Monday, 1 May 2023

Week 2 Term 2 2023

 Homework

  • Act 8B Graphs of motion p.101
  • Act 8C Kinematics p.102
  • Ex 4E Kinematics p.115-117
  • Act 12B Projectile Motion p.140-141
  • Ex 4F Projectile Motion p.119-124
  • Act 9A Vectors p.108-109
  • Ex 4A Vectors p. 90-94
  • Act 10A Forces p.117-118
  • Act 10B Forces p.123-124
  • Ex 4B Forces p.97-104
  • Act 13A p.148-149 Circular Motion
  • Ex 4H p.132-134 Circular Motion
  • Ex 2B, p.16-18, Graphing
  • Ex 2C, p.19-25, Identifying Relationships and Experimental Equations
  • Ex 2B, p.23-40, Level 3 Handout booklet on Graphing Errors
  • Act 14B, p. 158-160 Combined Mechanics
  • Ex 4J, p. 143-147 Energy, Work, Power
  • Act 11A, p.130, Momentum and Impulse
  • Act 11B, p. 133-134, Collisions
  • Ex 4D, p.108-112, Momentum P = mv
  • Ex 4C, p.105-107, Impulse ΔP = FΔt

Momentum

Conservation of Momentum
In the absence of external forces the total momentum of a system is always conserved

Impulse
The change in Momentum for a single object
ΔP = Pf - Pi
&
ΔP = FΔt
&
ΔP = mΔv
  • The unis are eithor Ns or kgms-1 , this is the same unit and the one that is used depends on the context
  • Impulse on one object is always equal and opposite to the impulse on the other onject - Newton's Third Law



Physics of Car Crashes (Impulse)

Impulse


Impulse


Impulse examples///Homemade Science with Bruce Yeany



Momentum

Impulse

Monday, 20 March 2023

Week 8 Term 1 2023

 Homework

  • Act 8B Graphs of motion p.101
  • Act 8C Kinematics p.102
  • Ex 4E Kinematics p.115-117
  • Act 12B Projectile Motion p.140-141
  • Ex 4F Projectile Motion p.119-124
  • Act 9A Vectors p.108-109
  • Ex 4A Vectors p. 90-94
  • Act 10A Forces p.117-118
  • Act 10B Forces p.123-124
  • Ex 4B Forces p.97-104
  • Act 13A p.148-149 Circular Motion
  • Ex 4H p.132-134 Circular Motion
  • Ex 2B, p.16-18, Graphing
  • Ex 2C, p.19-25, Identifying Relationships and Experimental Equations
  • Ex 2B, p.23-40, Level 3 Handout booklet on Graphing Errors
  • Act 14B, p. 158-160 Combined Mechanics
  • Ex 4J, p. 143-147 Energy, Work, Power

Energy
  • Energy can never be created
  • Energy can never be destroyed
  • Energy can only change its form (Work is done)
  • Energy has the ability to make something happen, i.e. to do Work
  • The unit for energy is the Joule (J)
  • J = Kgm2s-2  in fundamental units

Perpetual Motion Machine?

A Simple Proof of Conservation of Energy


Conservation of Energy


Work & Transformation of Energy



Power & Work Done

Kinetic Energy


Gravitaional Potential Energy



Work, Energy, and Power

Work, Energy and Power Review


Gravitational Potential Energy and Kinetic Energy Skate Park PhET Link - HTML


Work
Work is a transformation (change) of energy from one form to another form. Work only occurs when something is done.

  • Power is the rate at which energy is transformed
  • Power is the rate at which work is done
  • Unit of power Watt (W = J/s)
Power vs Energy

Work, Energy & Power



Kinetic Energy & Gravitational Potential Energy

World's Heaviest Weight - the importance of error reduction through measurement

Sunday, 12 March 2023

Week 7 Term 1 2023

 Homework

  • Act 8B Graphs of motion p.101
  • Act 8C Kinematics p.102
  • Ex 4E Kinematics p.115-117
  • Act 12B Projectile Motion p.140-141
  • Ex 4F Projectile Motion p.119-124
  • Act 9A Vectors p.108-109
  • Ex 4A Vectors p. 90-94
  • Act 10A Forces p.117-118
  • Act 10B Forces p.123-124
  • Ex 4B Forces p.97-104
  • Act 13A p.148-149 Circular Motion
  • Ex 4H p.132-134 Circular Motion
  • Ex 2B, p.16-18, Graphing
  • Ex 2C, p.19-25, Identifying Relationships and Experimental Equations
  • Ex 2B, p.23-40, Level 3 Handout booklet on Graphing Errors
Revision for Lab assessment

Errors & Processing - Link (scroll to bottom of page)

What's the difference between accuracy 

and precision? 

(Systematic Error & Ramdom Error)





Linerising Graphs in Physics

Linerisation of Data


Uncertainties and Errors

World's Heaviest Weight - the importance of error reduction through measurement

Sunday, 5 March 2023

Week 6 Term 1 2023

 Homework

  • Act 8B Graphs of motion p.101
  • Act 8C Kinematics p.102
  • Ex 4E Kinematics p.115-117
  • Act 12B Projectile Motion p.140-141
  • Ex 4F Projectile Motion p.119-124
  • Act 9A Vectors p.108-109
  • Ex 4A Vectors p. 90-94
  • Act 10A Forces p.117-118
  • Act 10B Forces p.123-124
  • Ex 4B Forces p.97-104
  • Act 13A p.148-149 Circular Motion
  • Ex 4H p.132-134 Circular Motion

Circular Motion
  • Velocity is always at a tangent to the circle. Even if the speed remains constant, the velocity is changing because it is accelerating.

vc = 2𝝿r/T

  • Centrapetal Acceleration is always toward the centre of the circle.
  • ac = mv2/r
  • Centapetal Force is the Net Force, and is also always towards the centre of the circle.

Fc = mv2/r

Uniform Circular Motion



Circular Motion




Derivation of Centripetal Acceleration

Centrapetal vs Centrafugal


Faking Gravity

What is the Coriolis Effect?

Sunday, 26 February 2023

Week 5 Term 1 2023

 Homework

  • Act 8B Graphs of motion p.101
  • Act 8C Kinematics p.102
  • Ex 4E Kinematics p.115-117
  • Act 12B Projectile Motion p.140-141
  • Ex 4F Projectile Motion p.119-124
  • Act 9A Vectors p.108-109
  • Ex 4A Vectors p. 90-94
  • Act 10A Forces p.117-118
  • Act 10B Forces p.123-124
  • Ex 4B Forces p.97-104

Force


Mass on a Slope

Drawing a Free Body Diagram


Net Force - PhET Application - link here

What is a Force?


What Forces are Acting on You?

Best Film on Newton's Third Law Ever

What is Gravity

The Difference Between Mass & Weight


Misconception About Falling Objects

Tuesday, 21 February 2023

Week 4 Term 1 2023

 Homework

  • Act 8B Graphs of motion p.101
  • Act 8C Kinematics p.102
  • Ex 4E Kinematics p.115-117
  • Act 12B Projectile Motion p.140-141
  • Ex 4F Projectile Motion p.119-124
  • Act 9A Vectors p.108-109
  • Ex 4A Vectors p. 90-94

Projectile Motion





Projectile Motion - Khan Academy

Horizontal & Vertical Vectors in Projectile Motion

Introduction to Projectile Motion



Vectors
A vector has a magnitude (size) and direction
Vector Addition
  • Always add Head to Tail
  • It does not matter which order you add vectors


Adding & Subtracting Vectors


What is a Vector?

Tuesday, 14 February 2023

Week 3 Term 1 2023

  Kinematics

Homework

  • Act 8B Graphs of motion p.101
  • Act 8C Kinematics p.102
  • Ex 4E Kinematics p.115-117


Kinematic Equations
Only used when an object is accelerating
vf = vi + at
← missing d
vf2 = vi2 + 2ad
← missing t
d = vit + ½at2
← missing vf
d = (vi + vf)t/2
← missing a

Choose the kinematic equation based on:

  • what quantities you are given
  • what quantity is asked for
  • what quantity is not involved


Acceleration and Kinematic Equations

Introduction to the Kinematic Equations