Temperature Control Parameters
NOTE: We are currently working on new PID settings that are determined from the cooling power of a specific piece of equipment. What follows are general guidelines to follow until this process is complete. As soon as new PID values become available a link to them will be added here and on the equipment page (eg. the CCR home page). Contact a member of the sample environment team for more information about this process or PIDs in general. These new PID values take advantage of a feature called a PID zone table. Below you will find a link to a one page manual on how to load a PID zone table.

New PIDs:


Lakeshore 340   Lakeshore 331   Cryocon

Select your temperature controller from the picture above or the list below to view the associated PID table.

LS-340LS-331CryoconHigh Temperature CCR Controller

Or for general PID information click here .



Lakeshore 340 or 331 Temperature Controller

Coldhead
Model
Setting Temperature Band (upper limit)
65K 120K 165K 235K 325K
Leybold P
I
D
400
400
3
400
100
1
300
75
3
250
55
5
150
5
5

Coldhead
Model
Setting Temperature Band (upper limit)
75K 125K 175K 225K 263K 287K 325K
APD P
I
D
500
150
4
500
50
3
450
50
5
400
35
4
400
35
3
400
30
10
400
25
20
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Cryocon Temperature Controller

Coldhead
Model
Setting Temperature Band (upper limit)
25K   50K   75K   100K  125K  150K  175K  200K  250K  275K  300K 
Leybold P
I
D
17.9
6.84
0.97
51.4
11.2
1.60
68.5
18.0
2.57
71.3
24.2
3.46
75.9
29.4
4.20
88.1
31.6
4.51
92.3
35.9
5.13
104
36.0
5.15
100
38.6
5.51
109
39.7
5.67
108
40.3
5.76
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PIDs for "High Temperature" CCR

Note: These systems have long time constants and are notoriously hard to control. We recommend using the Low and Slow PID shown below (use throughout the entire temperature range).
High Temperature-CCR
LS340 Controller
P 2
I 1
D 500

Some additional tips:
  • Check out the documentation packet posted on the CCR.
  • Activate the RAMP function for smoother setpoint changes.
  • Add some manual output (the PID loop will add/subtract power as needed). You typically need about 30% power to maintain 300K.
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General PID Information

Some Definitions:

T
The observed temperature

 
Tsp
The set-point or target temperature

 
e
The error signal is a function of Tsp-T

 
P
The proportional gain parameter (labeled "Gain" on some controllers) generates output proportional to e as long as T lies within the "proportional band". Otherwise, the output is either zero or full scale.

 
I
The integral parameter (or Reset) generates output proportional to the time-integrated error signal.   In contrast, P acts on the instantaneous error signal e(t) .  Without a finite I -value, the system tends to stabilize below Tsp . For the controllers listed above (except LTC-21) the optimum value of I is inversely proportional to the time period ( Tau ) of thermal oscillations in your system ( I=1000/Tau)
  For LTC-21 controllers, I is directly proportional to Tau .
D
The derivative function (or Rate) adresses the problem of overshoot/undershoot of Tsp . D acts on the time-derivative of e(t) and its optimum value is directly proportional to Tau .

Last modified 03-October-2006