This interval
determines the "horizontal resolution".fr
. This mode is
reserved for periodic signals./
Theoretical Introduction
OSCILLOSCOPES
Digital oscilloscope
DEFINITION:
■ Digital oscilloscope
This instrument that allows you view the waveform
of periodic electrical signal (even very slow) a
function time, view single event.
According "Shannon's theorem", this frequency must least double the frequency the signal be
observed.
■Memory depth:
This expressed kilo points (kpoints) and determines
the "recording duration" according the sweep speed;
the higher is, the longer the "recording duration" will be.
"Equivalent time" sampling can used achieve much
higher "sampling frequencies" because the samples are
taken from several successive sweeps. practice, the oscilloscope must sample frequency least times higher than the presumed
frequency this signal.4% for 8-bit ADC (28=256)
■Signal processing:
Particularly useful mathematical operations between signals: +,-,* and even complex functions (Fast Fourier
Transform (FFT), harmonic analysis, etc.
■Sampling modes:
For "real-time" "one-shot" sampling, all the samples are
acquired single sweep.)
Sampling
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Block diagram digital oscilloscope
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Detailed product brochures can downloaded from www. varies function of
the sweep speed.
An instrument with times more storage capacity allows
you sample times more frequently for given
recording duration.
The "useful bandwidth" will one tenth the maximum sampling rate and will expressed MegaHertz.
■Sampling frequency:
The inverse the sampling interval, this expressed MegaSamples per second (MS/s). The vertical resolution defined the
capacity bits the Analogue/Digital Converter (ADC).
■Vertical resolution:
"Quantization" involves converting sample's value into binary number.
Choosing your digital oscilloscope
■ Sampling:
Operation that involves measuring the instantaneous value signal's amplitude regular intervals.metrix. Because the
processing digital, signals and automatic measurements
can stored and the data can transferred onto a
computer. 1/256 0
