Consider a particle P moving in a straight line from a starting point O.
The displacement from O is x at time t .
The initial conditions are: t ≥ 0 when x=0.
if v is the velocity of P at time t, then
The acceleration 'a' of particle P is defined as:
Problems on this topic are solved by analysing the information given to form a differential equation. This is then integrated, usually between limits.
A particle moves in a straight line such that its acceleration 'a' at time 't' is given by:
If the initial speed of the particle is 5 ms-1, at what values of 't' is the particle stationary?
A particle moves from a point O in a straight line with initial velocity 4 ms-1.
if v is the velocity at any instant, the acceleration a of the particle is given by:
The particle passes through a point X with velocity 8 ms-1.
(i) how long does the particle take to reach point X?
(ii) what is the distance OX?(1 d.p.)
|circular motion 1|
|Newton's 2nd Law|
|KE & PE changes|
|EdxlM1 Mechanics spec.|
|EdxlM1 Mechanics ans.|
|EdxlM2 Mechanics spec.|
|EdxlM2 Mechanics ans.|
|EdxlM3 Mechanics spec.|
|EdxlM3 Mechanics ans.|
|EdxlM4 Mechanics spec.|
|EdxlM4 Mechanics ans.|
|EdxlM5 Mechanics spec.|
|EdxlM5 Mechanics ans.|
|simple harmonic motion|
|work & energy|
|power & efficiency|
|more circular motion|
|part. forces in equilib.|