Define the outline of formal procedures and compare different digital components like multiplexers, flip flops, decoders, adders.

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COURSE OUTCOME CO1 CO2 CO3 CO4 CO5 CO6 Course Outcomes Explain the difference between analog and digital systems, logic gates and number representations, different weighted and non weighted codes Describe and illustrate the basic postulates of Boolean algebra and simplification of K maps and solve related problems Define the outline of formal procedures and compare different digital components like multiplexers, flip flops, decoders, adders. Discuss the difference between combinational and sequential circuits and Design registers and counters. Recall transistors, basic OPAMP circuits and explain the concept of feedback, logic families and A/D, D/A converter. Evaluate AND, OR, XOR gates in different sequential and combinational circuits to get minimum number of gate delays. CO-PO-PSO Matrix Cognitive Level Understand apply Analyze create Understand evaluate CO PO1 PO2 PO3 PO4 PO5 PO6 PO7 PO8 PO9 PO10 PO11 PO12 PSO1 PSO2 CS301.CO1 1 2 1 1 CS301.CO2 2 2 3 2 2 2 CS301.CO3 2 2 3 2 3 2 CS301.CO4 2 3 3 2 3 2 CS301.CO5 2 2 3 2 2 2 CS301.CO6 2 3 3 3 3 2 CS301 1.8 2 2.8 1.8 2.33 1.8

LESSON PLAN Lecture Topics to be covered Teaching Books No. Aids 1 Binary Number System & Boolean BB T1 Algebra (recapitulation ) 2 BCD, ASCII, EBDIC, Gray codes and BB T1 their conversions. 3. Signed binary number representation BB R1 with 1 s and 2 s complement methods 4. Binary arithmetic, Venn diagram, BB R1 Boolean algebra (recapitulation) 5. Representation in SOP and POS forms BB T1 6. Minimization of logic expressions by BB T1 algebraic method. 7. Minimization of logic expressions by BB T1 algebraic method continued 8. K Map method to simplify expressions PPT R1,W1 9. Solving problems on K Map technique BB R1,W1 10 Adder and Subtractor circuits (half & full adder) BB PPT T1 11 Adder and Subtractor circuits (half & BB T1 full subtractor) continued 12 Encoder, Decoder, Comparator, BB T1 Multiplexer 13 De-Multiplexer and Parity Generator, PPT T1 Hamming code 14 Basic Flip-flop & Latch BB T1 15 Flip-flops -SR, JK BB T1 17 Flip-flops -Master-slave Flip Flops, Mealy and Moore state machine PPT T1,R1 18 Registers (SISO,SIPO) BB T1 19 Registers (PIPO,PISO) BB T1,R1 20 Ring counter,johnson counter PPT, BB T1,R1 21 Universal shift register PPT, BB T1 22 Basic concept of Synchronous and BB T1,R1 Asynchronous counters 23 Basic concept of Synchronous and BB T1,R1 Asynchronous counters continued 24 Design of Mod N Counter BB T1,R1 25 Design of Mod N Counter continued BB T1,R1

26 A/D and D/A conversion techniques BB T1,R1 Basic concepts 27 D/A :R-2-R only A/D BB W1,T1 28 Successive approximation BB W1,T1 29 Logic families- TTL, ECL - basic PPT T1,W2 concepts. 30 Logic families- MOS and CMOS - PPT T1,W2 basic concepts. 31 Different Classes of Amplifiers - PPT T2 (Class-A, B, AB and C) 32 basic concepts, power, efficiency of PPT T2 different amplifiers 33 Recapitulation of basic concepts of BB T2 Feedback and Oscillation 34 Phase Shift BB T2 35 Wein Bridge oscillators PPT T2 36 Astable & Monostable BB T2 Multivibrators PPT 37 Schimtt Trigger circuits BB T2 38 555 Timer BB T2 39 Solving questions on amplifier BB Illustration by example, Problem Solving 40 Discussions on last year question BB Problem papers Solving Required Text Books: T1.S.Salivahanan, A.Arivaszhagan- Digital Circuit design T2.D.Chattopadhyay,P.C.Rakshit-Electronics Fundamental and application Required Reference Books: R1.Morris M.Mano- Digital Logic and Computer design Web resources W1.http://nptel.ac.in/courses/117103064/ W2.https://www.slideshare.net/dheeruee/analog-and-digital-electronics-by-u-a-bakshi W3.https://www.tutorialspoint.com/digital_circuits/index.htm

GAP IN AND BEYOND SYLLABUS Gap in the Syllabus Sl. No Course Code Course Name 1 CS 301 Analog and Digital Electronics Faculty Name Topic PO CO PSO Universal Shift register PO1, PO2 PO3 CO1,CO3 PSO2 Gap beyond the Syllabus Sl. No Course Code Course Name 1 CS 301 Analog and Digital Electronics Faculty Name Topic PO PSO Hamming code(error detection) PO1, PO2, PO3 PSO2 Gap beyond syllabus: https://www.slideshare.net/ibrar562/error-correction-and-hamming-code-ibrar https://www.tutorialspoint.com/digital_electronics/error_correction_in_hamming_code.as p https://nptel.ac.in/courses/106105080/pdf/m3l2.pdf https://users.math.msu.edu/users/jhall/classes/codenotes/hamming.pdf

Gaps addressed by a resource person/teaching Methodology - document Gaps Resource Person Document Gaps within the syllabus Gaps included in COs (CS301.1, CS301.3) Lecture 21 included in Lesson Plan to address relevant teaching learning and assessed through Assignments towards fulfilment of Gaps within the syllabus Gaps outside the syllabus Not Applicable (Addressed via web resources) Document addressing gaps is included in Lesson Plan w.r.t Textbooks/References: 1. S.Salivahanan, A.Arivaszhagan- Digital Circuit design 2. Morris M.Mano- Digital Logic and Computer design Available athttp://nptel.ac.in/courses/117103064/ https://www.slideshare.net/ibrar562/error-correction-andhamming-code-ibrar https://www.tutorialspoint.com/digital_electronics/error_correctio n_in_hamming_code.asp Data Communication and Networking by Behrouz A. Forouzan Error Detection and Correction in the International Standard Book Number by Peter Waweru Kamaku

BRIGHT Students SUMMARY Course Name: ANALOG AND DIGITAL ELECTRONICS (CS 301) Course code: CS301 Academic year: 2018-2019 Program: CSE Section: B Year: 2 nd Name of the faculty: LIST OF BRIGHT STUDENTS [1 ST LIST]. Serial Number Roll Number Name 1 11500117028 Trisha Maji 2 11500117032 Supriti Atha 3 11500117044 Soumyadeep Paul 4 11500117047 Shreyasi Ghosh 5 11500117055 Satyaki Sen 6 11500117060 Sanah Asgar 7 11500117061 Samyadeep Bhowmick 8 11500117062 Samidha Singhi 9 11500117076 Rahul Lohia 10 11500117080 Preeti Jha % of students : 17% Parameter-1: SGPA above 8.0 Parameter-2: Class performance Parameter 3: Class test mark Bright student engagement plan : 1.Sharing the question bank and study material for GATE and other competitive exams.

BRIGHT Students SUMMARY Course Name: ANALOG AND DIGITAL ELECTRONICS (CS 301) Course code: CS301 Academic year: 2018-2019 Program: CSE Section: B Year: 2 nd Name of the faculty: LIST OF BRIGHT STUDENTS [2 ND LIST]. **Parameter selection: Considering performance in class and attendance, students have been put in this list. Serial Number Roll Number Name 1 11500117030 Tathagata Jana 2 11500117061 Samyadeep Bhowmick 3 11500117062 Samidha Singhi 4 11500117038 Subhadeep Bandyopadhyay 5 11500117044 Soumyadeep Paul 6 11500117077 Punit Khandelwal 7 11500117026 Upasana Bit 8 11500117047 Shreyasi Ghosh 9 11500117073 Rajsekhar Roy Chowdhury 10 11500117057 Saronee Das 11 11500117032 Supriti Atha % of students : 19% Bright student engagement plan : 1. Giving some advanced level problems to solve. 2.Sharing the question bank and study material for GATE and other competitive example

BRIGHT Students SUMMARY Course Name: ANALOG AND DIGITAL ELECTRONICS (CS 301) Course code: CS301 Academic year: 2018-2019 Program: CSE Section: B Year: 2 nd Name of the faculty: LIST OF BRIGHT STUDENTS [3 RD LIST]. **Parameter selection: 1 st internal Test Result Serial Number Roll Number Name 1 11500117030 Tathagata Jana 2 11500117041 Sreeja Paul 3 11500117061 Samyadeep Bhowmick 4 11500117044 Soumyadeep Paul 5 11500117060 Sanah Asgar 6 11500117062 Samidha Singhi 7 11500117034 Sudip Kumar Jha 8 11500117057 Saronee Das 9 11500117026 Upasana Bit 10 11500117032 Supriti Atha 11 11500117052 Sayantan Singha 12 11500117047 Shreyasi Ghosh % of students : 20%

ASSIGNMENT CS301 OUTCOME BASED EDUCATION (OBE) Question No. Knowledge Domain COs 1,3, Create CO 3 2,7 Apply CO 2 4 Analyze CO 1, CO 3 5,6,8 Create CO 2,CO 4 9,10 Analyze CO 2,CO 3 1. Design a SR flip flop using a NAND gate, and construct the corresponding characteristic and excitation table. 2. Minimize the function: f (A,B,C,D) = m(4,8,10,11,12,15) + ℇ(9,14) 3. Design a JK flip flop using a NOR gate, and find the expression of J and K respectively. 4. Design an OR and a XOR gate from 2:1 MUX 5. Design a circuit to generate odd parity if the data is represented with 4 bits and construct the corresponding K-Map to obtain the simplified expression. 6. Design a 1-bit full adder with two half adders and minimum number of additional gates 7. Use Boolean Algebra to show that A BC +AB C +AB C+ABC + ABC = A+BC 8. Implement a Full Subtractor using a 3 to 8 Decoder 9. Implement the following function with 8x1 multiplexer. F(A,B,C,D) = Σ(0,1,3,4,8,9,15) with A,B,C connected to S0, S1, S2 respectively. 10. Find the Boolean function that a 8x1 multiplexer implement with A,B,C connected to select lines S2,S1,S0 respectively, if I0=0, I1=D, I2=0, I3=D, I4=I5=D, I6=0, I7=1

ASSIGNMENT CS301 OUTCOME BASED EDUCATION (OBE) Question No. Knowledge Domain COs 1,4,8 Understand CO 5 2 Understand CO 1 3,6,7,9 Analyze CO 2, CO 3 5 Create CO 4 10 Evaluate CO 6 1. What do you mean by power amplifier? Explain the working of Class B push pull amplifier? 2. Explain grey code. Why is grey code called reflected code? 3. Implement the following Boolean function using a single 4 to 1 Multiplexer. F (A,B,C,D) = Σ m ( 0, 1, 2, 4, 6, 9, 12, 14 ) 4. Explain A/D converter. What is the advantage of R-2R type D/A converter over any other type of D/A converter. 5. Explain the working of a ring counter with timing diagram. 6. Design and implement a comparator circuit that compares 3 two bit binary numbers. 7. Derive SR flip flop from JK flip flop. Construct the master-slave flip flop. Why is it so called? 8. Explain and draw the Schmitt trigger circuit. 9. Write a short note on Priority encoder and parity generator. 10. Design a 1-bit full adder with two half adders and minimum number of additional gates

QUIZ OUTCOME BASED EDUCATION (OBE) Question No. Knowledge Domain COs 1,5 Create CO 4, CO 1 2 Analyze CO 3, CO 2 3 Create CO 4 4 Evaluate CO 6 1. The terminal count of a modulus-11 binary counter is. 1 A. 1010 B. 1000 C. 1001 D. 1100 2. Convert SR Flip flop to T flip flop. Show proper steps and the final circuit diagram. 3 3. Construct the block diagram and timing diagram of a 3-bit up Ripple counter. 2 4. How many flip-flops are required to make a MOD-32 binary counter? 1 A. 3 B. 45 C. 5 D. 6 5. Construct a MOD-12 counter from MOD-16 counter. 3