Proline Promass 83
Commissioning
Hauser
75
Example:
The following is a concentration table from a reference source.
!
Note!
The coefficients for the Promass 83 concentration algorithm should be determined with the
density in units of kg/liter, temperature in °C and concentration in decimal form (0.50, not
50%). The coefficients B1, B2 and B3 must be entered in scientific notation into the matrix
positions 7037, 7038 and 7039 as a product with 10
-3
, 10
-6
or 10
-9
Assume:
Density (r): 870 kg/m
3
→
0.870 kg/l
Temperature (T): 20°C
Coefficients determined for table above:
A0 = -2.6057
A1 = 11.642
A2 = -8.8571
A3 = 0
A4 = 0
B1 = -2.7747·10-3
B2 = -7.3469·10-6
B3 = 0
Calculation:
a0004620
=
-2.6057 + 11.642 · 0.870 + (-8.8571) · 0.870
2
+ 0 · 0.870
3
+ 0 · 0.870
4
+ (-2.7747)·10
-3
· 20
+
(-7.3469)·10
-6
· 20
2
+ 0 · 20
3
=
0.7604
=
76.04%
Temperature
10°C
15°C
20°C
25°C
30°C
Density
825 kg/m
3
93.6%
92.5%
91.2%
90.0%
88.7%
840 kg/m
3
89.3%
88.0%
86.6%
85.2%
83.8%
855 kg/m
3
84.4%
83.0%
81.5%
80.0%
78.5%
870 kg/m
3
79.1%
77.6%
76.1%
74.5%
72.9%
885 kg/m
3
73.4%
71.8%
70.2%
68.6%
66.9%
900 kg/m
3
67.3%
65.7%
64.0%
62.3%
60.5%
915 kg/m
3
60.8%
59.1%
57.3%
55.5%
53.7%
K = A0 + A1 ·
+ A2 ·
+A3 ·
+ A4 ·
+B1 · T + B2 · T + B3 · T
r
r
2
3
4
2
3
r
r
Summary of Contents for HART Proline Promass 83
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