Counters-Counter is a sequential circuit.pptxBINJAD1
油
Counter is a sequential circuit. A digital circuit which is used for a counting pulses is known counter. Counter is the widest application of flip-flops.
The document discusses different types of counters including ring counters, ripple counters, synchronous counters, and modulo-N counters. It provides details on their circuit designs and operating principles. Ring counters transfer a '1' output between stages with each clock cycle. Ripple counters use one flip-flop's output to clock the next. Synchronous counters apply clock pulses simultaneously. Modulo-N counters reset after N clock cycles using logic gates. Decade counters reset after a count of 10 to provide decimal output.
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.
This document discusses counters and their applications. It begins by defining a counter as a sequential digital device used for counting up or down. There are different types of counters including asynchronous (ripple) counters and binary counters. Counters are used for applications like frequency division and reducing the frequency of a clock signal. Flip-flops are also discussed as they are the basic building blocks of counters. Specific counter circuits like binary ripple counters, BCD counters, and techniques for designing counters with modular values other than powers of two are described.
Presentation on Counters for (Digital Systems Design).pptxAniruddh70
油
1. Counters are sequential circuits that cycle through a sequence of states upon receiving a clock pulse or other input signal. They are used for applications like counting events, generating timing sequences, and addressing memory.
2. There are two main types of counters: asynchronous/ripple counters where each flip-flop is triggered by the previous one, and synchronous counters where all flip-flops are triggered simultaneously by a clock. Asynchronous counters are simpler but slower while synchronous counters are faster but more complex.
3. Binary counters follow a binary sequence and can count from 0 to 2n-1 for an n-bit counter. Other counter types include up/down, ring, Johnson, and decade counters.
This document discusses asynchronous and synchronous counters. It provides examples of MOD-4, MOD-8, and MOD-6 asynchronous up counters using D flip-flops. It explains how synchronous counters use a common clock signal for all flip-flops. Examples are given for designing MOD-4 and MOD-4 synchronous up and down counters using JK flip-flops. The document also discusses asynchronous counter ICs and provides examples of MOD counters greater than a power of 2, such as MOD-9 and MOD-10, using T flip-flops.
The document discusses synchronous and asynchronous counters. It defines a counter as a digital circuit that counts input pulses. Asynchronous counters have flip-flops that change state at different times since they do not share a common clock. Synchronous counters have all flip-flops change simultaneously due to a shared global clock, allowing them to operate at higher frequencies. The document provides examples of 2-bit, 3-bit, and 4-bit synchronous binary counters as well as a 4-bit synchronous decade counter along with their operations and timing diagrams.
This presentation is all about counters, focusing on synchronous and asynchronous counters. The unique feature is the incorporation of the circuit images generated from MULTISIM software imparting practical knowledge to the users.
This presentation is all about counters, focusing on asynchronous and synchronous counters. The unique feature is the incorporation of the circuit images generated from MULTI SIM software imparting practical knowledge to the users.
This presentation is all about counters, focusing on synchronous and asynchronous counters. The unique feature is the incorporation of the circuit images generated from MULTISIM software imparting practical knowledge to the users.
The document discusses different 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 also covers asynchronous and synchronous counters such as ripple counters, up/down counters, and mod-N counters. Diagrams and truth tables are provided to illustrate the working of different shift registers and counters.
There are several types of counters that can be implemented using flip-flops and logic gates. Asynchronous/ripple counters use the output of one flip-flop as the clock input for the next flip-flop, resulting in the clock pulse "ripping" through the chain. Synchronous counters clock all flip-flops simultaneously using a single clock. Decade counters count to 10 before resetting. Shift register counters like ring counters and Johnson counters produce specific output sequences by feeding the output back as the input.
This document discusses different types of counters used in digital circuits. It defines a counter as a sequential circuit that cycles through a sequence of states in response to clock pulses. Binary counters count in binary and can count from 0 to 2n-1 with n flip-flops. Asynchronous counters have flip-flops that are not triggered simultaneously by a clock, while synchronous counters use a common clock for all flip-flops. Other counter types include ring counters, Johnson counters, and decade counters. The document provides examples of binary, asynchronous, and synchronous counters and discusses their applications in areas like timing sequences and addressing memory.
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.
B sc cs i bo-de u-iii counters & registersRai University
油
The document discusses registers and counters in digital circuits. It explains that counters are used for timing, sequencing, and counting applications. There are two main types of counters: ripple counters where each flip-flop triggers the next in sequence, and synchronous counters where all flip-flops are triggered simultaneously by a common clock. Binary ripple and synchronous 4-bit counters are described in detail through diagrams and explanations of their working principles. Parallel versus serial data transmission is also briefly discussed.
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.
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.
Counters are digital circuits that use flip-flops to count clock pulses. There are different types of counters including synchronous, asynchronous, up/down, decade, ring, and Johnson counters. Synchronous counters are faster but more complex and expensive than asynchronous counters. A decade counter uses JK flip-flops with the J and K inputs connected to logic 1 and the outputs in a cascade to count from 0 to 9 before resetting. A ring counter cascades flip-flops in a loop with the output of the last connected to the input of the first. A Johnson counter is similar but with the inverted output of the last flip-flop connected to the first.
The attached narrated power point presentation reviews the construction, working and timing diagrams of ring and johnson counters as well as asynchronous and synchronous up, down, up/down and decade counters using popular flipflop ICs. The material will be useful for KTU B Tech second year students who prepare for the subject CSL 202, Digital Laboratory.
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 different types of counters, including asynchronous and synchronous counters. Asynchronous counters use flip-flops that are not connected to a common clock, resulting in a "ripple" effect. Synchronous counters connect all flip-flops to the same clock and use combinational logic to generate the next state. Counters can be cascaded to achieve higher modulus by connecting the output of one counter to the input of the next. The document also provides an example of designing a synchronous BCD counter and cascading a mod-10 and mod-8 counter.
This document discusses counters, which are digital circuits used for counting pulses. It describes asynchronous and synchronous counters, and different types including up/down counters, decade counters, ring counters, and Johnson counters. Examples of counter applications are given such as in kitchen appliances, washing machines, microwaves, and programmable logic controllers. Counters are used for tasks like time measurement, frequency division, and digital signal generation.
This document discusses synchronous up/down counters. It describes how synchronous counters use a single clock signal for all flip-flops. It also defines up counters, down counters, and synchronous up/down counters which can count in either direction based on an input. Applications are given such as in appliances, clocks, and digital to analog converters. Advantages include ease of design, speed, and reliability compared to asynchronous counters.
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.
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This presentation is all about counters, focusing on synchronous and asynchronous counters. The unique feature is the incorporation of the circuit images generated from MULTISIM software imparting practical knowledge to the users.
This presentation is all about counters, focusing on asynchronous and synchronous counters. The unique feature is the incorporation of the circuit images generated from MULTI SIM software imparting practical knowledge to the users.
This presentation is all about counters, focusing on synchronous and asynchronous counters. The unique feature is the incorporation of the circuit images generated from MULTISIM software imparting practical knowledge to the users.
The document discusses different 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 also covers asynchronous and synchronous counters such as ripple counters, up/down counters, and mod-N counters. Diagrams and truth tables are provided to illustrate the working of different shift registers and counters.
There are several types of counters that can be implemented using flip-flops and logic gates. Asynchronous/ripple counters use the output of one flip-flop as the clock input for the next flip-flop, resulting in the clock pulse "ripping" through the chain. Synchronous counters clock all flip-flops simultaneously using a single clock. Decade counters count to 10 before resetting. Shift register counters like ring counters and Johnson counters produce specific output sequences by feeding the output back as the input.
This document discusses different types of counters used in digital circuits. It defines a counter as a sequential circuit that cycles through a sequence of states in response to clock pulses. Binary counters count in binary and can count from 0 to 2n-1 with n flip-flops. Asynchronous counters have flip-flops that are not triggered simultaneously by a clock, while synchronous counters use a common clock for all flip-flops. Other counter types include ring counters, Johnson counters, and decade counters. The document provides examples of binary, asynchronous, and synchronous counters and discusses their applications in areas like timing sequences and addressing memory.
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.
B sc cs i bo-de u-iii counters & registersRai University
油
The document discusses registers and counters in digital circuits. It explains that counters are used for timing, sequencing, and counting applications. There are two main types of counters: ripple counters where each flip-flop triggers the next in sequence, and synchronous counters where all flip-flops are triggered simultaneously by a common clock. Binary ripple and synchronous 4-bit counters are described in detail through diagrams and explanations of their working principles. Parallel versus serial data transmission is also briefly discussed.
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.
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.
Counters are digital circuits that use flip-flops to count clock pulses. There are different types of counters including synchronous, asynchronous, up/down, decade, ring, and Johnson counters. Synchronous counters are faster but more complex and expensive than asynchronous counters. A decade counter uses JK flip-flops with the J and K inputs connected to logic 1 and the outputs in a cascade to count from 0 to 9 before resetting. A ring counter cascades flip-flops in a loop with the output of the last connected to the input of the first. A Johnson counter is similar but with the inverted output of the last flip-flop connected to the first.
The attached narrated power point presentation reviews the construction, working and timing diagrams of ring and johnson counters as well as asynchronous and synchronous up, down, up/down and decade counters using popular flipflop ICs. The material will be useful for KTU B Tech second year students who prepare for the subject CSL 202, Digital Laboratory.
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 different types of counters, including asynchronous and synchronous counters. Asynchronous counters use flip-flops that are not connected to a common clock, resulting in a "ripple" effect. Synchronous counters connect all flip-flops to the same clock and use combinational logic to generate the next state. Counters can be cascaded to achieve higher modulus by connecting the output of one counter to the input of the next. The document also provides an example of designing a synchronous BCD counter and cascading a mod-10 and mod-8 counter.
This document discusses counters, which are digital circuits used for counting pulses. It describes asynchronous and synchronous counters, and different types including up/down counters, decade counters, ring counters, and Johnson counters. Examples of counter applications are given such as in kitchen appliances, washing machines, microwaves, and programmable logic controllers. Counters are used for tasks like time measurement, frequency division, and digital signal generation.
This document discusses synchronous up/down counters. It describes how synchronous counters use a single clock signal for all flip-flops. It also defines up counters, down counters, and synchronous up/down counters which can count in either direction based on an input. Applications are given such as in appliances, clocks, and digital to analog converters. Advantages include ease of design, speed, and reliability compared to asynchronous counters.
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2. 2
Counters
Counter is a sequential circuit. A digital circuit which is used for a counting
pulses is known counter.
Counters are of two types.
Asynchronous or ripple counters.
Synchronous counters.
Depending on the way in which the counting progresses, the synchronous or
asynchronous counters are classified as follows
Up counters
Down counters
Up/Down counters
3. 3
Types
Asynchronous Counters (or Ripple counters)
the clock signal (CLK) is only used to clock the first FF.
Each FF (except the first FF) is clocked by the preceding FF.
Synchronous Counters
the clock signal (CLK) is applied to all FF
all FF shares the same clock signal,
the output will change at the same time.
4. 4
Modulus (MOD)
the number of states it counts in a complete cycle before it goes back
to the initial state.
No. of states = 2n
= MOD number
Where n is no of flip flops
E.g. MOD-4 use 2 FF (2-bit), MOD-8 use 3 FF (3-bit), etc..)
Modulus (MOD) the number of states it counts in a complete cycle
before it goes back to the initial state.
So in general, an n-bit ripple counter is called as modulo-N counter.
5. 5
Ripple Counter
an asynchronous counter where only the first flip-flop is clocked by an
external clock.
All subsequent flip-flops are clocked by the output of the preceding
flip-flop.
Asynchronous counters are also called ripple-counters because of the
way the clock pulse ripples it way through the flip-flops.
6. 6
2-bit ripple up counter
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.
It contains two flip flops. A 2-bit ripple counter can count up to 4 states. It counts from 0 to 3.
7. 7
2 bit Ripple Down Counter
It contains two flip flops. A 2-bit ripple counter can count up to 4 states.
It is known as down counter as it counts down from 3 to 0.
8. 8
Up/Down Counter
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 or 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 down counting mode.
9. 9
3-bit binary up/down ripple counter
3-bit : hence three FFs are required.
UP/DOWN : So a mode control input is essential.
For a ripple up counter, the Q output of preceding FF is connected to
the clock input of the next one.
For a ripple down counter, the Q bar output of preceding FF is
connected to the clock input of the next one.
11. 11
Working
Case 1: With M = 0 (Up counting mode)
If M = 0 and M bar = 1, then the AND gates 1 and 3 in fig. will be enabled whereas the AND gates 2
and 4 will be disabled.
Hence QA gets connected to the clock input of FF-B and QB gets connected to the clock input of FF-
C.
These connections are same as those for the normal up counter. Thus with M = 0 the circuit work
as an up counter.
Case 2: With M = 1 (Down counting mode)
If M = 1, then AND gates 2 and 4 in fig. are enabled whereas the AND gates 1 and 3 are disabled.
Hence QA bar gets connected to the clock input of FF-B and QB bar gets connected to the clock
input of FF-C.
These connections will produce a down counter. Thus with M = 1 the circuit works as a down
counter.
12. 12
Synchronous counters
If the "clock" pulses are applied to all the flip-flops in a counter
simultaneously
changes in the output occur in synchronisation with the clock signal.
13. 13
Ring Counter
By looping the output back to the input, (feedback) we can convert a
standard shift register circuit into a ring counter. Consider the circuit
below.
#9: Let the selection of Q and Q bar output of the preceding FF be controlled by the mode control input M such that, If M = 0, UP counting. So connect Q to CLK. If M = 1, DOWN counting. So connect Q bar to CLK.