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DVP-ES2-EX2-SS2-SA2-SX2-Operation Manual

DVP-ES2-EX2-SS2-SA2-SX2-Operation Manual

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3. Instruction Set<br />

2. When control mode (S 3 +4) is selected as K3 and K4:<br />

• The equation is exclusively for temperature control will be modified as:<br />

1 ⎡<br />

MV = ⎢E<br />

⎜ ⎟ D<br />

S<br />

K<br />

P ⎣ K<br />

I ⎝ S ⎠<br />

where E () t = SV() t - PV()<br />

t<br />

1 ⎛ 1 ⎞<br />

⎤<br />

() t + E() t + K * E() t ⎥⎦<br />

,<br />

• Control diagram:<br />

In diagram below, 1/K I and 1/K P refer to “divided by K I ” and “divided by K P ”. Because this mode<br />

is exclusively for temperature control, users have to use PID instruction together with GPWM<br />

instruction. See Application 3 for more details<br />

PID operation is within dotted area<br />

1/S 1/K I<br />

+ +<br />

+<br />

+<br />

1/K<br />

P<br />

G(s)<br />

S<br />

K D<br />

• This equation is exclusively designed for temperature control. Therefore, when the<br />

sampling time (T S ) is set as 4 seconds (K400), the range of output value (MV) will be K0 ~<br />

K4,000 and the cycle time of GPWM instruction used together has to be set as 4 seconds<br />

(K4000) as well.<br />

• If users have no idea on parameter adjustment, select K3 (auto-tuning). After all the<br />

parameters are adjusted (the control direction will be automatically set as K4), users can<br />

modify the parameters to better ones according to the adjusted results.<br />

3. When control mode (S 3 +4) is selected as K10:<br />

• S 3 +2 (K I ) and S 3 +3 (K D ) in this mode will be switched to parameter settings of Integral<br />

time constant (T I ) and Derivative time constant (T D ).<br />

• When output value (MV) reaches the upper bound, the accumulated integral value will<br />

not increase. Also, when MV reaches the lower bound, the accumulated integral value will not<br />

decrease.<br />

• The equation for this mode will be modified as:<br />

MV<br />

⎡<br />

= KP<br />

× ⎢E<br />

∫ D<br />

t<br />

⎣ TI<br />

dt<br />

1<br />

d ⎤<br />

() t + E() t dt + T E() ⎥⎦<br />

3-247

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