Fundamental Units and Compound Units
Fundamental Units used in Physics looked at and how they combine to make up all the other units used in Physics.
The Fundamental Units covered for Mechanics were:
Quantity
|
Symbol
|
Unit
|
Unit Symbol
|
Vector OR Scalar
|
Time
|
t
|
second
|
s
|
Scalar
|
Distance
|
d
|
metre
|
m
|
Scalar
|
Displacement
|
Vector
| |||
Mass
|
m
|
kilogram
|
kg
|
Scalar
|
These Fundamentsl Units make up all the other units we will be using in Mechanics:
Quantity
|
Symbol
|
Unit
|
Unit Symbol
|
Vector OR Scalar
|
Speed
|
v
|
meters per second
|
ms-1
|
Scalar
|
Velocity
|
Vector
| |||
Acceleration
|
a
|
meters per second per second
|
ms-2
|
Vector
|
Force
|
F
|
Newton
= (kgms-2)
|
N
|
Vector
|
Pressure
|
P
|
Pascal
=
Nm-2
=
(kgm-1s-2)
|
Pa
|
Scalar
|
Energy
|
E
W
Ek
Ep
|
Joule
=
Nm
=
(kgm2s-2)
|
J
|
Scalar
|
Power
|
P
|
Watts
=
Js-1
=
(kgm2s-3)
|
W
|
Scalar
|
Note:
- A Vector has a magnitude (size) and a direction
- A negative value for a vector means that it is going in the opposite direction
- A Scalar has only a magnitude (size)
Veritassium video on the worlds roundest object and the kilogram
average velocity = change in total distance ➗ change in total time
va.v. = Δd/Δt
Note: "Δ" means "change in"
This can be put into triangles as shown below:
The triangles above can be used to quickly find the expression required.
average acceleration = change in velocity ➗ change in time
aa.v. = Δv/Δt
The above formula can also be put into a triangle with "Δv" at the top
Using the acceleration formular to compare two objects acceleration
Homework:
Complete the worksheet on Speed/TIme/Acceleration


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