|
Digital Signal
Processing
|
(...continued)
Changes affecting the sampling rate can cause similar
cases of undersampling. Consider again the same
digital measurement system acquiring data at 100
samples/second and a single strain gage on a test
part vibrating at 10Hz. As before, this sampling rate
of 100 samples/second/channel provides for 10
datum/cycle/channel, and should be adequate to
reconstruct the signal in the time domain. But if the
number of channels is increased to 10 and a
multiplexer is used to sample each channel
sequentially, the scanning rate is reduced to only 10
scans/second/channel and the system can now provide
for only 1 datum/cycle/channel.
While the throughput rate and frequency of the
signal were unchanged, the data became meaningless
when the number of channels (and thus the sampling
rate) was changed.
The only cure for undersampling, of course, is to
increase the sampling rate. For systems operating at
a fixed throughput rate (like System 4000, the
original Vishay Measurements Group Data System), that
usually means decreasing the number of channels being
sampled. More sophisticated systems -- like the
Vishay Measurements Group
System
5000
and
System
6000
Data Systems -- allow the sampling (scanning) rates
to be adjusted until the maximum scan rate, maximum
throughput rate, or both are reached. System 5000,
for example, can scan at 1, 10, and 50
samples/second/channel with a maximum throughput of
12,500 samples/second/system. System 6000 will scan
at 10, 100, 200, 500, 1000, 5000, and 10,000
samples/second/channel with a maximum throughput of
about 200,000 samples/second/system when using
Model
6100 Scanners
, and virtually unlimited throughput when using
Model
6200 Scanners
.
(continued...)
Page 16 of 24
|
|