Content:
PH11-9
How are forces produced between objects and what effects do forces produce?
- Using Newton’s Laws of Motion, describe static and dynamic interactions between two or more objects and the changes that result from:
- a contact force
- a force mediated by fields
- Explore the concept of net force and equilibrium in one-dimensional and simple two-dimensional contexts using:
- algebraic addition
- vector addition
- vector addition by resolution into components
- Solve problems or make quantitative predictions about resultant and component forces by applying the following relationships:
- \( \vec{F}_{AB}=−\vec{F}_{BA} \)
- \( F_x=F \cos \theta \), \(F_y=F \sin \theta \)
- Conduct a practical investigation to explain and predict the motion of objects on inclined planes
How can the motion of objects be explained and analysed?
- Apply Newton’s first two laws of motion to a variety of everyday situations, including both static and dynamic examples, and include the role played by friction \( \vec{f}_{friction}=\mu \vec{F}_N \)
- Investigate, describe and analyse the acceleration of a single object subjected to a constant net force and relate the motion of the object to Newton’s Second Law of Motion through the use of:
- qualitative descriptions
- graphs and vectors
- deriving relationships from graphical representations including \( \vec{F}_{net}=m \vec{a} \) and relationships of uniformly accelerated motion
- Apply the special case of conservation of mechanical energy to the quantitative analysis of motion involving:
- work done and change in the kinetic energy of an object undergoing accelerated rectilinear motion in one dimension \( W=F_{\parallel}s=Fs \cos \theta \)
- changes in gravitational potential energy of an object in a uniform field \( \bigtriangleup U=mg \bigtriangleup h \)
- Conduct investigations over a range of mechanical processes to analyse qualitatively and quantitatively the concept of average power \( P=\frac{\bigtriangleup E}{\bigtriangleup t} \), \( P=F_{\parallel}v=Fv \cos \theta \) including but not limited to:
- uniformly accelerated rectilinear motion
- objects raised against the force of gravity
- work done against air resistance, rolling resistance and friction
How is the motion of objects in a simple system dependent on the interaction between the objects?
- Conduct an investigation to describe and analyse one-dimensional (collinear) and two-dimensional interactions of objects in simple closed systems
- Analyse qualitatively and predict, using the law of conservation of momentum \( \sum m \vec{v}_{before}= \sum m \vec{v}_{after} \) and, where appropriate, conservation of kinetic energy \( \sum \frac{1}{2} mv^2_{before}=\sum \frac{1}{2} mv^2_{after} \), the results of interactions in elastic collisions
- Investigate the relationship and analyse information obtained from graphical representations of force as a function of time
- evaluate the effects of forces involved in collisions and other interactions, and analyse quantitatively the interactions using the concept of impulse \( \bigtriangleup \vec{p}=\vec{F}_{net} \bigtriangleup t \)
- Analyse and compare the momentum and kinetic energy of elastic and inelastic collisions