#1
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Hello.. I am looking for the syllabus of B.Sc. Electronics which generally most of the university offers? I have completed 10+2 with 86% of marks and going to join B.Sc. Elect. from some university so just want to have an idea of curriculum.
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#2
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Syllabus BSC Electronics: Semester I 1.1 Circuits and Signals 1.2 Laboratory Practices Semester II 2.1 Basic Electronics 2.2 Laboratory Practices Semester III 3.1 Digital Electronics 3.2 Laboratory Practices Semester IV 4.1 Electronics Instruments 4.2 Laboratory Practices Semester V 5.1 Microprocessors 5.2 Laboratory Practices & Project Semester VI 6.1 Communication Systems 6.2 Laboratory Practices & Project |
#5
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I want to do BSC Electronics course from Osmania University but I have no idea about its syllabus so please can you give me the syllabus of Osmania University BSC Electronics and tell me from where can I download the syllabus?
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#8
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As per you are asking for B Sc Electronics Syllabus from Delhi university so here I am giving you syllabus which is as follows:- Semester first:- Applied Quantum Mechanics Engineering Materials Network Analysis Technical Writing &Communication in English (Compulsory) Electronics Practical-I Based on ELHT101 and ELHT102 Electronics Practical-II Based on ELHT103 Second semester:- Signals and Systems Semiconductor Devices Computational Skills(Compulsory) Mathematics-I(Allied Paper) Electronics Practical-III Based on ELHT201 and CS Electronics Practical-IV Based on ELHT202 Unit 1 Wave Particle Duality: Inadequacies of Classical physics. Compton’s effect, Wave-particle duality, de Broglie waves. Davisson and Germer’s experiment. Group and Phase velocities, Wave Packets. Heisenberg’s uncertainty principle: Derivation from wave-packets, γ-ray microscope experiment, Electron two-slit experiment. Unit 2 Quantum Mechanics: Basic postulates and formalism of quantum mechanics: probabilistic interpretation of waves, conditions for physical acceptability of wave functions. Schrodinger wave equation for a free particle and in a force field (1 dimension), Boundary and continuity conditions. Operators in Quantum Mechanics, Conservation of probability, Time-dependent form, Linearity and superposition, Operators, Time-independent one dimensional Schrödinger wave equation, Stationary states, Eigen-values and eigen-functions. Unit 3 Applications of Schrödinger wave equation: Particle in a one-dimensional box, Extension to a three dimensional box, Potential barrier problems, phenomenon of tunneling. The Hydrogen Atom (without detailed solution of differential equations). Whole details are given in provided link.
__________________ Answered By StudyChaCha Member |