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Math function, Watlow ez-zone, Rmh module – Watlow EZ-ZONE RMH User Manual

Page 132: Chapter 6 features, Math overview

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Watlow EZ-ZONE

®

RMH Module

129

Chapter 6 Features

Logic

Off

Output Value = Off

Error

Source

D

Value

Source

F

Value

Source

E

Value

Source

H

Value

Output Value

Source

G

Value

Source Function A
Source Instance A

Source Zone A
Source Error A
Source Function B
Source Instance B
Source Zone B

Source Error B
Source Function C
Source Instance C
Source Zone C

Source Error C
Source Function D
Source Instance D
Source Zone D

Source Error D
Source Function E

Source Instance E
Source Zone E

Source Error E
Source Function F
Source Instance F

Source Zone F

Source Error F
Source Function G

Source Instance G
Source Zone G
Source Error G
Source Function H
Source Instance H
Source Zone H
Source Error H

Function

Error Handling

Source

A

Value

Source

B

Value

Source

C

Value

Math Function

Source

A

Value

Source

B

Value

Source

C

Value

Source

D

Value

Source

E

Value

Math

Overview

Instances - 24 per RMH

Source Function A
Source Instance A

Source Zone A

Source Error A
Source Function B
Source Instance B

Source Zone B
Source Error B
Source Function C
Source Instance C

Source Zone C
Source Error C
Source Function D

Source Instance D

Source Zone D
Source Error D
Source Function E

Source Instance E

Source Zone E
Source Error E

Range Low

Range H

igh

Pressure U

nits

Altitude U

nits

Scale Low

Scale H

igh

Function

Filter Offset

Output Value

Error

[SFn;A]

Source Function A : None, Analog Input, Current, Cool Power, Heat Power,

Power, Linearization, Math, Process Value, Set Point Closed, Set Point Open, Variable

[SFn;C]

Source Function C :

Power, Linearization, Math, Process Value, Set Point Closed, Set Point Open, Variable

None, Analog Input, Current, Cool Power, Heat Power,

[SFn;E]

Source Function E : None, Alarm, Compare, Counter, Digital I/O, Profile

Event Out A to H, Function Key, Logic, Timer, Variable

[SFn;b]

Source Function B :

Power, Linearization, Math, Process Value, Closed Loop Set Point, Open Loop Set
Point, Variable

None, Analog Input, Current, Cool Power, Heat Power,

[SFn;d]

Source Function D :

Power, Linearization, Math, Process Value, Set Point Closed, Set Point Open, Variable

None, Analog Input, Current, Cool Power, Heat Power,

[S2;A]

Source

A : 0 to 16

Zone

[S2;C]

Source

C : 0 to 16

Zone

[S2;E]

Source

E : 0 to 16

Zone

[S2;b]

Source

B : 0 to 16

Zone

[S2;d]

Source

D : 0 to 16

Zone

[Si;A]

Source

A : 1 to 250

Instance

[Si;C]

Source

C : 1 to 250

Instance

[Si;b]

Source

B : 1 to 250

Instance

[S;id]

Source

D : 1 to 250

Instance

[Fn]

Function : Off, Average, Process Scale, Deviation Scale, Switch Over, Differential,

Ratio, Add, Multiply, Absolute Difference, Minimum, Maximum, Square Root, Sample
and Hold, Pressure to Altitude, Dewpoint

[r;Lo]

Range Low : -1,999.0 to 9,999.0

[r;hi]

Range High : -1,999.0 to 9,999.0

[S;Lo]

Scale Low : -1,999.0 to 9,999.0

[S;hi]

Scale High : -1,999.0 to 9,999.0

[P;unt]

Pressure Units : PSI, Torr, mBar, Atmosphere, Pascal

[A;unt]

Altitude Units : Feet, Kilofeet

[FiL]

Filter : 0.0 to 60.0 seconds

[Si;E]

Source

E : 1 to 250

Instance

[MAt]

[`SEt]

Math Menu

Setup Page

[oFSt]

Offset : -1,999.000 to 9,999.000

[MAt]

[oPEr]

Math Menu

Operation Page

[Su;A]

Source

A : -1,999.000 to 9,999.000

Value

[Su;b]

Source Value B : -1,999.000 to 9,999.000

[Su;C]

Source Value C : -1,999.000 to 9,999.000

[Su;d]

Source Value D : -1,999.000 to 9,999.000

[Su;E]

Source Value E : Off, On

[o;u]

Output Value : -1,999.000 to 9,999.000

The Math function block accepts multiple inputs and per-
forms a programmed math function to derive an output
value with Filter and Offset values applied. Some math op-
erations must be performed in the user's units.
Functions may combine multiple inputs. Those inputs may
have incompatible units from a logical point of view. As a
result, unless otherwise indicated, the presentation of the
output value is the same as Source A. This accommodates
temperatures being multiplied, divided and offset by con-
stants and process inputs.
Only inputs pointed to a source are used in the calcula-
tions.
An error, when read, can indicate any of the following:
None, Open, Shorted, Measurement Error, Bad Cal Data,
Ambient Error, RTD Error, Fail, Math Error, Not Sourced,
Stale