a)Errors
The difference
between standard and experimental values is error.
There are two types of errors:-
i)Systematic error
ii)Random error
i)Systematic error :-
- · Also known as assignable error
- · Usually follow same trend of variations
Causes:-
- · Zero error in measuring instrument
- · Poor calibration of instrument
- · Incorrect calibration on the measuring instrument
EXAMPLE:-
Error occurring due to L.C of the measuring instrument
SOLUTION TO SOLVE ERROR:-
- · By comparing the instrument with other instrument which is more accurate
- · By carefully monitoring the measurement process
ii)Random error:-
- · Also known as Un Assignable error
- · Do not follow the same trend of variation
Causes:-
- · Due to some unknown reasons
- · Deviation in results
EXAMPLE:-
During measurement ,there are different values of result of same measuring quntity.
SOLUTION TO SOLVE ERROR:-
- · Cannot be controlled experimentally.
- · By taking several reading of same measuring quantity and then taking their mean value.
Uncertainties:-
Uncertainty is the situation which involves imperfect or unknown information.
There are three kinds of uncertainties commonly known
today.
I)Absolute uncertainty
ii)Fractional uncertainty
iii)Percentage uncertainty
i)Absolute Uncertainty:-
- · Usually called absolute error
- · Usually the range of values in which the” true value” lies.
- · It is related to the least count of the measuring instrument.
- · Has the same unit as that of the value.
Least Count of the some measuring instrument is given as;
i)
L.C of Meter Rod is 0.1cm
ii)
L.C of Vernier
caliper is 0.01cm
iii)
L.C of Screw Gauge is 0.001cm
Precision:-
- It is the minimum value that the device can measure.
- A device with less precision is more precise
e.g :Screw Gauge has least precision ,so it
is more precise device
ii)Fractional Uncertainty:-
- · Also known as percentage uncertainty
- · It is the ratio of L.C to the mean value or measured value
- · It has no unit
Formula:-
Fractional Uncertainty= L.C/M.V
iii)Percentage Uncertainty:-
The percentage uncertainty can be interpreted
as describing the uncertainty that would result if the measured value had been
100 units.
- · It has no units
- · It is the ratio of L.C to the mean value or measured value multiply by 100
Formula:-
Percentage Uncertainty= L.C/M.V * 100
No comments:
Post a Comment