <b>considered</b> of as being <b>concentrated</b></p>
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The Centre of Mass in 2D Shapes

the point where all the lines of symmetry meet
- the exact middle

<p>the point where all the <b>lines of symmetry meet</b><br>- the exact middle</p>
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How to Find the Centre of Mass in Irregular Objects

- cut an irregular shape out of paper
- punch 2 holes in the shape
- hang from a clamp stand using string
- hang a weighted piece of string from the same point
- draw a straight line along your weighted string on the paper
- repeat after you have rotated your paper by 90⁰
- where the lines cross in the centre of mass
- try and balance the paper on the end of a pencil

<p>- cut an irregular shape out of paper<br>- punch 2 holes in the shape<br>- hang from a clamp stand using string<br>- hang a weighted piece of string from the same point<br>- draw a straight line along your weighted string on the paper<br>- repeat after you have rotated your paper by 90⁰<br>- where the lines cross in the centre of mass<br>- try and balance the paper on the end of a pencil</p>
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As Every Particle has a Small Gravitational Force Acting on it

these forces act like a single one pulling at just one point

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Centre of Mass: Weight

weight acts straight down from the centre of mass

<p>weight acts straight down from the centre of mass</p>
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The More Stable an Object

- the lower the centre the of mass
- the wider the base
- the line of action is above the base

<p>- the lower the centre the of mass<br>- the wider the base<br>- the line of action is above the base</p>
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The Stability of a Double Decker Bus Compared with a Racing Car

- the bus is less stable than the race car
- as the centre of mass is much higher
- with a shorter base
- this means the car is less likely to topple going around corners quickly
- to improve the stability of the bus, you could increase the wheel base (make it wider)

<p>- the bus is <b>less stable</b> than the race car<br>- as the <b>centre of mass is much higher</b><br>- with a <b>shorter base</b><br>- this means the <b>car is less likely to topple</b> going around corners quickly<br>- to improve the stability of the bus, you could increase the wheel base (make it wider)</p>
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If you Suspend an Object and then Release it

- it will eventually come to rest
- with it's centre of mass directly below the point of suspension

<p>- it will eventually come to rest<br>- with it's centre of mass directly below the point of suspension</p>
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Principal of Moments

moments must stay balanced

<p><b>moments must stay balanced</b></p>
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The Sum of Anti-clockwise Moments =

the sum of clockwise moments

<p>the sum of clockwise moments</p>
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How to See if Something is Balanced

- calculate the clockwise moments
- calculate the anti-clockwise moments
- see if they're balanced

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If the Sum of Moments is Unequal

the object will spin in the direction of the larger force

<p>the object will spin in the direction of the larger force</p>
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The Parallelogram of Forces

knowt flashcard image
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How to Draw the Parallelogram of Forces

- draw a straight horizontal line to scale with the force
- draw another force to scale from the left end of the first line
- draw a second arrow leaving from the first of the same size
- make sure this is at the same angle as before.
- connect the starting and ending points of the whole journey
- measure the lengths to find the force on the new arrow like before
- measure the angles as it is a vector

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The Upwards, the Rightwards Force of One String =

equivalent to an upwards force and a rightwards force on two leads

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Why is it so Hard to Cycle Up a Hill

the weight of the cyclist and bicycle have an effect that acts downhill as well as down on the road

<p>the weight of the cyclist and bicycle have an effect that acts downhill as well as down on the road</p>
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Free Body Diagram

the single force of gravity can be split into two parts
- one force acting down the slope
- the other at 90˚ to the slope.
- called resolving a force into two components

<p>the single force of gravity can be split into two parts <br>- one force acting down the slope <br>- the other at 90˚ to the slope.<br>- called resolving a force into two components</p>
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If the Slope of a Free Body Diagram was Steeper

- F gravity would not change
- FI: the downwards force PERPENDICUAR to the slope DECREASES
- FII: the force PARALLEL to the slope INCREASES

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The Resolution of Forces Diagram

knowt flashcard image
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An Object is at Equilibrium if

- the resultant force on the object is zero
- the forces acting on the object have no overall turning effect

<p>- the <b>resultant force on the object is zero</b><br>- the forces acting on the object have <b>no overall turning effect</b></p>