Input linearization, General software features – Watlow Optimizing Your Process System with the Series 988 Controller User Manual

Page 29

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General Software Features

3.9

Optimizing Your Process System with the WATLOW Series 988

TL

TL

W

WA

PROCESS

L1

L2

L3

L4

DEV

% OUT

DISPLAY

MODE

AUTO

MAN

SERIES 988

Input Linearization

Overview:

In many flow applications the output signal
from a flow transmitter represents a squared
value of the actual flow. The square root must
be extracted from the signal to make it useful
to the operator. Many flow transmitters offer
this feature in the transmitter itself, but this
can add significantly to the cost. Using the
square root extraction option in the Series 988
controller can save the operator money. The
feature is enabled simply by setting input 1
linearization

or input 2 linearization

to square root extraction

.

Requirements:

The square root extraction feature is standard
on any Series 988 controller with universal
signal conditioner inputs. The linearization
prompt will appear if a process input is se-
lected via the universal signal conditioner DIP
switches.

J

J

J

J

J

J

J

J

J

J

J

J

J

J

J

J

J

0

2

4

6

8

10

12

14

16

4

6

8

10

12

14

16

18

20

input 1

output 1

Water Treatment Pond

non-linearized signal

linearized signal

Flow in gallons

per minute

flow

transmitter

4-20mA input signal

Sample Application:

A waste water process engineer needs to control the flow of a solution to be
mixed with waste water for treatment of the water. The transmitter provides a
4-20mA output without square root extraction. The engineer used the Series
988 with a universal signal conditioner input and a 4-20mA process output to
control the flow. The input signal was linearized using the square root extrac-
tion feature of the 988.

The above system has a flow range of 0 to 16 gallons per minute. The range
low and range high parameters for input 1 would be set to 0 and 16 respec-
tively. The input 1 linearization prompt

would then be set to square root

extraction

. You can see from the above graph that without square root

extraction to linearize the signal it would not be useful for controlling the
process.

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