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Crystal Oscillator

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0% found this document useful (0 votes)
43 views3 pages

Crystal Oscillator

Uploaded by

Rachna
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
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Download as PDF, TXT or read online on Scribd
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C CRYSTAL OSCILLATOR

R
To design aYcrystal oscillator to oscillate at the specified crystal frequency.
COMPONENTS REQUIRED:

Sl. No. Components Details Specification Qty


1. Transistor SL100 1No
0.1f 2No
2. Capacitors
47µf 1No
3. Resistors 22K,4.7K,1.2K, 330
Each1No
1K Pot
4. Crystal 2MHzor1.8MHz 1No
DC Supply, CRO with Probe

CIRCUIT DIAGRAM:

Vcc = 9v

R1 Rc
1.8K Cc VO
18K
CB 0.1 f
BC109

0.1 f

Variable
1 K Pot

3.9K
470
R2 CE
RE

47f

2MHz

1.8MHz
DESIGN:
Given VCC = 9V, IC = 2mA, =50

RE: W.K.T.VRE = VCC/10 = 9/10=0.9V ------------ for biasing


IEIC=2mA
From the fig. We see that,
IERE = VRE
RE=0.9/(2x10-3)=450
Therefore RE470


RC: VCE=VCC/2=4.5V ------------for Q point to be in active region.
Applying KVL to output loop
VCC –ICRC-VCE-VRE = 0
9–2x10-3RC–45-0.9= 0
Therefore RC= 1.8k
R1&R2: From biasing circuit
VB= VBE+ VRE
=0.7+0.9
VB=1.6V
As sume10 IB flows through R1and9IB flows through R2.
W.K.T.IC=IB
2x10-3=50 IB
Therefore IB = 40 A
from the fig. we see that,
R1=VCC–VB/10 IB=9–1.6/(10x40x10-6)=18.5k
ThereforeR1 18k
R2= VB/9IB =1.6/(9x40x10-6)=4.44k
Therefore R23.9k

CE, CC, CB: Let CB=CC=0.1F


XCE= RE/10
Therefore f = 10 / (2CE RE)
Let f=100HzandW.K.TRE=470
Therefore CE=10/2f.RE=34F Therefore
CE47F.
PROCEDURE:
1. Rig up the circuits shown in the circuit diagram.
2. Before connecting the feedback network, check the circuit for
biasing conditions i.e. check VCE, and VRE.
3. After connecting the feedback network. Check the output.
4. Check for the sinusoidal waveform at output. Note down the
frequency of the output waveform and check for any deviation
from the designed value of the frequency.
5. To get a sinusoidalwaveformadjust1Kpotentiometer.

WAVEFORM:

Vo

frequency fo =1/T

RESULT:

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