Network Analysis detailed Syllabus for Electronics & Communication Engineering (DECE), C18 curriculum has been taken from the TSSBTET official website and presented for the diploma students. For Course Code, Course Name, Lectures, Tutorial, Practical/Drawing, Internal Marks, Max Marks, Total Marks, Min Marks and other information, do visit full semester subjects post given below.
For all other Diploma in Electronics & Communication Engineering (DECE) Syllabus for 3rd Sem C18 Curriculum TSSBTET, do visit Diploma in Electronics & Communication Engineering (DECE) Syllabus for 3rd Sem C18 Curriculum TSSBTET Subjects. The detailed Syllabus for network analysis is as follows.
Prerequisites:
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Course Outcome:
After completion of the course the student should be able to
- Solve simple problems related to Ohms law, KVL and KCL
- Apply Mesh current and Node voltage methods to simplify and find solution to electrical circuits
- Solve simple problems on DC transients
- Design simple passive filters and attenuators for given specifications
- Find various two port parameters of simple Two port networks
- Apply various Network theorems to simplify and find solution to electrical circuits
Unit 1: Basics of Electrical Circuits and Kirchoffs Laws:
Active and passive elements- resistance, capacitance and inductance parameters- Energy source and classify the energy sources- Ideal voltage source and Ideal current sourceIdeal voltage source to ideal current source and vice versa- Introduction to Alternating voltages and currents-Phasor representation of alternating quantities -Phasor relationships for circuit Elements-Impedance and Admittance of circuit elements-AC analysis of series RL,RC circuits.
Unit 2: Mesh Current and Node Voltage Analysis:
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Unit 3: Transient Analysis:
Initial conditions, steady state and transient- DC response for an RL circuit- Expression for current for an RL circuit- DC response for an RC circuit- Expression for current for an RC circuit- DC response for an RLC circuit-Solve simple problems on series RL,RC circuits of DC excitation- RC differentiator circuit – Input/output waveforms for RC differentiator circuit- RC integrator circuit- Input/output waveforms for RC integrator circuit
Unit 4: Filters and Attenuators
Definition of neper, decibel, characteristic impedance, propagation constant, Attenuation- Definition of filter- LPF, HPF, BPF, BSF- Characteristic curves for the above- Expression for characteristic impedance for T and n network- Expression for fc for constant k-LPF, HPF-Design of a simple LPF and HPF for a given cut off frequency and given impedance- Design of a T-type attenuator for the given attenuation and characteristic impedance.- Design of a n-type attenuator for the given attenuation and characteristic impedance- Equalizer circuit-.- Applications of equalizer circuit.
Unit 5: Two Port Networks:
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Unit 6: Network Theorems and Resonance:
Thevenins, and Nortons theorems – Solve networks- Use of above theorems in electronic circuits- Superposition theorem – Maximum power transfer theorems-Solve simple problems using the above theorem- Importance of impedance matching for maximum power transfer- Reciprocity theorem- Importance of Reciprocity theorem -advantages and limitations of above theorems- Star and Delta configurations of resistances- Formulas from Star to Delta & Delta to Star (no derivation)-Solve simple problems on Star/Delta and Delta/Star transformation. Resonance in A.C. Circuits – Series and parallel resonance. – curves, effect of resistance on Q factor selectivity and bandwidth. Suggested Learning Outcomes: After completing the course student will be able to
Basics of Electrical Circuits and Kirchhoffs Laws
- Define active and passive elements.
- Define energy source and classify the energy sources.
- Explain ideal voltage source and ideal current source
- Convert ideal voltage source to ideal current source and vice versa.
- Explain Phasor representation of sinusoids.
- Derive the expression for I,Z, and power in an R-L series circuit.
- Draw the vector and phasor diagrams for the above.
- Derive the expression for I,Z, and power in an R-C series circuit.
- Draw the vector and phasor diagrams for the above.
- Derive the expression for I,Z, and power in an R-L-C series circuit.
- Draw the vector and phasor diagrams for the above.
- Explain the methods for solving parallel circuits.
Mesh Current Analysis and Node Voltage Analysis
- Explain the concept of graph of a network
- Define, branch, nodes, junction and loop in circuits.
- Identify the mesh currents.
- Determine the number of mesh equations required to solve the given Network
- Write the mesh current equations for a given network and arrange them in matrix form.
- Solve for mesh currents using Crammers rule.
- Identify the nodes in a network.
- Determine the number of node voltage equations.
- Write the node voltage equation for a given network and arrange them in matrix form.
- Solve for node voltages using Crammers rule.
- Explain duality of a network
- Draw the dual of given network.
- Explain the concept of graph of a network
Transient Analysis.
- Define the terms initial conditions, steady state and transient.
- Explain the dc response for an RL circuit.
- Derive expression for current for an RL circuit.
- Explain the dc response for an RC circuit.
- Derive expression for current for an RC circuit.
- Explain the dc response for an RLC circuit.
- Solve simple problems on series RL, RC circuits of DC excitation.
- Explain RC differentiator circuit
- Draw input/output waveforms for RC differentiator circuit
- Explain RC integrator circuit
- Draw input/output waveforms for RC integrator circuit
Filters and Attenuators
- Define neper, decibel, characteristic impedance, propagation constant, Attenuation
- Define filter, LPF, HPF, BPF, BSF.
- Draw the characteristic curves for the above
- Derive the expression for characteristic impedance for T and n network.
- Give the expression for fc for constant k-LPF, HPF.
- Design a simple LPF and HPF for a given cut off frequency and given impedance.
- Design a T-type attenuator for the given attenuation and characteristic impedance.
- Design a n-type attenuator for the given attenuation and characteristic impedance.
- Define the equalizer circuit
- Draw the circuit of equalizer circuit.
- List the applications of equalizer circuit.
Two Port Networks
- Define port.
- Explain the open circuit impedance (Z) parameters with equivalent circuit.
- Explain the short circuit admittance(Y) parameters with equivalent circuit.
- Explain the hybrid (h) parameters with equivalent circuit.
- Give the conditions for symmetry in terms of Z, Y, h parameters.
- Give conditions for reciprocity in terms of Z, Y, h parameters
- Find the Z- parameters for a given T- network and Y parameters for a n-network
- Express Z- parameters in terms of Y- parameters
- Express Y- parameters in terms of Z- parameters
- Give Examples for symmetric networks
- Give Examples for Reciprocal networks
Network Theorems and Resonance
- State Thevenins and Nortons theorem.
- Apply the above theorems to solve networks.
- Explain the use of above theorems in electronic circuits
- State superposition theorem
- Solve simple problems using the above theorem
- State Maximum power transfer theorem.
- Solve simple problems using the above theorem.
- Explain the importance of impedance matching for maximum power transfer.
- State Reciprocity theorem
- Explain the importance of Reciprocity theorem by giving examples like Co axial cable and flat twin lead cable used in Television systems.
- List the advantages and limitations of above theorems.
- Explain star and Delta configurations of resistances.
- Give transformation formulas from Star to Delta & Delta to Star (no derivation).
- Solve simple problems on Star/Delta and Delta/Star transformation.
- Explain resonance in RLC series circuit
- Derive the formula for series resonance
- State the conditions for series resonance
- Define bandwidth of a resonant circuit
- Define lower cut off and upper cut off frequencies
- Give formula for lower cut off and upper cut off frequencies
- Solve simple problems on series Resonance.
- Explain Resonance in parallel circuits
- State the conditions required for parallel resonance
- Derive Equation for resonant frequency.
- Compare Series and parallel resonance
- Solve problems on Resonance
- Explain effect of Resistance on Bandwidth.
Recommended Books
- Engineering circuit analysis by W.H.Hayt, J.E.Kemmerly and S.M.Durbin, Tata Mc Graw Hill, New Delhi.
- Fundamentals of Electric circuits by Charles K. Alexander and Matthew N.O. Sadiku, Mc Graw Hill publishers.
- Network Analysis by M.E Van Valkenberg, Prantice Hall India, 3rd Edition
- Electric Circuits -Joseph Edminister ,Schaum Series publishers.
Suggested E-Learning references
For the complete Syllabus, results, class timetable, and many other features kindly download the iStudy App
It is a lightweight, easy to use, no images, and no pdfs platform to make students’s lives easier..
Suggested Student Activities
- Participate in the Quiz
- participate in Group discussion
- Search internet for more literature.
- Surprise test.
Course Outcome:
- Solve simple problems related to Ohms law, KVL and KCL
- Apply Mesh current and Node voltage methods to simplify and find solution to electrical circuits
- Solve simple problems on DC transients
- Design simple passive filters and attenuators for given specifications
- Find various two port parameters of simple Two port networks
- Apply various Network theorems to simplify and find solution to electrical circuits Design simple passive filters and attenuators for given specifications
For detail Syllabus of all other subjects of Electronics & Communication Engineering, C18 curriculum do visit Diploma In Electronics & Communication Engineering 3rd Sem Syllabus for C18 curriculum.
For all Electronics & Communication Engineering results, visit TSSBTET DECE all semester results direct links.