Welch Allyn PROPAQ CS Service Manual page 35

Vital signs monitor
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b. The reported ATIS is 30.09 inches Hg. (Altimeter: three zero zero niner.)
c. Multiply the LUP (632.35) by the ATIS (30.09) times 0.033421.
This gives the local barometric pressure of 635.92 mmHg.
Example 2
a. The altitude is 1000 meters. The local uncorrected pressure (LUP) is determined
b. The reported ATIS is 764.29 mmHg.
c. Multiply the LUP (674.11) by the ATIS (764.29) times 0.00131579.
This gives the local barometric pressure of 677 .92 mmHg.
Partial pressure of test gas source
To determine the partial pressure of test gas source multiply the local barometric pressure
(as determined in step 3 above) by the certified percentage (±0.01% accuracy) of the test
gas.
Example
The local barometric pressure (as calculated in Example 1 above) is 635.92 mmHg.
The certified CO
Determine the CO
This gives the partial pressure of the CO
Table 8. Local uncorrected barometric pressure (LUP) as a function of altitude (feet)
Altitude
(feet)
-2000
-1900
-1800
-1700
-1600
-1500
-1400
-1300
-1200
-1100
-1000
-900
-800
-700
-600
from the following table to be 674.11.
gas percentage is 5.00%.
2
partial pressure by multiplying (635.92) x (0.0500).
2
Pressure
Altitude
(mmHg)
(feet)
816.56
1000
813.66
1100
810.76
1200
807.87
1300
804.99
1400
802.11
1500
799.25
1600
796.39
1700
793.54
1800
790.70
1900
787.87
2000
785.05
2100
782.23
2200
779.42
2300
776.62
2400
as 31.8 mmHg.
2
Pressure
Altitude
Pressure
(mmHg)
(feet)
732.93
4000
656.38
730.27
4200
651.52
727.62
4400
646.68
724.97
4600
641.88
722.33
4800
637.10
719.70
5000
632.35
717.07
5200
627.64
714.46
5400
622.95
711.85
5600
618.28
709.25
5800
613.65
706.65
6000
609.04
704.07
6200
604.47
701.49
6400
599.92
698.92
6600
595.40
696.36
6800
590.90
Functional verification
Altitude
Pressure
(mmHg)
(feet)
(mmHg)
10000
522.65
10333
515.93
10667
509.26
11000
502.69
11333
496.18
11667
489.72
12000
483.34
12333
477.04
12667
470.78
13000
464.60
13333
458.50
13667
452.44
14000
446.46
14333
440.55
14667
434.68
31

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