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Technical Information
88
The method of calculation is as follows:
The number of percentage points that the %SpO
2
falls outside the alarm
limit is multiplied by the number of seconds that the %SpO
2
level remains
outside that limit. This can be stated as an equation:
Points x Seconds =
SatSeconds
Where:
Points = SpO
2
percentage points outside of the limit
Seconds = number of seconds that SpO
2
remains at that point
outside of the limit
The alarm response time, assuming a
SatSeconds
limit set at 50 and a
lower alarm limit set at 90, is described and illustrated below.
In this example, the %SpO
2
level drops to 88 (2 points) and remains there
for a period of 2 seconds (2 points x 2 seconds = 4). The %SpO
2
then
drops to 86 for 3 seconds and then to 84 for 6 seconds. The resulting
SatSeconds
are:
After approximately 10.9 seconds, the
SatSeconds
alarm will sound,
because 50
SatSeconds
will have been exceeded. See arrow (
↑
) in
%SpO
2
Seconds
SatSeconds
2
x
2
=
4
4
x
3
=
12
6
x
6
=
36
Total Sat Seconds
=
52
Summary of Contents for OXIMAX N-560
Page 1: ...C M Y CM MY CY CMY K Ops ai 1 24 06 9 31 41 AM Ops ai 1 24 06 9 31 41 AM...
Page 12: ...Introduction 4...
Page 22: ...Description of Controls Indicators and Symbols 14...
Page 50: ...Using the N 560 42...
Page 54: ...N 560 Trend 46...
Page 70: ...Printing 62...
Page 76: ...Sensors and Accessories 68...
Page 82: ...Operator s Menu 74...
Page 90: ...Troubleshooting 82...
Page 98: ...Technical Information 90...
Page 118: ...Specifications 110...
Page 122: ...Index 114...
Page 123: ......