1st year of post-compulsory secondary education
Movement (II)
C. Palacios
Mov(II) 
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1.1 What is acceleration?

When a body changes its velocity, it accelerates. When the velocity decreases, we usually say that it brakes.  
Acceleration is represented by a vector, so that to completely define the acceleration of a body you have to specify its module, direction and orientation.

The module of acceleration gives us an idea of how quickly its velocity varies.
If a body accelerates at 2m/s2 it means that its velocity increases by 2 m/s every second.

The sign for acceleration depends on the Reference System we choose. So the acceleration of falling bodies (the acceleration of gravity or g=9,8 m/s2) can be written with a positive or negative sign: you decide which R.S. you choose.

To understand what acceleration is in more detail, it has to be strictly defined.

 

Acceleration
What is it?
Average and instantaneous acceleration
Intrinsic components
Rectilinear movements (an = 0)
s/t ,v/t and a/t graphs
The meaning of the v/t graph
Circular movements (an # 0)
Angular magnitudes
Relation between angular and linear magnitudes
Graphic representations
Examples of movements
Free fall
Ascending and descending
The meeting of moving objects
Evaluation