Physics: Motion, Forces, and the Solar System

Acceleration

  • Defined as change in velocity over time: a=Δvta = \frac{\Delta v}{t}.

  • Uniform acceleration indicates constant rate of change.

  • Key equation: v2=u2+2asv^2 = u^2 + 2as, where v = final velocity, u = initial velocity, a = acceleration, s = distance.

Forces and Motion

  • Resultant force is necessary to change motion (Newton's First Law).

  • Newton's Second Law: F=maF = ma (Force = mass x acceleration).

  • Newton's Third Law: Forces between two objects are equal and opposite.

Terminal Velocity

  • Occurs when forces (like drag) balance weight, establishing constant speed.

  • Drag increases with speed and depends on shape and area.

  • Example: Skydiver accelerates until drag equals weight, reaching terminal velocity.

  • In a vacuum, all objects fall at the same rate as there is no air resistance.

Stopping Distance

  • Total stopping distance = Thinking distance + Braking distance.

  • Influenced by speed, reaction time, road conditions, and brake quality.

  • Braking relies on friction and work done (energy transferred).

Reaction Times

  • Vary between individuals, affected by factors like fatigue and distractions.

  • Measured by catching a dropped ruler, with distance fallen indicating reaction time.

Investigating Motion

  • Set up experiments using a trolley, light gate, and pulley to measure acceleration.

  • Record effects of mass on acceleration; average results for accuracy.

Momentum

  • Defined as momentum = mass x velocity, a vector quantity (direction matters).

  • Total momentum before and after collision remains constant (Law of conservation of momentum).

  • A force acting on an object can change its momentum. Force can be calculated by: F=ma=ΔpΔtF = ma = \frac{\Delta p}{\Delta t} (change in momentum over time).