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4
The state diagram feature graphically shows
the limits and the order of execution for
scan lists, events, scripts and other notifica-
tions. See Figure 2.
Computed channels
Statistical calculations can be added to ana-
lyze unique data points. Create computed
channels for mathematical relationships
with +, –. *, /, dB, dBm, dBV, x2, SRT, full, ½
or ¼ bridge strain. BenchLink Data Logger
Pro adds a calculator function for additional
math functions such as Sin, Cos, Tan and
Log. Formulas can also be used for more
complex equations including polynomial
equations.
Graphing and exporting data
Graph your data, save it to disk, or export it
to other applications for further analysis.
Use the quick graph tab to monitor your
data real time. You can specify multiple
channels per graph, or send collected data
to multiple graphs
Use strip charts with markers and alarm
indication, or histograms with statistics. The
data can be displayed with the auto scale or
center on a common a reference point.
The data reduction features allow you to
filter the data begin graphed or exported
so that you only view or collect the data
of interest.
The raw data is saved in Comma
separated variable format (.CSV) and
can be easily imported into standard
Microsoft applications such as Microsoft
Word and Excel for further analysis and
documentation. Whether monitoring
incoming data or reviewing historical data,
you can use one of the many analog or
digital options to display your data.
Data management is vital for data logging
applications. The BenchLink software
features a data manager that allows you to
easily manage all configurations and data-
set files. Use this feature to copy instrument
settings, find related data logs, rename files,
edit comments, export data logs to .CVS
format or just delete unwanted data.
The Windows user interface is also local-
ized into multiple languages and includes
context sensitive help.
Figure 2. Oven control state diagram
3. At end of scan (A3)
2. On single
channel limit
(A2->B2->C2)
2. At end of scan
(A2->B2->C2)
Start
scan
Done
scanning
TestDUT
Oven warm-up
1. At start of scan (A1)
Figure 3. Graphing your data