INSTRUMENT
A device ofmechanism used to
determine the percent value of a
quantity under observations.
4.
Two kinds ofInstruments
Analog Instruments
It was coined to identify deflection-type
instrument.
Digital Instruments
It display in digital form the value of the
quantity being measured.
5.
Three basic functionsof Instrument
INDICATING
Providing a visual indication of the
quantity being measured.
RECORDING
Furnishes a permanent record.
CONTROLLING
Used to control a quantity.
6.
ELECTRONIC INSTRUMENTS
Contain amplifyingcircuits to increase the
amplitude of the quantity being measured.
ADVANTAGES:
1. High sensitivity rating.
2. Capable of measuring very small signals.
3. Ability to monitor remote signals
7.
Fundamental and SomeDerived Quantities of the SI System
QUANTITY UNIT
Fundamental:
Length, l meter, m
Mass, m kilogram, kg
time, t second, s
Temperature,T Kelvin, K
Electric Current I ampere,A
Derived:
Electromotive force,Vvolt,V
Quantity of charge, Q coulomb, C
Electrical resistance, Rohm, Ω
Capacitance, C farad, F
Inductance, L henry, H
8.
SCIENTIFIC NOTATION ANDMETRIC
PREFIXES
Scientific Notation Prefix Symbol
tera T
giga G
mega M
kilo K
deka da
deci d
centi c
milli m
micro µ
nano n
pico p
International Standards
are definedby international agreements,
and are maintained at the International
Bureau of Weights and Measures in
France and are periodically evaluated
and checked by absolute measurements in
terms of the fundamental units of Physics.
11.
Primary Standards
are maintainedat national standards
laboratories in different countries such as
National Bureau of Standards in
Washington DC.
12.
Secondary Standards
are employedin industry as references
for calibrating high-accuracy equipment
and components, and for verifying the
accuracy of working standards.
13.
Working Standards
are usedas measurement references on a
day-to-day basis in virtually all electronic
laboratories.
Gross Errors andSystematic Errors
Gross Errors
Fault of the person using the instrument
Example:
Incorrect reading of instrument.
Incorrect reading of experimental data
Incorrect use of Instrument
Systematic Errors
Due to problems with instruments, environmental effects or
observational error.
16.
Absolute Error
may bedefined as the difference between
the expected value of the variable and the
measured value of the variable, or
e =Yn – Xn
where:
e = absolute error
Yn = expected value
Xn = measured value
Example:
The expected valueof the voltage
across a resistor is 50V; however,
measurement yields a value of 49V.
Calculate
a. The absolute error
b. The percent error
c. The relative accuracy
d. The percent accuracy
19.
PRECISION
The precision ofmeasurement is a
quantitative or numerical indication of the
closeness with which a repeated set of
measurements of the same variable agrees
with the average of the set of
measurements.
⃒
Xn = the value of the nth measurement
Xn = the average of the set of n
measurement
20.
Example:
The following setof ten measurements was recorded in
the laboratory. Calculate the precision of the fourth
measurement.
Measurement Number MeasurementValue, Xn
1 98
2 102
3 101
4 97
5 100
6 103
7 98
8 106
9 107
10 99
21.
Seatwork:
1. The currentthrough a resistor is 1.5A,
but measurement yields a value of 1.46
A. Compute the absolute error and the
percentage of error of the
measurement.
22.
2.The output voltageof an amplifier was
measured by six different students using
the same oscilloscope with the following
results.
a. 20.20V
b. 19.90V
c. 20.05V
d. 20.10V
e. 19.85V
f. 20.00V
Which is the most precise measurement?