
Discover digital electronics for beginners by studying binary numbers, gates, and circuits. Master boolean algebra, combinational and sequential logic, encoders, decoders, seven-segment displays, flip-flops, counters, and shift registers.
Delve into the definition and scope of logical algebra, including boolean algebra and algebraic logic, with binary variables and true/false values.
Examine two-valued binary logic in digital electronics, showing how 0 and 1 map to voltages such as 2.5 V, 3.3 V, and 0.9 V in TTL and seamless technology.
Explore the decimal, binary, and hexadecimal systems and learn how to convert numbers between bases, including base two and base sixteen representations.
Learn how to convert numbers between decimal, binary, and hexadecimal using division by the target base, capture remainders, and group binary digits to form hex digits.
Explore how codes establish a correspondence between symbols and object symbols, and examine binary code types such as ascii, weighted, adjacent, and error correction codes that detect and correct errors.
Explore binary arithmetic, including addition and subtraction, with sign representation via the most significant bit and techniques to derive multiplication and division from left or right shifts.
Explore logical functions with inputs a, b, and c, and learn how truth tables define the output f for every input combination.
Learn fundamental boolean logic rules, including commutativity and distributive laws for and, or, and not, and apply De Morgan's theorem with complements.
An introduction to logic gates, including not, and, or, with their symbols, truth tables, equations, and ttl integrated circuit implementations.
Learn to express logical functions using truth tables and canonical forms, derive compact forms through boolean algebra rules, and simplify functions from their truth tables.
Learn algebraic and Karnaugh map simplification of logic functions from truth tables, group adjacent ones, and realize optimized gate minimization for digital circuits.
Define encoders and decoders, explain how encoders convert input bits to output codes, and show how decoders perform the inverse, then illustrate deriving truth tables and implementing with logic gates.
Explore transcoders in digital electronics for beginners, focusing on four-input, four-output binary-Aiken and binary-Gray code implementations and deriving their logic functions from truth tables.
Explore the seven-segment display in digital electronics, learning how a BCD to seven-segment decoder maps four inputs to display segments a–g with ground and 5-volt power.
Learn how multiplexers route a single input to multiple outputs using select lines, with common configurations from 2-to-1 to 16-to-1, and how demultiplexers distribute one input to many outputs.
Explore sequential logic and flip-flops as one-bit memory elements with Q and not Q outputs; cover RS, JK, and T flip-flops, clock signals, preset and clear, and asynchronous operation.
Explore the architecture of asynchronous counters built from multiple flip-flops, where each flip-flop's clock input comes from the previous stage, producing outputs such as Q0, Q1, and Q2.
Explore how a shift register, built from flip-flops, stores single bits, controlled by a clock, and shifts data left or right with serial and parallel input options.
Memory is an electronic circuit that records, stores, and restores information using memory cells like flip-flops, covering nonvolatile and volatile types with address lines, data lines, and read/write controls.
Digital circuits, both combinatorial and sequential, as well as Boolean algebraic number systems, are introduced in this course. It provides a perspective of the logic function design, going from the issue through the truth table. The combination of inputs is then what determines how to obtain a function. It allows students to create a circuit using gates that have been reorganized into packages. Students can construct various digital circuits, including encoders, transcoders, multiplexers, counters, registers, and memories, by using the knowledge from this course. By transforming the problems into lookup tables and setting the input parameters and output parameters, it is possible to synthesize numerous decision-making processes. This course represents a sound basis for students in the case of vast integrated circuits because it provides the necessary tools to perform any numerical circuit.
The essential points covered in this course are given as follows :
Binary Arithmetic
Binary, decimal, and hexadecimal systems
Change between bases
The types of codes
Binary arithmetic (addition, subtraction)
The basic rules of digital logic gates
The Logic functions
The truth and Karnaugh tables simplify logic functions.
Principle of Encoders and decoders
Transcoders (binary-Aiken, binary-Gray)
The Seven-segment displays
Multiplexer and demultiplexer system
Studying the different types of flip-flops
Synchronous and asynchronous counters
Shift registers.
Memories