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6. Function blocks
6.1 Manufacturer function blocks
YP(t) = Kp * [Xs(t) - Xi(t)]
Kp =
Proportional gain
Xs(t) =
SETPOINT value at scan time t
Xi(t) =
ACTUAL value at scan time t
Integral component
The integral component YI is proportional to the sum of the control difference over time.
The equation used by the device for the integral component is as follows:
YI(t) = Kp * Tc / Tn * [Xs(t) - Xi(t)] + YI (t-1)]
K
p
= Proportional gain
Tc = Scan time
Tn = Reset time (also known as integration
time).
Xs(t) = Setpoint with scan time t
Xi(t) = Actual value with scan time t
YI(t–-1)= Value of the integral component of
the manipulated variable with scan time t – 1
Differential component
The differential component YD is proportional to the change in the control difference. So
as to avoid step changes or jumps in the manipulated variable caused by the differential
behavior when the setpoint is changed, the change of the actual value (the process vari-
able) is calculated and not the change in the control difference. This is shown by the fol-
lowing equation:
YD(t) = Kp x Tv / Tc x (Xi (t-1) - Xi(t))
K
p
= Proportional gain
Tc = Scan time
Tv = Rate time of the control system (also
called the differential time)
Xi(t) = Actual value with scan time t
Xi(t-1) = Actual value with scan time t - 1
In order for a PID controller to work, it must be enabled with DC_EN =1. The PID con-
troller will provide manipulated variable QV as an output variable. If the DC..EN coil is
not active, the entire PID controller will be disabled and reset. The manipulated variable
at the QV output will assume a value of 0. Function block inputs DC_EP, DC_EI, and DC_
ED all need to be active in order for the proportional term, integral term, and derivative
term to be calculated.
Example: If only coils DC…EP and DC…EI are activated, the PID controller operates as
a PI controller.
A deactivation of the I and D component is linked with a reset. The controller is
assigned parameters with the standard variables Kp [%], TN [0.1 s] and TV [0.1 s].
The device calculates the manipulated variable every time the scan time TC has
elapsed. If the scan time is zero, the manipulated variable is calculated every cycle.
easyE4
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Содержание easyE4 series
Страница 1: ...Manual 11 18 MN050009 EN easyE4 Manual...
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Страница 22: ...0 1 About this manual 18 easyE4 11 18 MN050009 EN www eaton com...
Страница 40: ...1 easyE4 control relays description 1 10 Safety regulations 36 easyE4 11 18 MN050009 EN www eaton com...
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Страница 462: ...6 Function blocks 6 4 Timing and counter relay example 458 easyE4 11 18 MN050009 EN www eaton com...
Страница 490: ...7 System settings 7 16 Time and Date setting 486 easyE4 11 18 MN050009 EN www eaton com...
Страница 520: ...9 easyE4 inside 9 7 NET network 516 easyE4 11 18 MN050009 EN www eaton com...
Страница 524: ...10 Diagnostics messages of the operating system 10 2 Diagnostics buffer 520 easyE4 11 18 MN050009 EN www eaton com...
Страница 570: ...11 Connection to other devices 11 6 E mail function 566 easyE4 11 18 MN050009 EN www eaton com...
Страница 578: ...12 Faults 12 4 Functionality of the NET faulty 574 easyE4 11 18 MN050009 EN www eaton com...
Страница 582: ...13 Maintenance 13 3 Storage transport and disposal 578 easyE4 11 18 MN050009 EN www eaton com...
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