BECMoodle: All courses

To present the fundamentals of digital circuits and simplification methods.
To practice the design of various combinational digital circuits using logic gates.
To bring out the analysis and design procedures for synchronous and asynchronous Sequential circuits.
To learn integrated circuit families.
To introduce semiconductor memories and related technology

To introduce the components and their representation of control systems.
To learn various methods for analyzing the time response, frequency response and stability of the systems.
To learn the various approach for the state variable analysis.

To introduce the basic notions of vector spaces which will then be used to solve related problems.
To understand the concepts of vector space, linear transformations, inner product spaces and orthogonalization.
To provide necessary basic concepts in probability and random processes for applications such as random signals, linear systems in communication engineering.
To provide necessary basics in probability that are relevant in applications such as random signals, linear systems in communication engineering.
To understand the basic concepts of probability, one- and two-dimensional random variables and to introduce some standard distributions applicable to engineering which can describe real life phenomenon.

To give a comprehensive exposure to all types of devices and circuits constructed with
discrete components. This helps to develop a strong basis for building linear and digital
integrated circuits
To analyze the frequency response of small signal amplifiers
To design and analyze single stage and multistage amplifier circuits
To study about feedback amplifiers and oscillators principles
To understand the analysis and design of multi vibrators

To understand the basic properties of signal & systems
To know the methods of characterization of LTI systems in time domain
To analyze continuous time signals and system in the Fourier and Laplace domain
To analyze discrete time signals and system in the Fourier and Z transform domain

II ECE