This document discusses oscillators with RC feedback circuits. It describes the basic concept of an oscillator that generates a periodic waveform without an external signal source. Specifically, it analyzes the operation of RC oscillators, describing the Wien bridge and phase shift oscillator. It provides the objectives, circuit diagrams, equations, examples, and advantages of the phase shift oscillator using an op-amp with a three-section feedback network.
Hartley oscillator circuit theory working and applicationelprocus
This article discusses about an hartley oscillator circuit, circuit using operational amplifier, uses LC tank circuit, advantages, disadvantages and its applications
Oscillator is a mechanical or electronic device works on the principle of oscillation i.e. a periodic fluctuation between two things based on changes in energy. It is of two types; linear oscillators and non linear oscillators. The wave shape and amplitude are determined by the design of the oscillator circuit and choice of component values.
An electronic oscillator is an electronic circuit that produces a periodic, oscillating electronic signal, often a sine wave or a square wave. Oscillators convert direct current (DC) from a power supply to an alternating current (AC) signal. They are widely used in many electronic devices. Common examples of signals generated by oscillators include signals broadcast by radio and television transmitters, clock signals that regulate computers and quartz clocks, and the sounds produced by electronic beepers and video games.
Oscillators designed to produce a high-power AC output from a DC supply are usually called inverters.
There are two main types of electronic oscillator: the linear or harmonic oscillator and the nonlinear or relaxation oscillator.
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Oscillators introduction and its types, phase shift oscillators and wein bridge oscillators,difference between phase shift and wein bridge, frequency stability, oscillators principle and conditions, block diagram of oscillators, block diagram of phase shift oscillators
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Hartley oscillator circuit theory working and applicationelprocus
This article discusses about an hartley oscillator circuit, circuit using operational amplifier, uses LC tank circuit, advantages, disadvantages and its applications
Oscillator is a mechanical or electronic device works on the principle of oscillation i.e. a periodic fluctuation between two things based on changes in energy. It is of two types; linear oscillators and non linear oscillators. The wave shape and amplitude are determined by the design of the oscillator circuit and choice of component values.
An electronic oscillator is an electronic circuit that produces a periodic, oscillating electronic signal, often a sine wave or a square wave. Oscillators convert direct current (DC) from a power supply to an alternating current (AC) signal. They are widely used in many electronic devices. Common examples of signals generated by oscillators include signals broadcast by radio and television transmitters, clock signals that regulate computers and quartz clocks, and the sounds produced by electronic beepers and video games.
Oscillators designed to produce a high-power AC output from a DC supply are usually called inverters.
There are two main types of electronic oscillator: the linear or harmonic oscillator and the nonlinear or relaxation oscillator.
Colpitts Oscillator - Working and Applicationselprocus
We provide you Project Colpitts Oscillator - Working and Applications.You can choose the best of your choice and interest from the list of topics we suggested. All new project ideas that are appearing focuses to improve the knowledge of Engineering students.
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Elprocus provides free verified electronic projects kits around the world with abstracts, circuit diagrams, and free electronic software. We provide guidance manual for Do It Yourself Kits (DIY) with the modules at best price along with free shipping.
Oscillators introduction and its types, phase shift oscillators and wein bridge oscillators,difference between phase shift and wein bridge, frequency stability, oscillators principle and conditions, block diagram of oscillators, block diagram of phase shift oscillators
Infomatica, as it stands today, is a manifestation of our values, toil, and dedication towards imparting knowledge to the pupils of the society. Visit us: http://www.infomaticaacademy.com/
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33Analog Applications Journal August 2000 Analog and Mixed.docxgilbertkpeters11344
33
Analog Applications Journal August 2000 Analog and Mixed-Signal Products
Design of op amp sine wave oscillators
Criteria for oscillation
The canonical form of a feedback system1 is shown in
Figure 1, and Equation 1 describes the performance of
any feedback system (an amplifier with passive feedback
components constitutes a feedback system).
(1)
Oscillation results from an unstable state; i.e., the feed-
back system can’t find a stable state because its transfer
function can’t be satisfied. Equation 1 becomes unstable
when (1+Aβ) = 0 because A/0 is an undefined state. Thus,
the key to designing an oscillator is to insure that Aβ = –1
(called the Barkhausen criterion), or using complex math
the equivalent expression is Aβ = 1∠ –180°. The –180°
phase shift criterion applies to negative feedback systems,
and 0° phase shift applies to positive feedback systems.
The output voltage of a feedback system heads for
infinite voltage when Aβ = –1. When the output voltage
approaches either power rail, the active devices in the
amplifiers change gain, causing the value of A to change
so the value of Aβ ≠ –1; thus, the
charge to infinite voltage slows down
and eventually halts. At this point one
of three things can occur. First, non-
linearity in saturation or cutoff can cause
the system to become stable and lock
up. Second, the initial charge can cause
the system to saturate (or cut off) and
stay that way for a long time before it
becomes linear and heads for the oppo-
site power rail. Third, the system stays
linear and reverses direction, heading
for the opposite power rail. Alternative
two produces highly distorted oscilla-
tions (usually quasi square waves),
and the resulting oscillators are called
relaxation oscillators. Alternative three
produces sine wave oscillators.
All oscillator circuits were built with
TLV247X op amps, 5% resistors, and
β+
=
A1
A
V
V
IN
OUT
20% capacitors; hence, component tolerances cause differ-
ences between ideal and measured values.
Phase shift in oscillators
The 180° phase shift in the equation Aβ = 1∠ –180° is
introduced by active and passive components. Like any
well-designed feedback circuit, oscillators are made
dependent on passive component phase shift because it is
accurate and almost drift-free. The phase shift contributed
by active components is minimized because it varies with
temperature, has a wide initial tolerance, and is device-
dependent. Amplifiers are selected such that they con-
tribute little or no phase shift at the oscillation frequency.
A single pole RL or RC circuit contributes up to 90°
phase shift per pole, and because 180° is required for
oscillation, at least two poles must be used in oscillator
design. An LC circuit has two poles; thus, it contributes up
to 180° phase shift per pole pair, but LC and LR oscillators
are not considered here because low frequency inductors
are expensive, heavy, bulky, and non-ideal. LC oscillators
are designed in high-frequency applications, be.
Oscillator is a mechanical or electronic device works on the principle of oscillation i.e. a periodic fluctuation between two things based on changes in energy. It is of two types; linear or Harmonic oscillator and Relaxation or non linear oscillator.Oscillator is a mechanical or electronic device works on the principle of oscillation i.e. a periodic fluctuation between two things based on changes in energy.
Electrical current, voltage, resistance, capacitance, and inductance are a few of the basic elements of electronics and radio. Apart from current, voltage, resistance, capacitance, and inductance, there are many other interesting elements to electronic technology. ... Use Electronics Notes to learn electronics online.
Electrical current, voltage, resistance, capacitance, and inductance are a few of the basic elements of electronics and radio. Apart from current, voltage, resistance, capacitance, and inductance, there are many other interesting elements to electronic technology. ... Use Electronics Notes to learn electronics online.
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2. GROUP MEMBERS
• 17tc-06 SHAHROOZ ASIF
• 17tc-02 MEER SHAH
• 17tc-47 Ayesha Mehar
• 17tc-45 Mishall
3. OBJECTIVES
DESCRIBE THE BASIC CONCEPT OF AN OSCILLATOR
ANALYZE THE OPERATION OF RC OSCILLATORS
DESCRIBE THE CONCEPT OF WEIN BRIDGE + ADVANTAGES &
DISADVANTAGES
PHASE SHIFT OSCILLATOR USING OP-AMP
4. Oscillator is an electronic circuit that generates a periodic
waveform on its output without an external signal source.
It is used to convert dc to ac.
The waveform can be sine wave, square wave, triangular
wave, and sawtooth wave.
dc supply
voltage
V out
or
or
Oscillator
5. The is widely used for generation of
sine wave signals. The positive (in phase) feedback maintains
the oscillations
If the feedback circuit
returns the signal out
of phase, an inverting
amplifier produces
positive feedback.
In phase
Noninverting
amplifier
V f V o
A v
Feedback
circuit
7. RC feedback oscillators are generally limited to
frequencies of 1 MHz or less.
The types of RC oscillators that we will discuss are the
Wien-bridge and the phase-shift
8. The RC Oscillator Circuit
RC Oscillators use a combination
of an amplifier and an RC
network to produce oscillations
due to the phase shift between
the stages
9.
10.
11.
12.
13.
14.
15.
16.
17.
18. Phase shift
Phase shift is any change that occurs in the phase of quantity , or in
the phase difference between two or more quantities. Sometimes it
referred as Phase-shift or Phase-offset because it represents a
“shift” from zero phase.
19. Phase-shift oscillator
A phase-shift oscillator is a linear electronic oscillator circuit that
produces a sine wave output. It consists of an inverting amplifier
element such as a transistor or op-amp with its output fed back to
its input through a phase-shift network consisting of resistors and
capacitors in a ladder network.
20. PHASE-SHIFT OSCILLATOR USING OP-AMP
The circuit shown below indicates that the feedback is
connected to the inverting X input of the operational
amplifier which produces the required 180ophase shift.
Another 180o phase shift is produced through the
three stage RC phase shift network which got combine
With feedback phase shift and produces 360o or 0o
phase shift which is the required condition for
sustained oscillations. RC oscillators with four stages
Are generally used because available op-amp came
in quad IC packages.
22. if R1=R2=R3=R and C1=C2=C3=C, then:
The equation for the frequency of oscillation given by:
RC
f
62
1
23. Problem:
Determine the frequency of oscillation of a phase-shift oscillator
with a three-section feedback network consisting of 13- resistors
and 100- micro F capacitors.
Data:
R= 13-
C= 100- micro F
24. Using equation for frequency of oscillation we
can compute the frequency Of oscillation as
RC
f
62
1
Hz
F
50
)100()13()62(
1
25. Advantages
It provides good frequency stability.
It is not bulky and expensive.
It is suitable for low frequencies to say as of the order of 1 KHz.
It generates a sinusoidal output which is distortion free.
It is simpler than Wien bridge oscillator because it does not need
negative feedback and stabilization arrangements.