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DIODE APPLICATIONS
Half-wave Rectifiers, Full-wave
Rectifiers, DC power supplies(typical bock diagram), define
ripple, effect of capacitor filteringon ripple, basic zener diode
regulator.
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Diode Applications Clippers
Clampers Rectifiers
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Clippers Constant voltage difference across can
diode allows signals to be clipped
Vs
R
Vd
Vs Vd
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Clipper Variations Series, Parallel and Biasing
See Boylestad page 82
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CLAMPERS Clamps a signal to a different DC level
RC circuit where R is switched using diode
RC time constant given by: X!RC
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Diode On Operation Resistor Short
circuited
R=0
Xvery small
Capacitor charges
very quickly
Vdc
+ Vdc -
0
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Diode Off Operation Diode open circuited
X!RC
Twice voltage overresistor -
Vdc+
+ Vdc -
-2Vdc
lamperOutput
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Clamper OutputVdc
-Vdc
-2Vdc
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Clamper Variations See Boylestad page 86
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Rectifiers- Half waveVin
Vout
Vdc = 0.318 (Vm-Vd) PIV = VmApproximately
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Operation Modes
+
Vm
-
-
Vm
+
+ve half-cycle
Diode acts as shortcircuit
-ve half-cycle
Diode acts as opencircuit
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Rectifiers- Full WaveVin Vin
Vdc = 0.636 (Vm-2Vd) PIV = VmApproximately
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Operation modes
+
Vm
-
-
Vm
+
+ve half cycle
-ve half cycle
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Rectifiers centre tapped
+Vm
-
+Vm
-
Vin Vout
Vout- +
2Vm Vm
Vdc = 0.636 (Vm-Vd) PIV = 2VmApproximately
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Operation modes
-Vm
+
+Vm
-
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Linear Power Supplies
DC power supplies (typical bockdiagram), define ripple, effect of
capacitor filtering on ripple, basiczener diode regulator.
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Basic operation
Tx-former
Rectifier Filter Regulator
Load
Input
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Block Functions Transformer
Steps down voltage to useable value
Rectifier Turns AC into oscillating DC
Filter Gives more constant DC by reducing HF content
IC Regulator Gives more constant DC from DC with ripple
Independent of voltage variations
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Rectifiers Half-wave
Vdc=0.318 (Vm-Vd)
Full-wave
Vdc = 0.636 (Vm-2Vd)
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Power Supply Filters DC voltage required
High frequencies must be filtered out
Low pass filter
Capacitor impedance decreases withfrequency
HF shunted to ground
CjX
C [
1!
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C-Filter
Transformer Rectifier Filter
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Ripple and DC voltages
C
IrmsV
CR
VrmsV
dcr
L
dcr
4.2)(
4.2)(
!
!
C
Idcdc
17.4!
DC Voltage
Peak rectified voltage
Ripple voltage
NOTE:Idc measured in MILLI AmpsC measured in MICRORL measured in KILO ohms
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RC-Filter
Transformer Rectifier Filter
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RC-Filter:
Waveform characteristicsViewed as an simple RC-filter joined to
a simple C-filter
Calculate Vdc and Vr for simple C-filterfirst
Use voltage divider equations to
determine DC and AC voltages overload.
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RC-filter characteristics
(contd)
Vdc
Vrms
Calculated usingSimple capacitorFilter alone.
Entire system can be replacedBy these two sources
Actual voltage is the super-position of both
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Ripple Factor Ratio of AC ripple to
average DC value of
signal Smaller values mean
less ripple!
dc
r r sr )(!
Vr(p-p)Vdc
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Designing Filters Given:
Load current
Input voltage
Ripple factor
Use equations for Vr and Vdc
Divide equations to get ripple factor
Solve for C
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Voltage Regulation DC output voltage changes with circuit
loading
Smaller Change = Better Regulation!
Voltage regulation measured using full loadand no load voltages
%100.. v
!
FL
FLNL
V
VVRV
DC
Voltages
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Zener Diode Regulator Recall:
Zener Diodes have very steepcharacteristics
Relatively constant voltage for changes incurrent
Place in parallel with load to maintainfixed voltage across load
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Simple
Zener Regulator
Vz held by zener
Load drawsConstant current
Zener shunts current fluctuations
Varying current supplied
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Question Design a simple capacitive filter for a linear
power supply to meet the following
specifications: Peak transformer output voltage (Vm) : 50V
DC load current, (Idc) : 20mA
Ripple factor , (r) : 5%
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