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Prepared By: SANDEEP KUMAR K
ASSISTANT PROFESSOR
DEPARTMENT OF MECHATRONICS
ACHARYA INSTITUTE OF TECHNOLOGY
CHAPTER 3: THYRISTORS
Introduction
 Thyristor is the most important type of power
semiconductor devices.
 They are extensively used in power electronic
circuits.
 They are operated as bi-stable switches from
non-conducting to conducting state.
 A Thyristor is a four layer, semiconductor of p-n-p-
n structure with three p-n junctions. It has three
terminals, the anode, cathode and the gate.
 The word Thyristor is coined from Thyratron and
transistor. It was invented in the year 1957 at Bell
Labs.
SILICON CONTROLLED RECTIFIER
(SCR)




Gate Cathode
J3
J2
J1
Anode
10 cm
17 -3
10 -5 x 10 cm
13 14 -3
10 cm
17 -3
10 cm
19 -3
10 cm
19 -3
10 cm
19 -3
n
+
n
+
p
-
n
–
p
p
+
10 m
30-100 m
50-1000 m
30-50 m
QUALITATIVE ANALYSIS
 When the anode is made positive with respect the
cathode junctions j1 and j3 are forward biased
and junction j2 is reverse biased.
 With anode to cathode voltage being small, only
leakage current flows through the device. The
SCR is then said to be in the forward blocking
state.
 If VAK is further increased to a large value, the
reverse biased junction will breakdown due to
avalanche effect resulting in a large current
through the device.
 The voltage at which this phenomenon occurs is
called the forward breakdown voltage (VBO)
 Once the SCR is switched on, the voltage drop
across it is very small, typically 1 to 1.5V.
V-I Characteristics of SCR
Effects on gate current on forward
blocking voltage
LATCHING CURRENT (IL)
After the SCR has switched on, there is a
minimum current required to sustain conduction
even if the gate supply is removed. This current is
called the latching current. associated with turn
on and is usually greater than holding current.
HOLDING CURRENT (IH)
After an SCR has been switched to the on state
a certain minimum value of anode current is
required to maintain the Thyristor in ON state. If
the anode current is reduced below the critical
holding current value, the Thyristor cannot
maintain the current through it and turns OFF.
QUANTITATIVE ANALYSIS
TWO TRANSISTOR MODEL
Derivation for anode current
General transistor equation is
IC= αIE + ICBO
For transistor 1
IC1= α1IE1+ ICBO1 ; IE1 = IA
There fore IC1= α1IA+ ICBO1 --------- Eq 1
For transistor 2
IC2= α2IE2+ ICBO2 ; IE2 = IK and IK = IA + IG
There fore IC2= α2(IA + IG )+ ICBO2 ------ Eq 2
IA= IC1 + IC2
 
2 1
2 1 2
1 21
C B
g CBO CBO
A
I I
I I I
I

 
 
 
 
 
IA=α1IA+ ICBO1 + α2(IA + IG )+ ICBO2
THYRISTOR TURN ON
Thyristor is turned ON by increasing the
Anode current,
this can be accomplished by one of the
following ways
 Thermal Turn on or High Temperature
Triggering
 Light Triggering
 High Voltage Triggering
 dv/dt Triggering
 Gate Triggering
Thermal Turn on or High
Temperature
 The width of depletion layer of SCR decreases
with increase in junction temperature.
 Therefore in SCR when VAR is very near its
breakdown voltage, the device is triggered by
increasing the junction temperature.
 By increasing the junction temperature the
reverse biased junction collapses thus the device
starts to conduct.
 This type of turn on many cause thermal run
away and is usually avoided.
Light Triggering
 For light triggered SCRs a special
terminal is made inside the inner P layer
instead of gate terminal.
 When light is allowed to strike this
terminal, free charge carriers are
generated.
 When intensity of light becomes more
than a normal value, the Thyristor starts
conducting.
 This type of SCRs are called as LASCR
High Voltage Triggering
 In this mode, an additional forward voltage is applied
between anode and cathode.
 When the anode terminal is positive with respect to
cathode(VAK) , Junction J1 and J3 is forward biased
and junction J2 is reverse biased.
 No current flows due to depletion region in J2 is
reverse biased (except leakage current).
 As VAK is further increased, at a voltage VBO (Forward
Break Over Voltage) the junction J2 undergoes
avalanche breakdown and so a current flows and the
device tends to turn ON(even when gate is open)
 This type of turn on is destructive and should be
avoided.
dv/dt Triggering
 When the device is forward biased, J1 and J3 are
forward biased, J2 is reverse biased.
 Junction J2 behaves as a capacitor, due to the
charges existing across the junction.
 If voltage across the device is V, the charge by Q
and capacitance by C then,
ic = dQ/dt
Q = CV
ic = d(CV) / dt
= C. dV/dt + V. dC/dt
as dC/dt = 0
ic = C.dV/dt
 Therefore when the rate of change of voltage
across the device becomes large, the device may
turn ON, even if the voltage across the device is
small.
 A high value of charging current may damage the
Thyristor and the device must be protected
against high .
 The manufacturers will specify the allowable .
Gate Triggering
 This is most widely used SCR triggering method.
 Applying a positive voltage between gate and
cathode can Turn ON a forward biased Thyristor.
 When a positive voltage is applied at the gate
terminal, charge carriers are injected in the inner
P-layer, thereby reducing the depletion layer
thickness.
 As the applied voltage increases, the carrier
injection increases, therefore the voltage at which
forward break-over occurs decreases
Three types of signals are
used for gate triggering.
1. DC gate triggering
2. AC Gate Triggering
3. Pulse Gate Triggering
DC gate triggering
 A DC voltage of proper polarity is applied
between gate and cathode ( Gate terminal
is positive with respect to Cathode).
 When applied voltage is sufficient to
produce the required gate Current, the
device starts conducting.
 One drawback of this scheme is that both
power and control circuits are DC and
there is no isolation between the two.
 Another disadvantages is that a continuous
DC signal has to be applied. So gate
power loss is high.
AC Gate Triggering:-
 Here AC source is used for gate
signals.
 This scheme provides proper isolation
between power and control circuit.
 Drawback of this scheme is that a
separate transformer is required to
step down ac supply.
 There are two methods of AC voltage
triggering namely (i) R Triggering (ii)
3. Pulse Gate Triggering
 In this method the gate drive consists of
a single pulse appearing periodically (or)
a sequence of high frequency pulses.
 This is known as carrier frequency
gating.
 A pulse transformer is used for
isolation.
 The main advantage is that there is no
need of applying continuous signals, so
the gate losses are reduced.
SWITCHING CHARACTERISTICS (DYNAMIC
CHARACTERISTICS)
THYRISTOR TURN-ON CHARACTERISTICS
di/dt protection
 A Thyristor requires minimum time to
spread the current conduction uniformly
through out the junctions.
 If the rate of rise of Anode current is very
fast compared to the spreading velocity of
turn on process, HOTSPOT heating will
occur and device may fail due to excessive
temperature.
 The Thyristor can be protected from
excessive di/dt by connecting inductor in
di/dt protection
S
S
Vdi
dt L

dv/dt protection
 The dv/dt across the Thyristor is limited by using
snubber circuit as shown in figure (a) below. If
switch is closed at t=0 , the rate of rise of
voltage across the Thyristor is limited by the
capacitor . When Thyristor is turned on, the
discharge current of the capacitor is limited by the
resistor as shown in figure (b) below.
Fig. (a)
Fig. (b)
 The voltage across the Thyristor will rise
exponentially as shown in fig above.
Assuming Vc(0)=0
      t 0
1
0S S c for
V i t R i t dt V
C 
  
Now applying Laplace transform
OR
Now applying Inverse Laplace transform we get
s S SR C Where
GATE TRIGGERING METHODS
The different methods of gate triggering are the
following
R-triggering.
RC triggering.
UJT triggering.
RESISTANCE TRIGGERING
LOAD
vO
a b
i R1
R2
D
R Vg
VT
v =V sin tS m 
 A simple resistance triggering circuit is as shown.
 The resistor R1 limits the current through the
gate of the SCR. R2 is the variable resistance
added to the circuit to achieve control over the
triggering angle of SCR.
 Resistor ‘R’ is a stabilizing resistor. The diode D is
required to ensure that no negative voltage
reaches the gate of the SCR.
VS
 2
3 4
t
V sin tm 
Vg Vgt
t
t
t
t
Vo
io
VT
Vgp
VgtVgp
(a)
t
t
t
t
t
t
t
t
t
t
 2
3 4
 2
3 4
VS
Vg
Vo
io
VT
VS
Vg
Vo
io
VT
V =Vgp gt

270
0
 2
3 4

90
0 =90
0
(c)(b)
<90
0
V >Vgp gt
Design
 With , R2=0 we need to ensure that , where
is the
maximum or peak gate current of the SCR.
Therefore
 Also with , we need to ensure that the
voltage drop across resistor ‘R’ does not exceed ,
the maximum gate voltage
1
m
gm
V
I
R
 gmI
1
m
gm
V
R
I

2 0R 
gmV
 
1
1
1
1
m
gm
gm gm m
gm m gm
gm
m gm
V R
V
R R
V R V R V R
V R R V V
V R
R
V V


  
  


RESISTANCE CAPACITANCE
TRIGGERING
LOAD
vO
R
C
VT
v =V sin tS m 
D2
VC
+
-
D1
 Capacitor ‘C’ in the circuit is connected to shift the
phase of the gate voltage.
 Diode D1 is used to prevent negative voltage from
reaching the gate cathode of SCR.
 In the negative half cycle, the capacitor charges to
the peak negative voltage of the supply (-Vm)
through the diode D2 .
 The capacitor maintains this voltage across it, till
the supply voltage crosses zero. As the supply
becomes positive, the capacitor charges through
resistor ‘R’ from initial voltage of (-Vm) , to a
positive value.
 When the capacitor voltage is equal to the gate
trigger voltage of the SCR, the SCR is fired and the
capacitor voltage is clamped to a small positive
Waveform
vs
0
V sin tm 
0 t
tt
a
vc
- /2
a
vc
Vgt
vo
vT
 
  
 
Vm
-Vm
vs
0
V sin tm 
0 t
a
vc
- /2
a
vc
Vgt
0
0
vo
vT
Vm Vm


  
-Vm
(2 + ) 
(a) (b)
t t
Case 1: R  Large.
 When the resistor ‘R’ is large, the time taken for the
capacitance to charge from (-Vm) to Vgt is large,
resulting in larger firing angle and lower load voltage.
 Case 2: R  Small
When ‘R’ is set to a smaller value, the capacitor
charges at a faster rate towards Vgt resulting in early
triggering of SCR and hence VL is more.
When the SCR triggers, the voltage drop across it
falls to 1 – 1.5V. This in turn lowers, the voltage
across R & C. Low voltage across the SCR during
conduction period keeps the capacitor discharge
during the positive half cycle.
RC FULL WAVE
vO
R
C
VT
v =V sin tS m 
+
-
LOAD
+
-
D1 D3
D4 D2
vd
Waveform
vs
vd
vo
vT
t
t
t
t
V sin tm 
vd
vc vc vcvgt
  
V sin tm vs
vd
vo
vT
t
t
t
vgt

(a) (b)
UNI-JUNCTION TRANSISTOR (UJT)
RB2
VBB
+
-
E
B1
RB1
VBB
A
+
-
Ve Ie
B2
E
B2
B1B1
A
B2
E
RB2
RB1
n-type
p-type
Eta-point
Eta-point
(a) (b) (c)
 UJT is an n-type silicon bar in which p-type
emitter is embedded. It has three terminals
base1, base2 and emitter ‘E’.
 Between B1 and B2 UJT behaves like ordinary
resistor and the internal resistances are given as
RB1 and RB2 with emitter open RBB=RB1+RB2 .
 When VBB is applied across B1 and B2 , we find
that potential at A is
1 1
1
1 2 1 2
BB B B
AB BB
B B B B
V R R
V V
R R R R
 
 
   
  
 is intrinsic stand off ratio of UJT and ranges
between 0.51 and 0.82. Resistor RB2 is between 5
to 10K.

Ve
VBB
R load line
Vp
Vv
Ie
IvIp0
Peak Point
Cutoff
region
Negative Resistance
Region
Saturation
region
Valley Point
UJT RELAXATION OSCILLATOR
 UJT is highly efficient switch. The switching times
is in the range of nanoseconds. Since UJT
exhibits negative resistance characteristics it can
be used as relaxation oscillator.
 The circuit diagram is as shown with R1 and R2
being small compared to RB1 and RB2 of UJT.
R R2
VBB
R1
C
E
B2
B1Ve vo
Ve
Vp
VV
Vo
t
t
Capacitor
charging
T =RC1
1

T
V +VBB
VP
T =R C2 1
Capacitor
discharging
Vv
(a) (b)
SYNCHRONIZED UJT
OSCILLATOR
R
C
+
-
D1 D3
D4 D2
Vdc
R1
VZ
+
-
Z
i1
vc
+
-
R2
G1
C1
G2
C2
Pulse Transf
E
B2
B1
To SCR
Gates
DIGITAL FIRING CIRCUIT
Fixed frequency
Oscillator
(f )f
Logic circuit
+
Modulator
+
Driver stage
n-bit
Counter
Flip - Flop
(F / F)
Clk max
min S B
B
G1
G2
A A
Reset Load
En R Reset
ZCD
D.C. 5V
supply
Sync
Signal (~6V)
A A
C
Carrier
Frequency
Oscillator
( 10KHz)
fC y(’1’ or ‘0’)
Preset
(’N’ no. of counting bits)

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Thyristors (2)

  • 1. Prepared By: SANDEEP KUMAR K ASSISTANT PROFESSOR DEPARTMENT OF MECHATRONICS ACHARYA INSTITUTE OF TECHNOLOGY CHAPTER 3: THYRISTORS
  • 2. Introduction  Thyristor is the most important type of power semiconductor devices.  They are extensively used in power electronic circuits.  They are operated as bi-stable switches from non-conducting to conducting state.  A Thyristor is a four layer, semiconductor of p-n-p- n structure with three p-n junctions. It has three terminals, the anode, cathode and the gate.  The word Thyristor is coined from Thyratron and transistor. It was invented in the year 1957 at Bell Labs.
  • 3. SILICON CONTROLLED RECTIFIER (SCR)     Gate Cathode J3 J2 J1 Anode 10 cm 17 -3 10 -5 x 10 cm 13 14 -3 10 cm 17 -3 10 cm 19 -3 10 cm 19 -3 10 cm 19 -3 n + n + p - n – p p + 10 m 30-100 m 50-1000 m 30-50 m
  • 5.  When the anode is made positive with respect the cathode junctions j1 and j3 are forward biased and junction j2 is reverse biased.  With anode to cathode voltage being small, only leakage current flows through the device. The SCR is then said to be in the forward blocking state.  If VAK is further increased to a large value, the reverse biased junction will breakdown due to avalanche effect resulting in a large current through the device.  The voltage at which this phenomenon occurs is called the forward breakdown voltage (VBO)  Once the SCR is switched on, the voltage drop across it is very small, typically 1 to 1.5V.
  • 7. Effects on gate current on forward blocking voltage
  • 8. LATCHING CURRENT (IL) After the SCR has switched on, there is a minimum current required to sustain conduction even if the gate supply is removed. This current is called the latching current. associated with turn on and is usually greater than holding current. HOLDING CURRENT (IH) After an SCR has been switched to the on state a certain minimum value of anode current is required to maintain the Thyristor in ON state. If the anode current is reduced below the critical holding current value, the Thyristor cannot maintain the current through it and turns OFF.
  • 10. Derivation for anode current General transistor equation is IC= αIE + ICBO For transistor 1 IC1= α1IE1+ ICBO1 ; IE1 = IA There fore IC1= α1IA+ ICBO1 --------- Eq 1 For transistor 2 IC2= α2IE2+ ICBO2 ; IE2 = IK and IK = IA + IG There fore IC2= α2(IA + IG )+ ICBO2 ------ Eq 2 IA= IC1 + IC2
  • 11.   2 1 2 1 2 1 21 C B g CBO CBO A I I I I I I            IA=α1IA+ ICBO1 + α2(IA + IG )+ ICBO2
  • 12. THYRISTOR TURN ON Thyristor is turned ON by increasing the Anode current, this can be accomplished by one of the following ways  Thermal Turn on or High Temperature Triggering  Light Triggering  High Voltage Triggering  dv/dt Triggering  Gate Triggering
  • 13. Thermal Turn on or High Temperature  The width of depletion layer of SCR decreases with increase in junction temperature.  Therefore in SCR when VAR is very near its breakdown voltage, the device is triggered by increasing the junction temperature.  By increasing the junction temperature the reverse biased junction collapses thus the device starts to conduct.  This type of turn on many cause thermal run away and is usually avoided.
  • 14. Light Triggering  For light triggered SCRs a special terminal is made inside the inner P layer instead of gate terminal.  When light is allowed to strike this terminal, free charge carriers are generated.  When intensity of light becomes more than a normal value, the Thyristor starts conducting.  This type of SCRs are called as LASCR
  • 15. High Voltage Triggering  In this mode, an additional forward voltage is applied between anode and cathode.  When the anode terminal is positive with respect to cathode(VAK) , Junction J1 and J3 is forward biased and junction J2 is reverse biased.  No current flows due to depletion region in J2 is reverse biased (except leakage current).  As VAK is further increased, at a voltage VBO (Forward Break Over Voltage) the junction J2 undergoes avalanche breakdown and so a current flows and the device tends to turn ON(even when gate is open)  This type of turn on is destructive and should be avoided.
  • 16. dv/dt Triggering  When the device is forward biased, J1 and J3 are forward biased, J2 is reverse biased.  Junction J2 behaves as a capacitor, due to the charges existing across the junction.
  • 17.  If voltage across the device is V, the charge by Q and capacitance by C then, ic = dQ/dt Q = CV ic = d(CV) / dt = C. dV/dt + V. dC/dt as dC/dt = 0 ic = C.dV/dt  Therefore when the rate of change of voltage across the device becomes large, the device may turn ON, even if the voltage across the device is small.  A high value of charging current may damage the Thyristor and the device must be protected against high .  The manufacturers will specify the allowable .
  • 18. Gate Triggering  This is most widely used SCR triggering method.  Applying a positive voltage between gate and cathode can Turn ON a forward biased Thyristor.  When a positive voltage is applied at the gate terminal, charge carriers are injected in the inner P-layer, thereby reducing the depletion layer thickness.  As the applied voltage increases, the carrier injection increases, therefore the voltage at which forward break-over occurs decreases
  • 19. Three types of signals are used for gate triggering. 1. DC gate triggering 2. AC Gate Triggering 3. Pulse Gate Triggering
  • 20. DC gate triggering  A DC voltage of proper polarity is applied between gate and cathode ( Gate terminal is positive with respect to Cathode).  When applied voltage is sufficient to produce the required gate Current, the device starts conducting.  One drawback of this scheme is that both power and control circuits are DC and there is no isolation between the two.  Another disadvantages is that a continuous DC signal has to be applied. So gate power loss is high.
  • 21. AC Gate Triggering:-  Here AC source is used for gate signals.  This scheme provides proper isolation between power and control circuit.  Drawback of this scheme is that a separate transformer is required to step down ac supply.  There are two methods of AC voltage triggering namely (i) R Triggering (ii)
  • 22. 3. Pulse Gate Triggering  In this method the gate drive consists of a single pulse appearing periodically (or) a sequence of high frequency pulses.  This is known as carrier frequency gating.  A pulse transformer is used for isolation.  The main advantage is that there is no need of applying continuous signals, so the gate losses are reduced.
  • 24. di/dt protection  A Thyristor requires minimum time to spread the current conduction uniformly through out the junctions.  If the rate of rise of Anode current is very fast compared to the spreading velocity of turn on process, HOTSPOT heating will occur and device may fail due to excessive temperature.  The Thyristor can be protected from excessive di/dt by connecting inductor in
  • 26. dv/dt protection  The dv/dt across the Thyristor is limited by using snubber circuit as shown in figure (a) below. If switch is closed at t=0 , the rate of rise of voltage across the Thyristor is limited by the capacitor . When Thyristor is turned on, the discharge current of the capacitor is limited by the resistor as shown in figure (b) below. Fig. (a) Fig. (b)
  • 27.  The voltage across the Thyristor will rise exponentially as shown in fig above. Assuming Vc(0)=0       t 0 1 0S S c for V i t R i t dt V C    
  • 28. Now applying Laplace transform OR Now applying Inverse Laplace transform we get s S SR C Where
  • 29.
  • 30. GATE TRIGGERING METHODS The different methods of gate triggering are the following R-triggering. RC triggering. UJT triggering.
  • 31. RESISTANCE TRIGGERING LOAD vO a b i R1 R2 D R Vg VT v =V sin tS m 
  • 32.  A simple resistance triggering circuit is as shown.  The resistor R1 limits the current through the gate of the SCR. R2 is the variable resistance added to the circuit to achieve control over the triggering angle of SCR.  Resistor ‘R’ is a stabilizing resistor. The diode D is required to ensure that no negative voltage reaches the gate of the SCR.
  • 33. VS  2 3 4 t V sin tm  Vg Vgt t t t t Vo io VT Vgp VgtVgp (a) t t t t t t t t t t  2 3 4  2 3 4 VS Vg Vo io VT VS Vg Vo io VT V =Vgp gt  270 0  2 3 4  90 0 =90 0 (c)(b) <90 0 V >Vgp gt
  • 34. Design  With , R2=0 we need to ensure that , where is the maximum or peak gate current of the SCR. Therefore  Also with , we need to ensure that the voltage drop across resistor ‘R’ does not exceed , the maximum gate voltage 1 m gm V I R  gmI 1 m gm V R I  2 0R  gmV   1 1 1 1 m gm gm gm m gm m gm gm m gm V R V R R V R V R V R V R R V V V R R V V          
  • 35.
  • 36.
  • 38.  Capacitor ‘C’ in the circuit is connected to shift the phase of the gate voltage.  Diode D1 is used to prevent negative voltage from reaching the gate cathode of SCR.  In the negative half cycle, the capacitor charges to the peak negative voltage of the supply (-Vm) through the diode D2 .  The capacitor maintains this voltage across it, till the supply voltage crosses zero. As the supply becomes positive, the capacitor charges through resistor ‘R’ from initial voltage of (-Vm) , to a positive value.  When the capacitor voltage is equal to the gate trigger voltage of the SCR, the SCR is fired and the capacitor voltage is clamped to a small positive
  • 39. Waveform vs 0 V sin tm  0 t tt a vc - /2 a vc Vgt vo vT        Vm -Vm vs 0 V sin tm  0 t a vc - /2 a vc Vgt 0 0 vo vT Vm Vm      -Vm (2 + )  (a) (b) t t
  • 40. Case 1: R  Large.  When the resistor ‘R’ is large, the time taken for the capacitance to charge from (-Vm) to Vgt is large, resulting in larger firing angle and lower load voltage.  Case 2: R  Small When ‘R’ is set to a smaller value, the capacitor charges at a faster rate towards Vgt resulting in early triggering of SCR and hence VL is more. When the SCR triggers, the voltage drop across it falls to 1 – 1.5V. This in turn lowers, the voltage across R & C. Low voltage across the SCR during conduction period keeps the capacitor discharge during the positive half cycle.
  • 41. RC FULL WAVE vO R C VT v =V sin tS m  + - LOAD + - D1 D3 D4 D2 vd
  • 42. Waveform vs vd vo vT t t t t V sin tm  vd vc vc vcvgt    V sin tm vs vd vo vT t t t vgt  (a) (b)
  • 43. UNI-JUNCTION TRANSISTOR (UJT) RB2 VBB + - E B1 RB1 VBB A + - Ve Ie B2 E B2 B1B1 A B2 E RB2 RB1 n-type p-type Eta-point Eta-point (a) (b) (c)
  • 44.  UJT is an n-type silicon bar in which p-type emitter is embedded. It has three terminals base1, base2 and emitter ‘E’.  Between B1 and B2 UJT behaves like ordinary resistor and the internal resistances are given as RB1 and RB2 with emitter open RBB=RB1+RB2 .  When VBB is applied across B1 and B2 , we find that potential at A is 1 1 1 1 2 1 2 BB B B AB BB B B B B V R R V V R R R R           
  • 45.  is intrinsic stand off ratio of UJT and ranges between 0.51 and 0.82. Resistor RB2 is between 5 to 10K.  Ve VBB R load line Vp Vv Ie IvIp0 Peak Point Cutoff region Negative Resistance Region Saturation region Valley Point
  • 46. UJT RELAXATION OSCILLATOR  UJT is highly efficient switch. The switching times is in the range of nanoseconds. Since UJT exhibits negative resistance characteristics it can be used as relaxation oscillator.  The circuit diagram is as shown with R1 and R2 being small compared to RB1 and RB2 of UJT. R R2 VBB R1 C E B2 B1Ve vo Ve Vp VV Vo t t Capacitor charging T =RC1 1  T V +VBB VP T =R C2 1 Capacitor discharging Vv (a) (b)
  • 47.
  • 48.
  • 49. SYNCHRONIZED UJT OSCILLATOR R C + - D1 D3 D4 D2 Vdc R1 VZ + - Z i1 vc + - R2 G1 C1 G2 C2 Pulse Transf E B2 B1 To SCR Gates
  • 50. DIGITAL FIRING CIRCUIT Fixed frequency Oscillator (f )f Logic circuit + Modulator + Driver stage n-bit Counter Flip - Flop (F / F) Clk max min S B B G1 G2 A A Reset Load En R Reset ZCD D.C. 5V supply Sync Signal (~6V) A A C Carrier Frequency Oscillator ( 10KHz) fC y(’1’ or ‘0’) Preset (’N’ no. of counting bits)