PDC- Q BANK

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PULSE & DIGITAL CIRCUITS UNIT-I 1. Explain how Low pass RC circuit will act as Integrator 2. Discuss the response of Low pass RC circuit with i) Step Input ii) Ramp input 3. Verify that one of the levels of the voltage across Capacitor V 2 = V (e 2x −1) = (V/2) tan hx 2 (e 2x +1) When a symmetrical square wave with time period of ‘T’ is applied to a low pass RC circuit. Here x = T/(4RC). 4. Prove that an RC low pass circuit behaves like an integrator if RC>15T, where T is the time period of the input sinusoidal signal. 5. A symmetrical periodic square waveform with peak amplitude of ‘V’ volts, and time period of ‘T’ is applied to an RC integrator circuit as an input. Find the steady state voltage across each element in the circuit. 6. A pulse is applied to a low-pass RC circuit. Prove by direct integration that the area under the pulse is same as the area under the output waveform across the capacitor. Explain the result 7. A low pass RC network is fed by an exponential input voltage. Obtain steady state voltage across both the elements 8. Discuss the response of Low pass RC circuit for necessary wave forms. 9. Three low pass RC circuits are in cascade and isolated from one another by ideal buffer amplifiers. Find the expression for the output voltage as a function of time if the input is a step voltage. 10. Derive suitable expression for output voltage of an RC high pass circuit if an exponential input is applied as an input. 11. Draw the RC high pass circuit and explain its working with step voltage input. 12. Discuss the response of High pass RC circuit with i) Step Input ii) Ramp input 13. Explain how high pass RC circuit will act as Differentiator. 14. A symmetrical square wave of peak-to-peak amplitude ‘V’ and frequency ‘f’ is applied to a high pass RC circuit. Show that the percentage tilt is given by / P = 1−e −1/ 2RCf X 200%. 1+e −1/ 2RCf 15. Discuss the response of High pass RC circuit for sq necessary wave forms Derive the expression for the percentage tilt when the time constant of an RC high pass circuit is very large as compared to the period of input symmetrical square waveform. 16. When a ramp signal is transmitted through a linear RC network, the output departs from the input. Deduce the relation for transmission error for different time constants of the circuit as compared to the duration of the ramp signal. 17. Derive the expression for percentage tilt (P) of a square wave output of RC high pass circuit. What is meant by linear wave shaping? 18. Obtain the response of a high pass RC circuit for exponential input. Prove that for any periodic input waveform the average level of the steady state output signal from the RC high pass circuit is always Zero. Prove the above statement for (different periodic input waveforms) Square wave input. 19. For a parallel RLC circuit an input Vi is applied. Derive the Q factor of the circuit. 20. Draw the response of the circuit for step input critically damped and over damped cases for a fixed value of R and C. 21. Explain the concept of ringing circuit. 22. Give quantitative analysis of compensated and uncompensated attenuators. Give suitable examples for each case. 23. Explain the concept of attenuators.

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pulse and digital circuits question bank

Transcript of PDC- Q BANK

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PULSE & DIGITAL CIRCUITS

UNIT-I

1. Explain how Low pass RC circuit will act as Integrator

2. Discuss the response of Low pass RC circuit with i) Step Input ii) Ramp input

3. Verify that one of the levels of the voltage across Capacitor

V2 = V (e2x1) = (V/2) tan hx

2 (e2x+1)

When a symmetrical square wave with time period of T is applied to a low pass RC circuit. Here x = T/(4RC).

4. Prove that an RC low pass circuit behaves like an integrator if RC>15T, where T is the time period of the input sinusoidal signal.

5. A symmetrical periodic square waveform with peak amplitude of V volts, and time period of T is applied to an RC integrator circuit as an input. Find the steady state voltage across each element in the circuit.

6. A pulse is applied to a low-pass RC circuit. Prove by direct integration that the area under the pulse is same as the area under the output waveform across the capacitor. Explain the result 7. A low pass RC network is fed by an exponential input voltage. Obtain steady state voltage across both the elements

8. Discuss the response of Low pass RC circuit for necessary wave forms.

9. Three low pass RC circuits are in cascade and isolated from one another by ideal buffer amplifiers. Find the expression for the output voltage as a function of time if the input is a step voltage.10. Derive suitable expression for output voltage of an RC high pass circuit if an exponential input is applied as an input.

11. Draw the RC high pass circuit and explain its working with step voltage input.

12. Discuss the response of High pass RC circuit with i) Step Input ii) Ramp input

13. Explain how high pass RC circuit will act as Differentiator.

14. A symmetrical square wave of peak-to-peak amplitude V and frequency f is applied to a high pass RC circuit. Show that the percentage tilt is given by /

P = 1e1/2RCf X 200%.

1+e1/2RCf

15. Discuss the response of High pass RC circuit for sq necessary wave forms Derive the expression for the percentage tilt when the time constant of an RC high pass circuit is very large as compared to the period of input symmetrical square waveform.

16. When a ramp signal is transmitted through a linear RC network, the output departs from the input. Deduce the relation for transmission error for different time constants of the circuit as compared to the duration of the ramp signal.

17. Derive the expression for percentage tilt (P) of a square wave output of RC high pass circuit. What is meant by linear wave shaping?18. Obtain the response of a high pass RC circuit for exponential input. Prove that for any periodic input waveform the average level of the steady state output signal from the RC high pass circuit is always Zero. Prove the above statement for (different periodic input waveforms) Square wave input.

19. For a parallel RLC circuit an input Vi is applied. Derive the Q factor of the circuit.

20. Draw the response of the circuit for step input critically damped and over damped cases for a fixed value of R and C.

21. Explain the concept of ringing circuit.

22. Give quantitative analysis of compensated and uncompensated attenuators. Give suitable examples for each case.

23. Explain the concept of attenuators.

24. A 1 kHz symmetrical square wave of 10 V is applied to an RC circuit having 1 ms time constant. Calculate and plot the output for the RC configuration as i) high-pass circuit ii) Low pass circuit.

25. A 10 Hz square wave is applied to an RC high pass circuit. Calculate and draw the output waveform voltage levels under the following conditions: The lower 3-dB frequency is i)0.3 Hz ii)3 Hz iii)30 Hz.

26. An ideal 1 s pulse is fed to a low pass circuit. Calculate and plot the output waveform under the following conditions: the upper 3-dB frequency is i) 10 MHz ii) 0.1 MHz iii) 0.01 MHz27. A 12 Hz symmetrical square wave whose peak- to-peak amplitude is 5V is impressed upon a high pass circuit whose lower 3 dB frequency is 15 Hz. Determine the peak to peak amplitude of the output waveform. Find the corner voltages of the output waveform. Also sketch the input and output waveforms on the same scale. 28. A 10 Hz symmetrical square wave whose peak to peak amplitude of 2 V is applied to a high pass RC circuit whose lower 3-dB frequency is 5 Hz. Calculate and sketch the output waveform for the first two cycles. What is the peak to peak output amplitude under steady state conditions?29. In an RC low pass circuit R=2k and C=1 F A square with half period of 5 Sec. is applied as input to this circuit. Determine the output waveform.

UNIT-II

1.Give the circuits of different types of shunt clippers and explain their operation with the help of their transfer characteristics.2. For the circuit shown in figure 2b below: Sketch the input and output waveforms.

VR = 10V, Vi = 20 Sin t Rf = 100 Rr = 10K , V = 0 and R= 1K

,

Draw the basic circuit diagram of a DC restorer circuit and explain its operation.For the circuit shown in figure , sketch transfer characteristics, assume ideal diodes. (figure2a)

Explain transfer characteristics of the emitter coupled clipper and derive the necessary

equations.

Draw the basic circuit diagram of positive peak clamper circuit and explain its operation.

Explain the operation of a clamping circuit whose output signal has negative offset. What

modifications are needed if the output voltage of the clamper circuit has positive offset?

Design a diode clamper circuit to restore the positive peaks of 1 kHz input signal to a voltage

level equal to 5V. Assume that the diode voltage during forward bias condition is 0.7 V.

Draw a circuit diagram for getting a slicing the input sinusoidal signal to 2V on either side of

the signal. Assume that the amplitude of the applied signal is more than 2V.

Draw the transfer characteristics of double ended clipping circuit and explain its operation

with suitable circuit diagram.

Draw the circuit diagram of slicer circuit using Zener diodes and explain its operation with the

help of its transfer characteristic.

Draw the circuit diagram of emitter coupled clipper. Draw its transfer characteristics indicating all intercepts, slopes and voltage levels derive the necessary equations.Draw the basic circuit diagram of negative peak clamper circuit and explain its operation.

What is meant by comparator and explain diode differentiator comparator operation with the help of ramp input signal is applied.

Draw the basic circuit diagram of negative peak clamper circuit and explain its operation.

Determine Vofor the network shown in fugure 2a for the given waveform

.Assume ideal diodes.

Explain negative peak clipper with and without reference voltage.1.The periodic ramp voltage shown is applied to a low pass RC circuit. Find

the equations from which to determine the steady state output waveform

(figure1a).

2.If T1=T2=RC, find the maximum and minimum value of the output voltage

and plot this waveform.

3.An ideal 1 -Sec pulse is fed to a low pass circuit. Calculate and plot the

output waveform under the following conditions: The upper 3-dB frequency

is i. 10 MHz ii. .1 MHz iii. .0.1 MHz.

4. Explain RLC ringing circuit.

5.Explain double differentiator with the help of neat sketches.

6. A limited ramp is applied to an RC differentiator. What is the peak of the

out put wave form for i. T = RC ii. T= 0.2RC iii. T= 5RC.

7. A symmetrical square wave whose peak-to-peak amplitude is 2V and whose

average value is zero is applied to an RC integrating circuit. The time constant

is half the period of the square wave. Find the peak-to-peak value of the output

amplitude.

8. Write a short note on RC low pass circuit. Draw the output if a step input is

applied.

9. A pulse is applied to a low-pass RC circuit. Prove by direct integration that

the area under the pulse is same as the area under the output waveform across

the capacitor. Explain the result.

10. Write a short notes on Highpass RC circuit as a differentiator.

11. A square wave of 5 V amplitude with an ON time of 1 msec and an OFF time

of 3 m sec is applied to a high pass RC circuit with R = 2K and C = 0.1 f.

Sketch the steady state output waveform showing all the details

12. Explain the operation of RC high pass circuit when exponential input is applied.

13. Explain the response of a high pass circuit to an exponential input is applied.

14. Write short note on piping process.

15. A symmetrical square wave whose average value is zero has a peak-to-peak ampli-

tude of 20 V and a period of 2 sec. This waveform is applied to a low pass circuit

whose upper 3dB frequency is 1/2 MHz. Calculate and sketch the steady state

output waveform. What is the peak-to-peak output amplitude.

16. Draw the different output waveforms of a RC High Pass circuit when it is applied

with different inputs like (a) Step-voltage input, (b) pulse input ,

(c) square wave input. Explain the same.

16. The periodic wave form shown is applied to an RC integrating circuit whose

time constant is 10 sec. Sketch the output. (figure 1b)

17. Calculate the maximum and minimum values of output voltage with respect

to ground.

18. A symmetrical square wave of peak to peak amplitude V and frequency f is

applied to a high pass RC circuit. Find the percentage tilt. How can this tilt be reduced?

19. The square wave shown in figure1 is fed to an RC coupling network. What are the

voltage waveforms across R and across C if

(a) RC is very large, say RC = 10T (b) RC is very small, say RC=T/10?

20. A square wave whose peak-to-peak amplitude is 2V extends 1V with respect to

ground. The duration of the positive section is 0.1 Sec and that of the negative

section is 0.2 Sec. If this waveform is impressed upon an RC integrating circuit

whose time constant is 0.2 sec. What are the steady state maximum and minimum

values of the output waveform?

21. Draw the RC high pass circuit and explain its working with step voltage input.

UNIT-II

1 State and prove clamping circuit theorem.

2. For the circuit shown in figure 2a an input voltage Vi linearly varies from 0

to 150V is applied. Sketch the output waveform V0 to the same time scale.

Assume ideal diodes.

3. Draw the circuit diagram of slicer circuit using Zener diodes and explain its

operation with the help of its transfer characteristic.

4. Draw the circuit diagram of emitter coupled clipper. Draw its transfer charac-

teristics indicating all intercepts, slopes and voltage levels derive the necessary

equations.

5. Give the circuits of different types of shunt clippers and explain their operation

with the help of their transfer characteristics.

6. For the circuit shown in figure 2b below: Sketch the input and output waveforms.

VR = 10V, Vi = 20 Sin wt Rf = 100 Rr = 10K, V = 0 and R= 1K,

7. For the circuit shown in figure-7, sketch transfer characteristics, assume ideal diodes.

8. Draw the basic circuit diagram of a DC restorer circuit and explain its operation.

9. What is synchronized clamping? Explain.

10. Design a diode clamper circuit to clamp the positive peaks of the input signal

at zero level. The frequency of the input signal is 500 Hz.

11. Draw the circuit diagram of slicer circuit using Zener diodes and explain its

operation with the help of its transfer characteristic.

13. For the circuit shown in figure 2b: If R = 1K, VR2 = 10V, VR1 = 7 V Rf = 0 and Rr =

i. Sketch the transfer characteristic ii. If Vi = 20 sin t sketch the input and output waveforms.

14. Give the circuits of different types of shunt clippers and explain their operation

with the help of their transfer characteristics.

15. For the circuit shown in figure 15: Sketch the input and output waveforms.

VR = 10V, Vi = 20 Sin t Rf = 100 Rr = 10K, V = 0 and R= 1K,

15. Design a clipping circuit with ideal components, which can give the waveform

shown in figure 2a for a sinusoidal input.

16. Explain transfer characteristics of the emitter coupled clipper and derive the

necessary equations.

17. Draw the basic circuit diagram of positive peak clamper circuit and explain

its operation.

18. Draw the basic circuit diagram of a DC restorer circuit and explain its operation.

19. For the circuit shown in figure , sketch transfer characteristics, assume ideal

diodes. (figure2a)

20. A clamping circuit and input wave form is shown in figure 2b calculate and

plot to scale the steady state output

21. (a) Give the circuits of series clipper circuits and explain their operation with the

help of transfer characteristics.

22. For the circuit shown in the figure 2b : sketch the input and output waveforms

if R = 1 K, VR = 10 V, Vi = 20 Sin t Rf = 100 Rr = V = 0

23. Design a diode clamper to restore a d.c level of +3 Volts to an input signal

of peak to peak value of 10 Volts. Assume drop across diode is 0.6 Volts. as

shown in the figure (figure 23) above

UNIT-III1. Describe the sequence of events that lead to reverse recovery time, storage time, and transition time in a semiconductor diode

2. Explain in detail the junction diode switching times.

3. Give a brief note on piece-wise linear diode characteristics.

4. What are catching diodes?

5. Describe the switching times of BJT by considering the charge distribution across the base region. Explain this for cut off, active and saturation regions.

6. Define rise time, storage time, fall time, and turn off time in the case of transistor as a switch.

7. Explain the behavior of a BJT as a switch. Give Applications.

8. Write a short note on switching times of a transistor.

9. Explain how transistor can be used as a switch in the circuit, under what condition a transistor is said to be OFF and ON respectively.

10. Explain the phenomenon of latching in a transistor switch.

11. Write Short notes on: (a) Diode switching times (b) Switching characteristics of transistors (c) FET as a switch.

12. Explain with relevant diagrams the various transistor switching times.

13. Explain the tests that can be performed for listing of a transistor for saturation.

14. Give the design considerations of a transistor switch.

15. A germanium transistor is operated at room temperature in the CE configuration. The supply voltage is 6 V, the collector-circuit resistance is 200 and the base current is 20 percent higher than the minimum value required to drive the transistor into saturation. Assume the following transistor parameters: Ico=-5A, IEO=-2A, hFE=100, and rbb=250 . Find VBE(Sat) and VCE(Sat).

16. Design a common emitter transistor switch operating with two power supplies VCC = 18 V, -VBB = -12 V. The transistor is expected to operate at IC = 8 mA, and IB = 0.75 mA. The static current gain is 25. Assume Si transistor, and R2 = 5R1.17. A transistor has fT = 50 MHz, hFE=40, Cbc=3PF and operates with Vcc=12 V and Rc=500 . The transistor is operating initially in the neighborhood of the cut-in point. What base current must be applied to drive the transistor to saturation in 1 sec?

18. A rectangular pulse of voltage is applied to the base of a transistor driving it from cutoff to

saturation. Discuss the changes in the output potential. Explain the various times involved in

the switching process.

19. Design a transistor circuit that acts as switch for the given specifications: VCC = 20 V, IC = 5 mA. It is a Si transistor having hFEmin = 20. Assume necessary data.20. Sketch neatly the waveforms of current & voltages for a transistor switch with capacitance loading circuit.

21. Realize a two input TTL NAND gate truth table and explain its operation with suitable circuit diagram.

22. With the help of neat circuit diagram and truth table, explain the working of diode logic AND

gate, and RTL AND gate.23. With the help of neat circuit diagram and truth table, explain the working of a three input DTL

NAND gate.

24. What do you mean by fan in and fan out? Discuss about the DTL NAND gate circuit which

can improve Fan out of the gate.25. Explain the following: Realization of AND, and OR gates using universal gates.26. Why totem pole is used in DTL? Draw the circuit diagram and explain a DTL gate with this.

27. Verify the truth table of a two input RTL-NOR gate with the circuit diagram and explain its

operation.28. What are the basic logic gates which perform almost all the operations in Digital communication systems.

29. Give some applications of logic gates. Define a positive and negative logic systems.

30. Draw a pulse train representing a 11010111 in a synchronous positive logic digital system.31. Write the following: (a) DTL NAND gate, (b) RTL NOR gate, (c) Prove that NAND and NOR gates are universal gates.32. Draw the circuits for AND gate using diodes for negative logic explain the operation. UNIT-IV

1.Describe multivibrators from the viewpoints of construction, priniciple of working,

classification based on the output states, applications and specifications. Mention

one specific application of each.

2. A Self-biased binary uses n-p-n silicon transistors having values of Vce(sat)=0.4v,Vbe(sat)=0.8v and zero base to emitter voltage for cutoff. The circuit parameters are Vcc=20v, Rc=4.7k, R1=30k, R2=15k and Re=390.

(a) Find the stable-state currents and voltages.

(b) Find the minimum value of hfe required to give the values in part(a)

(c) As the temperature is increased, what is the maximum value to which ICBO

can increase before the condition is reached where neither transistor is OFF?

3. Discuss the symmetrical and Asymmetrical triggering in case of Bistable transistor multivibrator.

4. With the help of a neat circuit diagram, explain the operation of an emitter-coupled

monostable multi and derive an expression for the pulse width of the output

5. What is a monostable multivibrator? with the help of a neat circuit diagram explain

the principle of operation of a monostable multi and derive an expression for pulse

width.

6.Design a Monostable circuit that produces a pulse width of 10 m sec. Assume

hfe=30, VCE(sat)=0.3V, VBEsat =0.7V Ic=5mA, Vcc=6V. VBB=1.5V, Q1 ON and

Q2 OFF.

7. Discuss about triggering of monostable multivibrators. Does a monostable mul-

tivibrator need symmetrical triggering? explain.

8. Explain how to use a monostable multi as voltage to time converter derive the

expression for T in terms of VCC & V ?

9. Explain the reason for the occurrence of overshoot at the base of normally ON

transistor of one shot. Derive an expression for overshoot.

10. Discuss a few applications of a monostable multivibrator. Explain how it

differs with that of a binary

11. Design a collector coupled transistor monostable multivibrator to produce a

time delay of 100 sec. Use transistors have hFE of 250. Use 12v sources,

VCE(sat) = 0.3v, VBE(sat) = 0.7v and VBEcutoff = 0v

12. A collector coupled monostable multi using n-p-n silicon transistor has the

following parameters Vcc = 12v, VBB = 3v, RC = 2k, R1 = R2 = R = 20k,

hFE = 30, rbb = 200 and c = 1000pF. Calculate and plot to scale the wave

slopes at each base and collector. Also find width of the o/p pulse

13. Explain the operation of Astable multivibrator with a circuit diagram with

relevant waveforms.

14. Show that the astable multivibrator works as voltage controlled oscillator.

15. Design a collector coupled astable multivibrator to meet the following

specifications: f=10KHZ,VCC=12V,IC (sat)=4mA and hFE(min)=20.Assume that

VCE (sat)=0.3V and VBE (sat)=0.7V.

16. An astable multi is used as a voltage to frequency converter. Find the ratio

of VCC/V,if the voltage to frequency converter generates oscillations of

frequency thrice that when V=VCC.

17. Draw the circuit diagram of a Schmitt trigger circuit and explain its operation.

Derive the Expressions for its UTP and LTP.

18.Explain how an Schmitt trigger circuit acts as a comparator.

19. For the given circuit ,find UTP & LTP. What is this circuit called? Data given

hfe(min)=40, VCE(sat)=0.1 V, UBE(sat)=0.7 V Vr=0.5V, VBE(active)=0.6V.

20. Explain how a Schmitt trigger can be used as a comparator and as a squaring

circuit.

21. What do you understand by hysterisis? What is hysterisis voltage? Explain

how hystersis can be eliminated in a Schmitt trigger.

22. A transistor Schmitt trigger uses n-p-n silicion transistors with hfe(min)=30

Vce(sat)=0.1v,VBE(sat)=0.7v Vcc=12v,Rc1=2k Rc2=1k, R1=20k, R2=100k, Re=500,Rs=2k.

23. Draw the circuit diagram. Calculate all the steady-state currents & voltages.

(b) Determine UTP & LTP. (c) Find Hystersis voltage. (d) Sketch the output waveform if a triangular waveform as shown is applied to the circuit.

UNIT-V

1. Bring out the necessity and importance of Time base circuits.

2. Write important applications of time-base circuits. With reference to time base circuits define the following terms: i. Flyback time ii. Transmission error.

3. What is meant by triggered sweep? What are the merits and demerits of triggered sweep circuits.

4. How are linearly varying current waveforms generated?

5. Draw a Miller time-base circuit with n-p-n transistors and explain its operation. Compare its performance with that of UJT relaxation oscillator.

6. What is meant by triggered sweep? What are the merits and demerits of triggered sweep circuits.

7. Why the time base generators are called sweep circuits?

8. Draw and explain the typical waveform of a time-base voltage.

9. Explain the principle of working of exponential sweep circuit with neat circuit diagram and also derive the equations for slope , transmission and displacement error.

10. Explain the principle of working of Miller sweep circuit. Derive the expression for sweep speed by taking Miller integrator circuit.

11. Draw a simple single stage transistor Miller integration circuit and explain how it behaves as a time-base circuit.

12. In the current-sweep circuit, how linearity can be corrected through adjustment of driving waveform. Illustrate with an example.

13. What is a Linear time base generator? Give its Applications

14. Write the differences between the voltage and current time base generators?

15. With a neat diagram explain the operation of a transistor TV sweep circuit.

16. In the TV current sweep circuit L= 5mH and total current change required to sweep the beam across the screen is 100mA. Of the 63.5 microsec available for a horizontal sweep and retrace combined, 7.0 micro sec is to be used for retrace. Calculate i. required supply voltage ii. the capacitance C and iii. the maximum voltage that appears across the transistor.

17. Define the three errors that occur in a sweep circuit and obtain an expression for these errors for an exponential sweep circuit.

18. If the amplifier gain is different from unity in a bootstrap circuit, what is the effect on the sweep voltage? What is the effect of amplifier bandwidth on the sweep output?

19. With a neat circuit, explain a method of compensation used to improve the linearity of a bootstrap time base circuit.

20. In the boot strap circuit shown in figure5 Vcc = 25 V, VEE = -15 V, R = 10 K ohms, RB = 150 K ohms, C = 0.05 F. The gating waveform has a duration of 300 s. The transistor parameters are hie = 1.1Kohms, hre = 2.5 x 104 K ohms, hfe =50 hoe = 1/40K ohms.

i. Draw the waveform of IC1 and Vo , labeling all current and voltage levels,

ii. What is the slope error of the sweep?

iii. What is the sweep speed and the maximum value of the sweep voltage?

iv. What is the retrace time Tr for C to discharge completely?

v. Calculate the recovery time T1 for C1 to recharge completely.

21. In the UJT sweep circuit, VBB = 20V, Vyy = 50V, R=5k, C=0.01 micro F. UJT has _= 0.5. Calculate i. amplitude of sweep signal ii. Slope and displacement errors and iii. estimated recovery time.

22. In the UJT sweep circuit, VBB = 20V, Vyy = 50V, R=5k, C=0.01 micro F. UJT has = 0.5. Calculate i. amplitude of sweep signal ii. Slope and displacement errors and iii. estimated recovery time.

23. Explain with a circuit the working of a UJT sweep circuit and obtain the expressions for the intrinsic stand off ratio ().

24. Draw a neat circuit diagram of UJT relaxation oscillator and explain its operation. Can it be used as time-base circuit of a CRO? If so how and if not why?

A free-running relaxation oscillator has sweep amplitude of 100 V and a period of 1 msec synchronizing pulses are applied to the device such that breakdown voltage is lowered by 50 V at each pulse. The synchronizing pulse frequency is 4 kHz. What is the amplitude and frequency of synchronized oscillator waveform?

1. Illustrate the terms synchronization and frequency division of a sweep generator.

UNIT-VI

1. Explain how a sinusoidal oscillator can be used as a frequency divider.

2. Write short notes on i. Phase delay and ii. Phase jitters

3. Explain the principle of synchronization and synchronization with frequency division.

4.Explain the method of pulse synchronization of relaxation devices, with examples.

5. Explain about synchronization of a sweep circuits with symmetrical signals.

6. A UJT sweep operates with a valley voltage of Vv=2V and a peak voltage Vp=12V. A sinusoidal synchronizing voltage of 2V peak is applied between bases. The stand-off ratio is =0.5. If the natural frequency of sweep is 1kHz, over what range of synchronizing signal frequency will the sweep remain in 1:1 synchronization with the synchronizing signal?

7. Explain the factors which influence the stability of a relaxation divider with

the help of a neat waveforms.

8. A UJT sweep operates with Vv = 3V, Vp=16V and =0.5. A sinusoidal synchronizing voltage of 2V peak is applied between bases and the natural frequency of the sweep is 1kHz, over what range of sync signal frequency will the sweep remain in 1:1 synchronism with the sync signal?

9. What is relaxation oscillator? Name some negative resistance devices used as

relaxation oscillators and give its applications.

10. With the help of a circuit diagram and waveforms, explain the frequency

division by an astable multivibrator?

11. What do you mean by synchronization ?

12. What is the condition to be met for pulse synchronization?

13. Compare sine wave synchronization with pulse synchronization?

14.Illustrate the terms synchronization and frequency division of a sweep generator.

15. A free-running relaxation oscillator has sweep amplitude of 100 V and a period of 1 msec synchronizing pulses are applied to the device such that breakdown voltage is lowered by 50 V at each pulse. The synchronizing pulse frequency is 4 kHz. What is the amplitude and frequency of synchronized oscillator waveform?

16..Explain the principle of synchronization and synchronization with frequency division.

17. Explain the method of pulse synchronization of relaxation devices, with examples.

18. Illustrate the terms synchronization and frequency division of a sweep generator.

19. A free-running relaxation oscillator has sweep amplitude of 100 V and a period

of 1 msec synchronizing pulses are applied to the device such that breakdown

voltage is lowered by 50 V at each pulse. The synchronizing pulse frequency is 4 kHz. What is the amplitude and frequency of synchronized oscillator waveform?

20. Bring out the importance of synchronization and frequency division.

21. The relaxation oscillator when running freely, generates an output sweep amplitude of 100V and frequency 1kHz. Synchronizing pulses are applied such that at each pulse the breakdown voltage is lowered by 20V. Over what frequency range may the synchronizing pulse frequency be varied if 1:1 synchronization is to result?

22. Bring out the importance of synchronization and frequency division.

(a) How astable multivibrator can be synchronized? Illustrate with waveforms.

(b) A symmetrical astable multivibrator using transistor operates from 10V supply

has a period of 1msec. Triggering pulses of spacing 750 microsec are applied

to one base through a small capacitor from a high-impedance source. Find the

minimum triggering pulse amplitude required to achieve 1:1 synchronization.

6. (a) What do you mean by synchronization ?

(b) What is the condition to be met for pulse synchronization?

(c) Compare sine wave synchronization with pulse synchronization?

UNIT-VII

7. Explain the operation of bi-directional sampling gate using diodes. Give the equiv-

alent circuit and derive the expression for gain. Derive the expressions for minimum

control voltages required.

7. Explain the operation of bi-directional sampling gate using diodes. Give the equiv-

alent circuit and derive the expression for gain. Derive the expressions for minimum

control voltages required

7. (a) What is sampling gate? Explain how it differ from Logic gates?

(b) What is pedestal? How it effects the output of a sampling gates?

(c) What are the drawbacks of two diode sampling gate?

7. (a) Explain how the diodes in a four-diode gate are replaced by short circuits.

(b) Calculate the control voltage for a four-diode gate.

7. (a) Illustrate with neat circuit diagram, the operation of unidirectional sampling

gate for multiple inputs.

(b) Explain with circuit diagram the operation of a two input sampling gate which

does not have any loading effect on control signal.

7. (a) Illustrate with neat circuit diagram, the operation of unidirectional sampling

gate for multiple inputs.

(b) Explain with circuit diagram the operation of a two input sampling gate which

does not have any loading effect on control signal.

7. (a) What is a sampling gate? Explain the operation of series gate using JFET.

Sketch the input and output waveforms.

(b) Illustrate the errors encountered in series sampling and what is the design

procedure to minimize these errors?

(a) Distinguish between logic gate and sampling gate.

(b) Why is a sampling referred as a linear gate?

(c) Illustrate the principle of operation of a linear gate using series switch and

shunts witch. What are the disadvantages?

7. With the help of a neat diagram, explain the working of two-diode sampling gate.

(b) Derive expressions for gain and minimum control voltages of a bi-directional

two- diode sampling gate.

7. (a) Illustrate with neat circuit diagram, the operation of unidirectional sampling

gate for multiple inputs.

(b) Explain with circuit diagram the operation of a two input sampling gate which

does not have any loading effect on control signal.

7. (a) What is sampling gate? Explain how it differ from Logic gates?

(b) What is pedestal? How it effects the output of a sampling gates?

(c) What are the drawbacks of two diode sampling gate?

7. (a) Draw and explain an emitter coupled bi-directional sampling gate.

(b) For the four diode gate shown in figure 7 with a divider resistance R used .

Vs=25V, Rf=20 ohms, RL=RC=200K ohms and R= 100 ohms. Find Vcmin,

A and Vnmin?

UNIT-VIII

1. What is meant by blocking oscillator ? Explain the principle of operation of monostable

blocking oscillator with base timing. Sketch the current waveforms and derive an

expression for current pulse width.of RL.

2. Explain the recovery and loading considerations in blocking oscillator and the effect

of providing damping. Give an alternate circuit to have pulse period independent 8. Explain the recovery and loading considerations in blocking oscillator and the effect of providing damping. Give an alternate circuit to have pulse period independent of RL.

3. Consider the triggered blocking oscillator circuit shown in figure 8 below., using

a silicon transistor with VCE (sat) = 0.3V and VBE (sat) = 0.7V and hFE = 50.

There are twice as many turns in the base winding as in the collector winding. The

magnetizing inductance of the collector winding 3 mH , its leakage inductance is

50 H and its shunt capacitance is 100 pF. During the pulse, calculate

(a) the pulse amplitude at the collector (b) the collector current (c) the base current and (d) the pulse width.

4. Compare the diode controlled and RC controlled astable operated blocking oscillator.

(5. What are the advantages of RC controlled oscillator?

6. List the applications of blocking oscillators.

7. What is meant by blocking oscillator? Explain the principle of operation of monostable

blocking oscillator with base timing. Sketch the current waveforms and derive an

expression for current pulse width.

9. Explain the operation of an RC controlled free running blocking oscillator with

neat sketch of circuit and voltage waveforms. Derive the expression for duty cycle.

What are the advantages of the circuit?

10. What is meant by blocking oscillator? Explain the principle of operation of monostable

blocking oscillator with base timing. Sketch the current waveforms and derive an

expression for current pulse width.

11. Discuss the methods of controlling output current pulse width in blocking

oscillators.

12. Write notes on hysteresis effect in blocking oscillators.

13. Discuss the method of improving rise time in blocking oscillator.

14. In the circuit (figure 8) shown below, D is a germanium diode with V