
1. Block Diagram of Digital Storage Oscilloscope 2. DSO Operation Modes 3. Waveform Reconstruction
DIGITAL
STORAGE OSCILLOSCOPE
The digital storage
oscilloscope is an instrument which gives the storage of a digital waveform or
the digital copy of the waveform. It allows us to store the signal or the
waveform in the digital format, and in the digital memory also it allows us to
do the digital signal processing techniques over that signal. The maximum
frequency measured on the digital signal oscilloscope depends upon two things
they are: sampling rate of the scope and the nature of the converter. The
traces in DSO are bright, highly defined, and displayed within seconds.
The block diagram of
the digital storage oscilloscope consists of an amplifier, digitizer, memory,
analyzer circuitry. Waveform reconstruction, vertical plates, horizontal
plates, cathode ray tube (CRT), horizontal amplifier, time base circuitry,
trigger, and clock. The block diagram of the digital storage oscilloscope is
shown in the figure 6.28.

As seen in the above
figure, at first digital storage oscilloscope digitizes the analog input signal,
then the analog input signal is amplified by amplifier if it has any weak
signal. After amplification, the signal is digitized by the digitizer and that
digitized signal stores in memory. The analyzer circuit process the digital
signal after that the waveform is reconstructed (again the digital signal is
converted into an analog form) and then that signal is applied to vertical
plates of the cathode ray tube (CRT).
The cathode ray tube
has two inputs they are vertical input and horizontal input. The vertical input
signal is the 'Y' axis and the horizontal input signal is the 'X' axis. The
time base circuit is triggered by the trigger and clock input signal, so it is
going to generate the time base signal which is a ramp signal. Then the ramp
signal is amplified by the horizontal amplifier, and this horizontal amplifier
will provide input to the horizontal plate. On the CRT screen, we will get the
waveform of the input signal versus time.
The digitizing occurs
by taking a sample of the input waveform at periodic intervals. At the periodic
time interval means, when half of the time cycle is completed then we are
taking the samples of the signal. The process of digitizing or sampling should
follow the sampling theorem.
The sampling theorem
says that the rate at which the samples are taken should be greater than twice
the highest frequency present in the input signal. When the analog signal is
not properly converted into digital then there occurs an aliasing effect.
When the analog signal
is properly converted into digital then the resolution of the A/D converter
will be decreased. When the input signals stored in analog store registers can
be read out at a much slower rate by the A/D converter, then the digital output
of the A/D converter stored in the digital store, and it allows operation up to
100 mega samples per second. This is the working principle of a digital storage
oscilloscope.
Many different input
channels are used with digital storage
oscilloscopes. However if all these channels share a common store,
through a multiplexer, then the memory available to each channel is reduced. Digital storage oscilloscopes with up to
40 channels are commercially obtainable, with a storage capability of 25000
dots. Several oscilloscopes also have floppy disc storage capability to allow
non volatile storage of waveforms, which can later be recalled into the
oscilloscope and manipulated.
The digital storage
oscilloscope works in three modes of operations they are roll mode, store mode,
and hold or save mode.
Roll
Mode: In roll mode, very fast varying signals are
displayed on the display screen.
Store
Mode: In the store mode the signals stores in memory.
Hold
or Save Mode: In hold or save mode, some part of the
signal will hold for some time and then they will be stored in memory.
These are the three
modes of digital storage oscilloscope operation.
Although the input
signal may be sampled at greater than twice the highest signal frequency,
aliasing can still result when the output is present as a series of dots,
corresponding to the sampled values. This is illustrated in the figure 6.29 (a)
below, where the user's mind connects together the dots which are physically
closest to each other, rather than those which are closest on the time scale.
In the illustration of
the figure 6.29 (a), it is difficult to visualise the final waveform. And digital storage oscilloscopes generally have the
facility to interpolate between the dots, if required by the user. Two
techniques are used,
(i) Linear
interpolation
(ii)
Sinusoidal interpolation
Linear
Interpolation: In linear interpolation, the dots are
joined by a straight line.
Sinusoidal
Interpolation: In sinusoidal interpolation, the dots
are joined by a sine wave.
In linear
interpolation, shown in the figure 6.29 (b) a straight line is used to connect
the dots together. This works well on a pulsed or square waveform, but not on a
sinusoidal wave, the figure 6.29 (c) shows that sinusoidal interpolation gives
a much better fit for sine waves, although it is not suitable for pulse or
square waves.

Another problem with
the sampling technique used in digital storage oscilloscopes is that it can
miss short term transient, or 'glitches', which occur in between the sample
points. To overcome this problem envelope mode oscilloscopes may be used. These
have special logic circuitry which causes the sample and digitising circuitry
to run at a high speed, independent of the setting of the display time.
At each sample the
value is compared with the previous stored sample, and the higher for lower)
value is stored. This is continued for the screen interval, to that for that
interval the highest and lowest points are always stored. For example, suppose
that an oscilloscope digitises every 2 ms, at a given sweep speed.
If a 0.1 ms transient
were to occur there is a high probability that a conventional digital storage oscilloscope would miss it.
In an envelope mode
digital storage oscilloscopes, the input would be sampled, say, every 200 ns,
but only the highest, or lowest, values that occur within a 2 ms window would
be stored in memory. Therefore the transient would be recorded. The sample rate
of the oscilloscope is controlled by the time setting of the oscilloscope, but
the analog to digital converter runs very
faster.
Basic Electronics and Electrical Engineering: Chapter 6: Measurement and Instrumentation : Tag: Basic Engineering : Block Diagram, Construction, Operation Modes, Principle of Operation - Digital Storage Oscilloscope
Basic Electronics and Electrical Engineering
EE25C04 1st Semester ECE Dept | 2025 Regulation | 2nd Semester 2025 Regulation
English Essentials I
EN25C01 1st Semester | 2025 Regulation | 1st Semester 2025 Regulation
தமிழர் மரபு - Heritage of Tamils
UC25H01 1st Semester | 2025 Regulation | 1st Semester 2025 Regulation
Applied Calculus
MA25C01 Maths 1 M1 - 1st Semester | 2025 Regulation | 1st Semester 2025 Regulation
Applied Physics I
PH25C01 1st Semester | 2025 Regulation | 1st Semester 2025 Regulation
Applied Chemistry I
CY25C01 1st Semester | 2025 Regulation | 1st Semester 2025 Regulation
Makerspace
ME25C04 1st Semester | 2025 Regulation | 1st Semester 2025 Regulation
Computer Programming C
CS25C01 1st Semester | 2025 Regulation | 1st Semester 2025 Regulation
Computer Programming Python
CS25C02 1st Semester | 2025 Regulation | 1st Semester 2025 Regulation
Fundamentals of Electrical and Electronics Engineering
EE25C03 1st Semester | 2025 Regulation | 1st Semester 2025 Regulation
Introduction to Mechanical Engineering
ME25C03 1st Semester | 2025 Regulation | 1st Semester 2025 Regulation
Introduction to Civil Engineering
CE25C01 1st Semester Civil Department | 2025 Regulation | 1st Semester 2025 Regulation
Essentials of Computing
CS25C03 1st Semester - AID CSE IT Department | 2025 Regulation | 1st Semester 2025 Regulation
Applied Physics I Laboratory
PH25C01 1st Semester practical Laboratory Manual | 2025 Regulation | 1st Semester Laboratory 2025 Regulation
Applied Chemistry I Laboratory
CY25C01 1st Semester practical Laboratory Manual | 2025 Regulation | 1st Semester Laboratory 2025 Regulation
Computer Programming C Laboratory
CS25C01 1st Semester practical Laboratory Manual | 2025 Regulation | 1st Semester Laboratory 2025 Regulation
Computer Programming Python Laboratory
CS25C02 1st Semester practical Laboratory Manual | 2025 Regulation | 1st Semester Laboratory 2025 Regulation
Engineering Drawing
ME25C01 EEE Mech Dept | 2025 Regulation | 2nd Semester 2025 Regulation
Basic Electronics and Electrical Engineering
EE25C04 1st Semester ECE Dept | 2025 Regulation | 2nd Semester 2025 Regulation