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Test-signal generators for Mindset MS-1000 electroencephalograph…
The device control and data interchange is operated by
a SCSI interface [2][3]. An appropriate SCSI commands set
makes it possible to control the sampling rate value (64, 128,
256, 512 or 1024 samples per second) and to begin and inish
the process of data sampling [4].
The goal and general idea
The goal is to develop (under Linux OS)
a complete examination
system for the versatile analysis and visualization of EEG signals.
The idea of the project is to build a modular system, where
individual modules are as
much independent as possible, with
a wide choice of active modules and an ordering option. A pipeline
was chosen as an inter-process communication background.
A calibrator is an optional equipment for the EEG Mindset
MS-1000 device. It is a sinusoidal, 16 Hz, 50 μv signal oscillator.
Signal parameters of this oscillator are good. The deviations are:
frequency below 1%, magnitude below 2% and harmonics factor
below 1%. The main purpose of this calibrator is to determine
scaling factors for data errors corrections – due to factors such
as electronic
components tolerance, small errors may occur in
the process of data gathering [5].
Realisation: EEG test signal
oscillators
At the irst stage, a daemon program was developed. The role
of the daemon is to control the Mindset MS-1000
EEG device
and to receive data from it. An oscilloscope program was also
developed to show the gathered data on the screen [6]. At this
stage the calibrator was used as a signal oscillator.
Fig. 2.
Two seconds of calibrator signal (512sps)
One of the next stages of the system development will be the
frequency spectrum analysis of the signal with Fourier transform
[7]. For a more reliable testing of this system module, a more
advanced signal oscillator is necessary.
It is possible to buy signal oscillators
for the testing of the
EEG equipment (sometimes called
artiicial patient
), however,
they usually contain only one function oscillator that generates
a single sinusoidal, rectangular or triangular
signal with variable
frequency.
Rectangular and triangular waves are rich in odds harmonics,
and this feature makes the testing of frequency spectrum analysis
possible. We exactly know what the expected result is, because
the waveforms are described in the form of the following formulas:
–
for a symmetric rectangular waveform [8]:
)
1
(
]
)
9
sin(
9
1
)
7
sin(
7
1
)
5
sin(
5
1
)
3
sin(
3
1
)
sin(
[
4
)
(
+
+
+
+
+
Π
=
t
t
t
t
t
t
x
ω
ω
ω
ω
ω
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