Johnson Controls York AYK550, Руководство пользователя

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2
%**8 = 9);
YORK, A Johnson Controls Company
• Calculate the new slope as follows:
9G*$
– You are controlling water temperature from a cooling tower using the
AYK550 to control a fan. The temperature sensor has a range of 30 to 250 degrees
Fahrenheit.
To unbundle the set point (INPUT REF 2), for commanding in degrees Fahrenheit,
where 0…60 Hz is equal to 30…250
|
F:
To unbundle the feedback (PRC PID FBCK) for monitoring in degrees Fahrenheit:
"22
PRC PID GAIN (Point 50) and PRC PID ITIM (Point 51) are PID parameters similar
to the P and I gains in the APOGEE TECs. Because the YORK PI loop and the
Siemens loop are structured differently, there is no a one-to-one correspondence
between the gains. The following formulas allow translation from YORK gains to
Siemens gains and vice versa:
• To convert from YORK PI gains to Siemens P and I gains:
• To convert from Siemens P and I gains to YORK PI gains:
New Slope =
(Desired Range, i.e. high - low values) x (Slope of Existing Point)
Range of Existing Point
=
(60 Hz - 0 Hz) x (0.01)
100% - 0%
= 0.006
New Slope =
(Desired Range) x (Slope of Existing Point)
Range of Existing Point
=
(250
|
F - 30
|
F) x (0.1)
100% - 0%
= 0.22
New Intercept = 30 (the temperature that corresponds to 0%)
New Slope =
(Desired Range) x (Slope of Existing Point)
Range of Existing Point
=
(250
|
F - 30
|
F) x (0.01)
100% - 0%
= 0.022
New Intercept = 30
P GAIN
Siemens
= PI GAIN
YORK
x 0.0015
I GAIN
Siemens
=
PI GAIN
YORK
PI GAIN
YORK
x 0.0015
P GAIN
YORK
= PI GAIN
Siemens
x 667
I GAIN
YORK
=
PI GAIN
Siemens
PI GAIN
Siemens
x 667