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High CMRR Instrumentation Amplifier (Schematic and Layout) design for biomedical applications

Instrumentation amplifiers are intended to be used whenever acquisition of a useful signal is difficult. IA’s must have extremely high input impedances because source impedances may be high and/or unbalanced. bias and offset currents are low and relatively stable so that the source impedance need not be constant. Balanced differential inputs are provided so that the signal source may be referenced to any reasonable level independent of the IA output load reference. Common mode rejection, a measure of input balance, is very high so that noise pickup and ground drops, characteristic of remote sensor applications, are minimized.Care is taken to provide high, well characterized stability of critical parameters under varying conditions, such as changing temperatures and supply voltages. Finally, all components that are critical to the performance of the IA are internal to the device. The precision of an IA is provided at the expense of flexibility. By committing to the one specific task of

Measurement of the unknown capacitance schering bridge method.


Aim:- Measurement of the unknown capacitance schering bridge method.
Apparatus:- Sharing bridge kit
digital multimeter,
patch cords,
Circuit Diagram:-
Theory:-
The schering bridge one of the most important ac bridge is used the extensively for the
measurement of capacitors.
In the schering bridge the arm 1 now contains a parallel combination of the
resistor and the capacitor and standard arm contain only one capacitor. The standard
capacitor is usually a standard high quality mica capacitor.
in the balance condition of the bridge the sum of the phase angles of the arms 1
and 4 is equal the sum of the phase angle of arms 2 and 3.at the balance in condition there
is no current flow in the galvanometer.
The balance equation is derived in the usual manner, and by substituting the
corresponding impendence and the admittance the value of the unknown capacitor and
the resister is find as given below.
Cx=C3(R1/R2).
Rx=R2(C1/C2)
Procedure: -
1) Study the circuit provided on the front panel on the kit.
2) Connect the unknown capacitance of the position given.
3) Set the null point of galvanometer by adjusting the variable
4) Calculate the value of unknown capacitance by formula given
Result: -The values of unknown capacitance is measured by shearing bridge
Viva Questions-
1)What is the Q factor of the coil?
2) Which bridges are used for measurement of inductance
3) What is the range of Q?
Experiment no-8
Aim-. Measurement of the 3phase power by the one watt meter method.
Apparatus:-
Three phase variable load.
Wattmeter (0-5A)-, 300v-1no
Ammeter (0-10A)-1no
Voltmeter (0-600v) , (0-300v)-1no
Three phase variance.
Circuit Diagram:-
Theory:-
In this method the total power is consumed is calculated by using the one wattmeter .
This method is used only if the load is balanced The ammeter is connected in between the
coil to the same size and line. The other terminal is connected by the two lines. In this
method the wattmeter is first connected with the R phase and then the B phase The rating
of these two conditions are summed by the total power consumed
Here-V1=V2=V3=V
& I1=I2=I3=Iline
&V13-V12=V23=Ö3V
Reading of wattmeter when connected to phase R
P1=V12*Il*(30-A)
P1=VIÖ3cos(30-A)
Reading of wattmeter when connected to phase B
P2=V12IL(30+A)
P2=Ö3Vicos(30+A)
Sum of two conditions
P=P1+P2
P=Ö3Vi{cos(30-A+cos(30+A)}
P=3VicosA
This equation gives total power consumed by load.
Observation Table:-
Sr no Voltage Current Power 3 phase watt
Procedure:-
1) Make the arrangement as per the circuit diagram.
2) Increase the dimmerstat reading
3) Note the corresponding values of voltmeter ,ammeter and wattmeter.
4) Take consequent 3 readings.
Result:- Hence in that way calculated the 3phase Power by one watt meter method.
Viva Questions:-
1) Explain the short how the wattmeter is connected in the circuit to .
Measure the power delivered to the Load and the Line.
2) Explain How the Resistive Power is measured by the Wattmeter
Method

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