Latches
Flip-Flops - SR, JK, D and T
Master Slave Flip Flops
Shift Registers
SISO, SIPO, PISO, PIPO and Universal
Binary Counters
Synchronous and asynchronous up/down counters
mod - N counter
Counters for random sequence
Johnson counter and Ring counter
Digital Fundamental Material for the studentjainyshah20
油
The document discusses sequential switching circuits and various types of flip-flops and counters. It provides details on S-R, J-K, D and T flip-flops. Applications of flip-flops include parallel and serial data storage, counting, frequency division. Registers are groups of flip-flops used to store multiple bits of data. Shift registers allow serial or parallel data input/output. Asynchronous counters use flip-flops connected in a ripple fashion while synchronous counters clock all flip-flops simultaneously. Examples of 2-bit asynchronous up/down and ring counters are shown.
2 bit comparator, 4 1 Multiplexer, 1 4 Demultiplexer, Flip Flops and Register...MaryJacob24
油
This document discusses various digital logic circuits including comparators, multiplexers, demultiplexers, flip-flops, and shift registers. It provides block diagrams and truth tables for 1-bit and 2-bit comparators, 4:1 multiplexers, 1:4 demultiplexers, SR latches, D flip-flops, and JK flip-flops. It also discusses sequential circuits and different types of triggering for flip-flops including level, edge, positive edge, and negative edge triggering. Applications of comparators and different types of shift registers are also summarized such as serial-in serial-out, serial-in parallel-out, and parallel-in serial-out shift registers.
FYBSC IT Digital Electronics Unit IV Chapter II Sequential Circuits- Flip-FlopsArti Parab Academics
油
Sequential Circuits: Flip-Flop:
Introduction, Terminologies used, S-R flip-flop, D flip-fop, JK flipflop, Race-around condition, Master slave JK flip-flop, T flip-flop, conversion from one type of flip-flop to another, Application of flipflops.
This document provides an overview of sequential circuits and flip-flops. It discusses the basic components and operation of flip-flops including triggering, excitation tables, and different types of flip-flops. Applications of flip-flops like counters, shift registers, and their design procedures are also covered. Shift registers are described in detail including their types and applications such as time delays and serial-parallel data conversion.
The document discusses sequential circuits and different types of flip flops and counters. It describes how sequential circuits have memory and their output depends on current and past inputs. There are two main types of sequential circuits - asynchronous which can change state at any time and synchronous which use a clock signal to control when the output can change state. Common types of flip flops described include SR, JK, D and T flip flops. Counters can be asynchronous with the clock signal rippling through or synchronous where all flip flops share the same clock.
This document discusses sequential logic circuits and various types of flip-flops and registers. It begins with an introduction to sequential circuits and their basic components. Several types of flip-flops are described, including SR, D, JK, and T flip-flops. The document also covers registers such as shift registers, including serial-in serial-out, serial-in parallel-out, and parallel-in serial-out varieties. Operation of counters both asynchronous and synchronous is also briefly mentioned. The document provides detailed descriptions, truth tables, logic diagrams and examples of each sequential logic component.
This document provides an overview of sequential circuits and flip-flops. It discusses how sequential circuits differ from combinational circuits in that their outputs depend not only on current inputs but also past inputs. Common types of sequential circuits like synchronous and asynchronous circuits are described. The document focuses on different types of flip-flops like SR, JK, D and T flip-flops. It provides details on how SR flip-flops can be constructed using NAND or NOR gates and how adding a clock input makes it a clocked SR flip-flop that only changes state on the clock edge. Examples of truth tables for SR and clocked SR flip-flops are also presented.
Sequential circuits are circuits whose outputs depend not only on present inputs but also on past inputs or states. There are two types: synchronous use a clock signal to synchronize state changes, asynchronous can change state at any time. Common memory elements are flip-flops including RS, D, JK, and T flip-flops. The master-slave flip-flop construction using two flip-flops avoids unpredictable states by separating the sampling and output functions.
This document provides an introduction to sequential circuits and various types of flip-flops. It discusses the differences between combinational and sequential circuits, and describes SR, D, JK, T, and JK flip-flops. Their block diagrams, truth tables, characteristic tables, and excitation tables are presented. Applications of flip-flops such as counters, frequency dividers, shift registers, and data storage are also covered briefly. Finally, the document discusses various types of shift registers including serial-in serial-out, serial-in parallel-out, parallel-in serial-out, and parallel-in parallel-out.
This document provides information about sequential logic circuits. It begins by defining sequential logic circuits as consisting of a combinational circuit with storage elements that provide feedback, causing the output to depend on the sequence of inputs. It describes the main types of sequential circuits as synchronous and asynchronous. It also discusses different types of storage elements including latches and flip-flops. Latches are level sensitive while flip-flops are edge triggered. Specific latch and flip-flop circuits like the SR latch, D latch, and JK flip-flop are described along with their operations.
This document discusses sequential circuits and their components. It begins by defining sequential circuits as circuits whose outputs depend not only on present inputs but also past states, stored using latches and flip-flops. It then covers various types of sequential circuits and their basic components like latches, flip-flops, registers and counters. Specific latch and flip-flop types like SR, D, JK and T are described along with their characteristics. Applications of shift registers and different counter types are also mentioned.
Digital Logic Design (EEEg4302)
Chapter 7 : Counters
This chapter discusses different types of counters, including asynchronous (ripple) counters and synchronous counters. Asynchronous counters use a ripple effect where one flip-flop triggers the next. Synchronous counters use a common clock signal to trigger all flip-flops simultaneously. The chapter also covers up/down counters, which can count up or down based on control signals, and methods for designing synchronous counters through state diagrams and logic expressions.
1. The document discusses sequential logic circuits and various types of storage elements used in them, including latches and flip-flops.
2. It describes the basic operation of latches, SR latches, D latches, and various types of flip-flops including RS, JK, T, and D flip-flops.
3. The key differences between latches and flip-flops are explained, with latches being level-sensitive and flip-flops being edge-triggered.
Flip-flops are basic memory circuits that have two stable states and can store one bit of information. There are several types of flip-flops including SR, JK, D, and T. The SR flip-flop has two inputs called set and reset that determine its output state, while the JK flip-flop's J and K inputs can toggle its output. Flip-flops like the D and JK can be constructed from more basic flip-flops. For sequential circuits, flip-flops are made synchronous using a clock input so their state only changes at the clock edge.
The document provides information about different types of flip-flops and shift registers. It discusses the RS, JK, D, and T flip-flops, explaining their symbols, truth tables, constructions, and workings. It also covers serial-in serial-out, serial-in parallel-out, parallel-in serial-out, and parallel-in parallel-out shift registers, giving examples of how each type works. Finally, it poses three questions about flip-flops and shift registers.
This document describes a 4-bit synchronous binary counter. It contains the truth table for a JK flip-flop, diagrams of the counter circuit using 4 JK flip-flops connected in series with a common clock, and tables showing the output logic states and timing diagram as the counter counts from 0 to 15 over 16 clock pulses.
This document discusses different types of flip-flops, which are basic sequential circuits that have two stable states and can store one bit of data. It describes common flip-flop types like the S-R latch, clocked S-R flip-flop, J-K flip-flop, D flip-flop, and T flip-flop. It also covers the master-slave J-K flip-flop configuration and differences between latches and flip-flops. Flip-flops have applications in registers, frequency dividers, and digital counters.
A ring counter is a type of shift register where the output of the last flip-flop is connected back to the input of the first flip-flop, creating a circular shift of bits. When a clock signal is applied, the single '1' bit circulates from one stage to the next in a continuous loop. Ring counters are commonly used as frequency dividers and to generate quadrature signals with multiple phases. Their applications include data counting, pattern detection, and producing square waves for timing signals.
This document discusses various types of counters including asynchronous (ripple) counters and synchronous counters. It describes the basic operation and characteristics of ripple counters, synchronous counters, ring counters, Johnson counters, and modulus counters. It also covers the differences between synchronous and asynchronous sequential circuits. Finally, it provides information on finite state machines, including the differences between Moore and Mealy machines.
1. The document discusses sequential logic circuits and various types of flip-flops including SR, D, JK, and T flip-flops. It explains the operation of each flip-flop through truth tables and timing diagrams.
2. Master-slave JK flip-flops are described as using two SR flip-flops in a cascade configuration to avoid unwanted output changes from glitches in the clock signal.
3. Other topics covered include latches, triggering methods, and uses of different flip-flop types in applications such as registers and counters.
The document provides an overview of various types of shift registers and counters. It describes serial-in serial-out, serial-in parallel-out, parallel-in serial-out, and parallel-in parallel-out shift registers. It explains how each type handles data input and output and the number of clock cycles needed for loading and reading. It also covers asynchronous and synchronous counters such as ripple counters and how they differ in clocking approach. Bidirectional shift registers are described as able to shift data either left or right depending on the mode.
Introduction to Sequential DevicesChapter 66.1 M.docxbagotjesusa
油
Introduction to Sequential Devices
Chapter 6
6.1 Models for Sequential CircuitsElevator example:
6.1.1 Block Diagram representation
Memory devices:
- Semiconductor Flip-Flops
- Magnetic devices
- Delay lines
- Mechanical relays
- Rotation switches
- Etc
This circuit can be represented by the following equations:
Vector Notation:
- All the vectors are time dependant
- Vector y has the value y(tk) at time tk.
- Input signals xi and output signal zi may assume a variety of forms
6.1.2 State Tables and DiagramsThe state diagram is a graphical representation of a sequential circuit in which the states are represented by circles and state transition of the circuit are shown by arrows.
State table : all circuit input vectors are listed across the top, while all state vectors are listed down the left side. Entries in the table are the next state and the output.
In practice, the state diagrams and tables are usually labeled using symbols rather than vectors. For example consider a sequential circuit with two present state variables y1, and y2. Then y= [y1 , y2]Therefore the vector y can have any of the four possible values:
In general, if r represents the number of memory devices (number of states) in a circuit with Ns states then
Example: Consider the following sequential circuit with one input x, two state variables y1 and y2, and one output z.
The state diagram is:
Let assume that the circuit is initially in state A. now consider the application of the following input sequence to the circuit:
Hence the input sequence applied to the machine in state A cause the output sequence
Z=0100110111
And leaves the circuit in its final state C.
6.2 Memory Devices-Most memory elements are bistable electronic circuits, that is, they exist indefinitely in one of two possible states, 0 and 1. - Binary data are stored in a memory element by placing the element into the 0 state to store 0 and into the 1 state to store 1. - The output of the memory indicates the present state. - The input of the memory indicates the next state. - Each memory element has one or more excitation inputs, so called because they are used to excite or drive the circuit into the desired state.
Two memory element types
The Two memory element types most commonly used in switching circuits are latches and flip-flops.1- LATCHES
A latch is a memory element whose excitation input signals control the state of
the device
A set latch: the excitation input forces the output of the device to 1.
A Reset latch: the excitation inputs force the device output to 0.
A Set-Reset latch: a latch with both set and reset excitation signals.
Timing Diagram of SR LATCH
2- FLIP-FLOP:
A flip-flop differs from a latch in that it has a
control signal called clock. The clock signal
issues a command to the flip-flop, allowing it
to change states in accordance with its
excitation input signals.
- In both latches and flip-flops, the next s.
The document discusses latches and flip-flops. It describes SR latches and how they can be used to make SR flip-flops. It then discusses different types of flip-flops including D, JK, T flip-flops. It explains how SR flip-flops can be converted to these other flip-flops and discusses issues like race conditions in JK flip-flops and how master-slave flip-flops address this issue.
This document provides an overview of sequential circuits and flip-flops. It discusses how sequential circuits differ from combinational circuits in that their outputs depend not only on current inputs but also past inputs. Common types of sequential circuits like synchronous and asynchronous circuits are described. The document focuses on different types of flip-flops like SR, JK, D and T flip-flops. It provides details on how SR flip-flops can be constructed using NAND or NOR gates and how adding a clock input makes it a clocked SR flip-flop that only changes state on the clock edge. Examples of truth tables for SR and clocked SR flip-flops are also presented.
Sequential circuits are circuits whose outputs depend not only on present inputs but also on past inputs or states. There are two types: synchronous use a clock signal to synchronize state changes, asynchronous can change state at any time. Common memory elements are flip-flops including RS, D, JK, and T flip-flops. The master-slave flip-flop construction using two flip-flops avoids unpredictable states by separating the sampling and output functions.
This document provides an introduction to sequential circuits and various types of flip-flops. It discusses the differences between combinational and sequential circuits, and describes SR, D, JK, T, and JK flip-flops. Their block diagrams, truth tables, characteristic tables, and excitation tables are presented. Applications of flip-flops such as counters, frequency dividers, shift registers, and data storage are also covered briefly. Finally, the document discusses various types of shift registers including serial-in serial-out, serial-in parallel-out, parallel-in serial-out, and parallel-in parallel-out.
This document provides information about sequential logic circuits. It begins by defining sequential logic circuits as consisting of a combinational circuit with storage elements that provide feedback, causing the output to depend on the sequence of inputs. It describes the main types of sequential circuits as synchronous and asynchronous. It also discusses different types of storage elements including latches and flip-flops. Latches are level sensitive while flip-flops are edge triggered. Specific latch and flip-flop circuits like the SR latch, D latch, and JK flip-flop are described along with their operations.
This document discusses sequential circuits and their components. It begins by defining sequential circuits as circuits whose outputs depend not only on present inputs but also past states, stored using latches and flip-flops. It then covers various types of sequential circuits and their basic components like latches, flip-flops, registers and counters. Specific latch and flip-flop types like SR, D, JK and T are described along with their characteristics. Applications of shift registers and different counter types are also mentioned.
Digital Logic Design (EEEg4302)
Chapter 7 : Counters
This chapter discusses different types of counters, including asynchronous (ripple) counters and synchronous counters. Asynchronous counters use a ripple effect where one flip-flop triggers the next. Synchronous counters use a common clock signal to trigger all flip-flops simultaneously. The chapter also covers up/down counters, which can count up or down based on control signals, and methods for designing synchronous counters through state diagrams and logic expressions.
1. The document discusses sequential logic circuits and various types of storage elements used in them, including latches and flip-flops.
2. It describes the basic operation of latches, SR latches, D latches, and various types of flip-flops including RS, JK, T, and D flip-flops.
3. The key differences between latches and flip-flops are explained, with latches being level-sensitive and flip-flops being edge-triggered.
Flip-flops are basic memory circuits that have two stable states and can store one bit of information. There are several types of flip-flops including SR, JK, D, and T. The SR flip-flop has two inputs called set and reset that determine its output state, while the JK flip-flop's J and K inputs can toggle its output. Flip-flops like the D and JK can be constructed from more basic flip-flops. For sequential circuits, flip-flops are made synchronous using a clock input so their state only changes at the clock edge.
The document provides information about different types of flip-flops and shift registers. It discusses the RS, JK, D, and T flip-flops, explaining their symbols, truth tables, constructions, and workings. It also covers serial-in serial-out, serial-in parallel-out, parallel-in serial-out, and parallel-in parallel-out shift registers, giving examples of how each type works. Finally, it poses three questions about flip-flops and shift registers.
This document describes a 4-bit synchronous binary counter. It contains the truth table for a JK flip-flop, diagrams of the counter circuit using 4 JK flip-flops connected in series with a common clock, and tables showing the output logic states and timing diagram as the counter counts from 0 to 15 over 16 clock pulses.
This document discusses different types of flip-flops, which are basic sequential circuits that have two stable states and can store one bit of data. It describes common flip-flop types like the S-R latch, clocked S-R flip-flop, J-K flip-flop, D flip-flop, and T flip-flop. It also covers the master-slave J-K flip-flop configuration and differences between latches and flip-flops. Flip-flops have applications in registers, frequency dividers, and digital counters.
A ring counter is a type of shift register where the output of the last flip-flop is connected back to the input of the first flip-flop, creating a circular shift of bits. When a clock signal is applied, the single '1' bit circulates from one stage to the next in a continuous loop. Ring counters are commonly used as frequency dividers and to generate quadrature signals with multiple phases. Their applications include data counting, pattern detection, and producing square waves for timing signals.
This document discusses various types of counters including asynchronous (ripple) counters and synchronous counters. It describes the basic operation and characteristics of ripple counters, synchronous counters, ring counters, Johnson counters, and modulus counters. It also covers the differences between synchronous and asynchronous sequential circuits. Finally, it provides information on finite state machines, including the differences between Moore and Mealy machines.
1. The document discusses sequential logic circuits and various types of flip-flops including SR, D, JK, and T flip-flops. It explains the operation of each flip-flop through truth tables and timing diagrams.
2. Master-slave JK flip-flops are described as using two SR flip-flops in a cascade configuration to avoid unwanted output changes from glitches in the clock signal.
3. Other topics covered include latches, triggering methods, and uses of different flip-flop types in applications such as registers and counters.
The document provides an overview of various types of shift registers and counters. It describes serial-in serial-out, serial-in parallel-out, parallel-in serial-out, and parallel-in parallel-out shift registers. It explains how each type handles data input and output and the number of clock cycles needed for loading and reading. It also covers asynchronous and synchronous counters such as ripple counters and how they differ in clocking approach. Bidirectional shift registers are described as able to shift data either left or right depending on the mode.
Introduction to Sequential DevicesChapter 66.1 M.docxbagotjesusa
油
Introduction to Sequential Devices
Chapter 6
6.1 Models for Sequential CircuitsElevator example:
6.1.1 Block Diagram representation
Memory devices:
- Semiconductor Flip-Flops
- Magnetic devices
- Delay lines
- Mechanical relays
- Rotation switches
- Etc
This circuit can be represented by the following equations:
Vector Notation:
- All the vectors are time dependant
- Vector y has the value y(tk) at time tk.
- Input signals xi and output signal zi may assume a variety of forms
6.1.2 State Tables and DiagramsThe state diagram is a graphical representation of a sequential circuit in which the states are represented by circles and state transition of the circuit are shown by arrows.
State table : all circuit input vectors are listed across the top, while all state vectors are listed down the left side. Entries in the table are the next state and the output.
In practice, the state diagrams and tables are usually labeled using symbols rather than vectors. For example consider a sequential circuit with two present state variables y1, and y2. Then y= [y1 , y2]Therefore the vector y can have any of the four possible values:
In general, if r represents the number of memory devices (number of states) in a circuit with Ns states then
Example: Consider the following sequential circuit with one input x, two state variables y1 and y2, and one output z.
The state diagram is:
Let assume that the circuit is initially in state A. now consider the application of the following input sequence to the circuit:
Hence the input sequence applied to the machine in state A cause the output sequence
Z=0100110111
And leaves the circuit in its final state C.
6.2 Memory Devices-Most memory elements are bistable electronic circuits, that is, they exist indefinitely in one of two possible states, 0 and 1. - Binary data are stored in a memory element by placing the element into the 0 state to store 0 and into the 1 state to store 1. - The output of the memory indicates the present state. - The input of the memory indicates the next state. - Each memory element has one or more excitation inputs, so called because they are used to excite or drive the circuit into the desired state.
Two memory element types
The Two memory element types most commonly used in switching circuits are latches and flip-flops.1- LATCHES
A latch is a memory element whose excitation input signals control the state of
the device
A set latch: the excitation input forces the output of the device to 1.
A Reset latch: the excitation inputs force the device output to 0.
A Set-Reset latch: a latch with both set and reset excitation signals.
Timing Diagram of SR LATCH
2- FLIP-FLOP:
A flip-flop differs from a latch in that it has a
control signal called clock. The clock signal
issues a command to the flip-flop, allowing it
to change states in accordance with its
excitation input signals.
- In both latches and flip-flops, the next s.
The document discusses latches and flip-flops. It describes SR latches and how they can be used to make SR flip-flops. It then discusses different types of flip-flops including D, JK, T flip-flops. It explains how SR flip-flops can be converted to these other flip-flops and discusses issues like race conditions in JK flip-flops and how master-slave flip-flops address this issue.
Lecture -3 Cold water supply system.pptxrabiaatif2
油
The presentation on Cold Water Supply explored the fundamental principles of water distribution in buildings. It covered sources of cold water, including municipal supply, wells, and rainwater harvesting. Key components such as storage tanks, pipes, valves, and pumps were discussed for efficient water delivery. Various distribution systems, including direct and indirect supply methods, were analyzed for residential and commercial applications. The presentation emphasized water quality, pressure regulation, and contamination prevention. Common issues like pipe corrosion, leaks, and pressure drops were addressed along with maintenance strategies. Diagrams and case studies illustrated system layouts and best practices for optimal performance.
Optimization of Cumulative Energy, Exergy Consumption and Environmental Life ...J. Agricultural Machinery
油
Optimal use of resources, including energy, is one of the most important principles in modern and sustainable agricultural systems. Exergy analysis and life cycle assessment were used to study the efficient use of inputs, energy consumption reduction, and various environmental effects in the corn production system in Lorestan province, Iran. The required data were collected from farmers in Lorestan province using random sampling. The Cobb-Douglas equation and data envelopment analysis were utilized for modeling and optimizing cumulative energy and exergy consumption (CEnC and CExC) and devising strategies to mitigate the environmental impacts of corn production. The Cobb-Douglas equation results revealed that electricity, diesel fuel, and N-fertilizer were the major contributors to CExC in the corn production system. According to the Data Envelopment Analysis (DEA) results, the average efficiency of all farms in terms of CExC was 94.7% in the CCR model and 97.8% in the BCC model. Furthermore, the results indicated that there was excessive consumption of inputs, particularly potassium and phosphate fertilizers. By adopting more suitable methods based on DEA of efficient farmers, it was possible to save 6.47, 10.42, 7.40, 13.32, 31.29, 3.25, and 6.78% in the exergy consumption of diesel fuel, electricity, machinery, chemical fertilizers, biocides, seeds, and irrigation, respectively.
Best KNow Hydrogen Fuel Production in the World The cost in USD kwh for H2Daniel Donatelli
油
The cost in USD/kwh for H2
Daniel Donatelli
Secure Supplies Group
Index
Introduction - Page 3
The Need for Hydrogen Fueling - Page 5
Pure H2 Fueling Technology - Page 7
Blend Gas Fueling: A Transition Strategy - Page 10
Performance Metrics: H2 vs. Fossil Fuels - Page 12
Cost Analysis and Economic Viability - Page 15
Innovations Driving Leadership - Page 18
Laminar Flame Speed Adjustment
Heat Management Systems
The Donatelli Cycle
Non-Carnot Cycle Applications
Case Studies and Real-World Applications - Page 22
Conclusion: Secure Supplies Leadership in Hydrogen Fueling - Page 27
Preface: The ReGenX Generator innovation operates with a US Patented Frequency Dependent Load
Current Delay which delays the creation and storage of created Electromagnetic Field Energy around
the exterior of the generator coil. The result is the created and Time Delayed Electromagnetic Field
Energy performs any magnitude of Positive Electro-Mechanical Work at infinite efficiency on the
generator's Rotating Magnetic Field, increasing its Kinetic Energy and increasing the Kinetic Energy of
an EV or ICE Vehicle to any magnitude without requiring any Externally Supplied Input Energy. In
Electricity Generation applications the ReGenX Generator innovation now allows all electricity to be
generated at infinite efficiency requiring zero Input Energy, zero Input Energy Cost, while producing
zero Greenhouse Gas Emissions, zero Air Pollution and zero Nuclear Waste during the Electricity
Generation Phase. In Electric Motor operation the ReGen-X Quantum Motor now allows any
magnitude of Work to be performed with zero Electric Input Energy.
Demonstration Protocol: The demonstration protocol involves three prototypes;
1. Protytpe #1, demonstrates the ReGenX Generator's Load Current Time Delay when compared
to the instantaneous Load Current Sine Wave for a Conventional Generator Coil.
2. In the Conventional Faraday Generator operation the created Electromagnetic Field Energy
performs Negative Work at infinite efficiency and it reduces the Kinetic Energy of the system.
3. The Magnitude of the Negative Work / System Kinetic Energy Reduction (in Joules) is equal to
the Magnitude of the created Electromagnetic Field Energy (also in Joules).
4. When the Conventional Faraday Generator is placed On-Load, Negative Work is performed and
the speed of the system decreases according to Lenz's Law of Induction.
5. In order to maintain the System Speed and the Electric Power magnitude to the Loads,
additional Input Power must be supplied to the Prime Mover and additional Mechanical Input
Power must be supplied to the Generator's Drive Shaft.
6. For example, if 100 Watts of Electric Power is delivered to the Load by the Faraday Generator,
an additional >100 Watts of Mechanical Input Power must be supplied to the Generator's Drive
Shaft by the Prime Mover.
7. If 1 MW of Electric Power is delivered to the Load by the Faraday Generator, an additional >1
MW Watts of Mechanical Input Power must be supplied to the Generator's Drive Shaft by the
Prime Mover.
8. Generally speaking the ratio is 2 Watts of Mechanical Input Power to every 1 Watt of Electric
Output Power generated.
9. The increase in Drive Shaft Mechanical Input Power is provided by the Prime Mover and the
Input Energy Source which powers the Prime Mover.
10. In the Heins ReGenX Generator operation the created and Time Delayed Electromagnetic Field
Energy performs Positive Work at infinite efficiency and it increases the Kinetic Energy of the
system.
"Zen and the Art of Industrial Construction"
Once upon a time in Gujarat, Plinth and Roofs was working on a massive industrial shed project. Everything was going smoothlyblueprints were flawless, steel structures were rising, and even the cement was behaving. That is, until...
Meet Ramesh, the Stressed Engineer.
Ramesh was a perfectionist. He measured bolts with the precision of a Swiss watchmaker and treated every steel beam like his own child. But as the deadline approached, Rameshs stress levels skyrocketed.
One day, he called Parul, the total management & marketing mastermind.
Ramesh (panicking): "Parul maam! The roof isn't aligning by 0.2 degrees! This is a disaster!"
Parul (calmly): "Ramesh, have you tried... meditating?"
、 Ramesh: "Meditating? Maam, I have 500 workers on-site, and you want me to sit cross-legged and hum Om?"
Parul: "Exactly. Mystic of Seven can help!"
Reluctantly, Ramesh agreed to a 5-minute guided meditation session.
He closed his eyes.
鏝 He breathed deeply.
He chanted "Om Namah Roofaya" (his custom version of a mantra).
When he opened his eyes, a miracle happened!
ッ His mind was clear.
The roof magically aligned (okay, maybe the team just adjusted it while he was meditating).
And for the first time, Ramesh smiled instead of calculating load capacities in his head.
Lesson Learned: Sometimes, even in industrial construction, a little bit of mindfulness goes a long way.
From that day on, Plinth and Roofs introduced tea breaks with meditation sessions, and productivity skyrocketed!
Moral of the story: "When in doubt, breathe it out!"
#PlinthAndRoofs #MysticOfSeven #ZenConstruction #MindfulEngineering
Engineering at Lovely Professional University (LPU).pdfSona
油
LPUs engineering programs provide students with the skills and knowledge to excel in the rapidly evolving tech industry, ensuring a bright and successful future. With world-class infrastructure, top-tier placements, and global exposure, LPU stands as a premier destination for aspiring engineers.
2. Sequential Circuits
Latches,
Flip-flops - SR, JK, D, T, and Master-Slave Characteristic table and
equation
counters and their design,
Synchronous counters Synchronous Up/Down counters
Programmable counters State table and state transition diagram ,
sequential circuits design methodology.
Registers shift registers.
3. Sequential Circuits
A sequential circuit refers to a special type of circuit.
It consists of a series of various inputs and outputs.
Here, the outputs depend on a combination of both the present
inputs as well as the previous outputs.
This previous output gets treated in the form of the present state.
But sequential circuit has memory so output can vary based on
input.
This type of circuits uses previous input, output, clock and a memory
element.
5. Flip Flop
Flip flop is a sequential circuit which generally samples
its inputs and changes its outputs only at particular
instants of time and not continuously.
Flip flop is said to be edge sensitive or edge triggered
rather than being level triggered like latches.
6. S-R Flip Flop
It is basically S-R latch using NAND gates with an
additional enable input.
It is also called as level triggered SR-FF.
For this, circuit in output will take place if and only if the enable input
(E) is made active.
In short this circuit will operate as an S-R latch if E = 1 but there is no
change in the output if E = 0.
characteristics equations for flip flops: Qn+1 = S + R
Qn
11. JK Flip Flop
The JK Flip-flop is similar to the SR Flip-flop but there is no change in state
when the J and K inputs are both LOW.
in sequential logic circuits but it suffers from two basic switching problems.
1. the Set = 0 and Reset = 0 condition (S = R = 0) must always be avoided
2. if Set or Reset change state while the enable (EN) input is high the correct
latching action may not occur
Then to overcome these two fundamental design problems with the SR flip-
flop design, the JK flip Flop was developed.
15. Master-Slave JK Flip-flop
The master-slave flip-flop eliminates all the timing problems by using two
SR flip-flops connected together in a series configuration.
One flip-flop acts as the Master circuit, which triggers on the leading
edge of the clock pulse while the other acts as the Slave circuit, which
triggers on the falling edge of the clock pulse.
This results in the two sections, the master section and the slave section
being enabled during opposite half-cycles of the clock signal.
16. Master-Slave JK Flip-flop
The Master-Slave Flip-Flop is basically two gated SR flip-flops
connected together in a series configuration with the slave having an
inverted clock pulse.
The outputs from Q and Q from the Slave flip-flop are fed back to
the inputs of the Master with the outputs of the Master flip flop
being connected to the two inputs of the Slave flip flop.
This feedback configuration from the slaves output to the masters
input gives the characteristic toggle as shown below.
18. Delay Flip Flop / D Flip Flop
Delay Flip Flop or D Flip Flop is the simple gated S-R latch with a NAND
inverter connected between S and R inputs.
It has only one input.
The input data is appearing at the output after some time.
Due to this data delay between i/p and o/p, it is called delay flip flop.
S and R will be the complements of each other due to NAND inverter.
Hence S = R = 0 or S = R = 1, these input condition will never appear. This
problem is avoid by SR = 00 and SR = 1 conditions.
Qn+1 = JQ
n + K
Qn
22. Toggle Flip Flop / T Flip Flop
Toggle flip flop is basically a JK flip flop with J and K
terminals permanently connected together.
It has only input denoted by T as shown in the Symbol
Diagram.
The symbol for positive edge triggered T flip flop is shown
in the Block Diagram.
26. Counters and their design
Synchronous counters
Synchronous Up/Down counters
Programmable counters State table and
state transition diagram ,
sequential circuits design methodology.
27. Counters and their design :
A special type of sequential circuit used to count the pulse is known as a
counter, or a collection of flip flops where the clock signal is applied is
known as counters.
The counter is one of the widest applications of the flip flop. Based on the
clock pulse, the output of the counter contains a predefined state. The
number of the pulse can be counted using the output of the counter.
29. It is a group of flip-flops with a clock signal applied.
Counters are of two types.
(1)Asynchronous or ripple counters.
(2)Synchronous counters.
30. Asynchronous or ripple counters:
The external clock signal is applied to one flip flop and then
output of preceding flip flop is connected to the clock of next flip
flop.
Ripple counter is a special type of Asynchronous counter in which
the clock pulse ripples through the circuit.
The n-MOD ripple counter forms by combining n number of flip-
flops.
The n-MOD ripple counter can count 2n states, and then the
counter resets to its initial value.
32. The logic diagram of a 2-bit ripple up counter is shown in
figure. The toggle (T) flip-flop are being used.
But we can use the JK flip-flop also with J and K connected
permanently to logic 1.
External clock is applied to the clock input of flip-flop
A and QA output is applied to the clock input of the next flip-
flop i.e. FF-B.
39. Synchronous counters:
If the "clock" pulses are applied to all the flip-flops in a counter
simultaneously, then such a counter is called as synchronous
counter.
2-bit Synchronous up counter
The JA and KA inputs of FF-A are tied to logic 1. So FF-A will
work as a toggle flip-flop. The JB and KB inputs are connected to
QA.
46. Classification of counters
Depending on the way in which the counting progresses, the
synchronous or asynchronous counters are classified as follows
1.Up counters
2.Down counters
3.Up/Down counters
47. UP/DOWN Counter:
Up counter and down counter is combined together to obtain an
UP/DOWN counter.
A mode control (M) input is also provided to select either up or
down mode.
A combinational circuit is required to be designed and used
between each pair of flip-flop in order to achieve the up/down
operation.
Type of up/down counters
UP/DOWN ripple counters
UP/DOWN synchronous counter
48. UP/DOWN Ripple Counters
In the UP/DOWN ripple counter all the FFs operate in the toggle mode.
So either T flip-flops or JK flip-flops are to be used.
The LSB flip-flop receives clock directly. But the clock to every other
FF is obtained from (Q = Q bar) output of the previous FF.
UP counting mode (M=0) The Q output of the preceding FF is
connected to the clock of the next stage if up counting is to be
achieved. For this mode, the mode select input M is at logic 0 (M=0).
DOWN counting mode (M=1) If M = 1, then the Q bar output of the
preceding FF is connected to the next FF. This will operate the counter
in the counting mode.
52. Register
one flip-flop can store one-bit of information. In order to
store multiple bits of information, we require multiple
flip-flops. The group of flip-flops, which are used to
hold ,store the binary data is known as Register.
If the register is capable of shifting bits either towards
right hand side or towards left hand side is known as Shift
register. An N bit shift register contains N flip-flop.
53. the four types of shift registers based on applying
inputs and accessing of outputs.
1.Serial In Serial Out shift register
2.Serial In Parallel Out shift register
3.Parallel In Serial Out shift register
4.Parallel In Parallel Out shift register
54. 1.Serial In Serial Out shift register
(SISO Shift Register)
The shift register, which allows serial input
and produces serial output is known as Serial
In Serial Out SISOSISO shift register.
The block diagram of 3-bit SISO shift register
is shown in the following figure.
Similarly, the N-bit SISO shift
register requires 2N-1 clock pulses in order to
shift N bit information.
56. This block diagram consists of three D flip-flops, which are cascaded.
That means, output of one D flip-flop is connected as the input of next D
flip-flop.
All these flip-flops are synchronous with each other since, the same clock
signal is applied to each one.
In this shift register, we can send the bits serially from the input of left most
D flip-flop.
Hence, this input is also called as serial input.
For every positive edge triggering of clock signal, the data shifts from one
stage to the next.
So, we can receive the bits serially from the output of right most D flip-flop.
Hence, this output is also called as serial output.
57. 2.Serial In - Parallel Out SIPO Shift Register
The shift register, which allows serial input and
produces parallel output is known as Serial In
Parallel Out SIPOSIPO shift register.
The block diagram of 3-bit SIPO shift register is
shown in the following figure.
Similarly, the N-bit SIPO shift register requires N clock
pulses in order to shift N bit information.
59. This circuit consists of three D flip-flops, which are cascaded.
That means, output of one D flip-flop is connected as the input of next D flip-
flop.
All these flip-flops are synchronous with each other since, the same clock
signal is applied to each one.
In this shift register, we can send the bits serially from the input of left most
D flip-flop. Hence, this input is also called as serial input.
For every positive edge triggering of clock signal, the data shifts from one
stage to the next.
In this case, we can access the outputs of each D flip-flop in parallel. So, we
will get parallel outputs from this shift register.
60. 3.Parallel In Serial Out PISO Shift Register
The shift register, which allows parallel input and produces
serial output is known as Parallel In Serial
Out PISOPISO shift register. The block diagram of 3-bit PISO
shift register is shown in the following figure.
the N-bit PISO shift register requires N-1 clock pulses in
order to shift N bit information.
62. This circuit consists of three D flip-flops, which are
cascaded.
That means, output of one D flip-flop is connected as the
input of next D flip-flop.
All these flip-flops are synchronous with each other since,
the same clock signal is applied to each one.
In this shift register, we can apply the parallel inputs to
each D flip-flop by making Preset Enable to 1.
For every positive edge triggering of clock signal, the data
shifts from one stage to the next. So, we will get the serial
output from the right most D flip-flop.
63. 4.Parallel In - Parallel Out PIPO Shift Register
The shift register, which allows parallel input and produces parallel
output is known as Parallel In Parallel Out PIPOPIPO shift register.
The block diagram of 3-bit PIPO shift register is shown in the
following figure.
Similarly, the N-bit PIPO shift register doesnt require any clock pulse
in order to shift N bit information.