Physics (definition)
Physics deals with study of matter and energy and relationship between them.
Some Areas of Physics
- Classical Mechanics
- Quantum Mechanics
- Heat and Thermodynamics
- Electromagnetism
- Optics
- Sound
- Special Relativity
- Atomic Physics
- Molecular Physics
- Nuclear Physics
- Solid State Physics
- Particle Physics
- Plasma Physics
- Space Physics
Some Interdisciplinary Areas of Physics
- Astrophysics
- Biophysics
- Engineering Physics
- Geophysics
- Health Physics
- Medical Physics
- Physical Chemistry
Physical Quantities
The quantities in terms of which the laws of Physics are expressed.
Physical quantities are divided in 2 categories:
- Base Quantities
- Derived Quantities
Base Quantities
These quantities are not defined in terms of other physical quantities.
e.g. length, mass, time
Derived Quantities
These quantities are those whose definitions are based on other physical quantities.
e.g. velocity, acceleration, force
System International (SI)
It is an international system of units. It consists of 3 kinds of units:
- Base units
- Supplementary units
- Derived units
Base Units (7) |
Physical Quantity |
SI Unit |
Symbol |
Length |
metre |
m |
Mass |
kilogram |
kg |
Time |
second |
s |
Electric Current |
ampre |
A |
Temperature |
kelvin |
K |
Intensity of Light |
candela |
cd |
Amount of substance |
mole |
mol |
|
Supplementary Units (2) |
Physical Quantity |
SI Unit |
Symbol |
Plane angle |
radian |
rad |
Solid angle |
steradian |
sr |
|
Derived Units
SI units for all other physical quantities are derived the base and supplementary units.
Some examples are given in the the table:
Derived Units |
Physical Quantity |
SI Unit |
Symbol |
In terms of base units |
Force |
newton |
N |
kg m s-2 |
Work |
joule |
J |
N m = kg m2 s-2 |
Power |
watt |
W |
J s-1 = kg m2 s-3 |
Pressure |
pascal |
Pa |
N m-2 = kg m-1 s-2 |
Electric Charge |
coulomb |
C |
A s |
Scientific Notation
A standard form which employs powers of 10. There should be only 1 non-zero digit left of decimal.
e.g. 134.7 = 1.347 x 102, 0.0023 = 2.3 x 10-3
Some Prefixes of powers of 10 |
Factor |
Prefix |
Symbol |
10-18 |
atto |
a |
10-15 |
femto |
f |
10-12 |
pico |
p |
10-9 |
nano |
n |
10-6 |
micro |
u |
10-3 |
milli |
m |
10-2 |
centi |
c |
10-1 |
deci |
d |
101 |
deca |
da |
103 |
kilo |
k |
106 |
mega |
M |
109 |
giga |
G |
1012 |
tera |
T |
1015 |
peta |
P |
1018 |
exa |
E |
Some Conventions for Indicating Units
- Full name of a unit does not begin with a capital letter
e.g. newton
- The symbol of unit named after a scientist has initial capital letter
e.g. N for newton
- A combination of base units is written each with one space apart.
e.g. newton metre is written as N m
- Compound prefixes are not allowed.
e.g. 1uuF may be written as 1pF
- 1 km2 = 1 (km)2 = 1 x 106 m2
Causes of Errors
- negligence or inexperience of a person
- the faulty apparatus
- inappropriate method/technique
Types of Errors
- Random Error
Repeated measurements of the quantity, give different values under the same conditions.
Repeating the measurement several times and taking an average can reduce
the effect of random errors.
- Systematic Error
An effect that influences all measurements of a particular quantity equally due to zero error
of instruments, poor calibration of instruments or incorrect markings etc.
This error can be reduced by calibrating the instrument or by applying a
correction factor.
Significant figures
In any measurement, the accurately known digits and the first doubtful digit are called
significant figures.
Precision and Accuracy
The precision of a measurement is determined by the instrument or device being used and
the accuracy of a measurement depends on the fractional or percentage uncertainty in that
measurement.