Rockwell Automation 1794-IJ2XT FLEX I/O Frequency Input Modules User Manual User Manual

Page 50

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Publication 1794-6.5.11 - September 2011

40 Read and Write Configuration Maps for the FLEX I/O Module

5

Frequency Scaling Divisor 0…255 Ch 1

Frequency Scaling Multiplier 0…255 Ch 1

6

WOFG
Ch 1

WOFF
Ch 1

IGI
Ch 1

IFI
Ch 1

Minimum Frequency
Sample Time Ch 1

Init
St Up
Ch 1

ACT Ch 1

F/A AS
Ch 1

MPDM
Ch 1

WOFM
Ch 1

Where:

CF = Communication fault
SSM = Safe state mode
FR = Frequency Range
Ch = Channel
MPM = Missing Pulse Multiplier
R = Reserved
LF = Local fault mode
WOFF = Wire-off fault frequency

WOFG = Wire-off fault gate
IGI = Invert gate input
IFI = Invert frequency input
ACT = Acceleration Calculation Time
F/AAS = Frequency/Accel alarm select
MPDM = Missing pulse delay multiplier
WOFM = Wire-off fault mode

Bit/Word Definitions for the Block Transfer Write Words

Word

Bit

Definition

Write Word 0

Bits 00…01

Missing pulse multiplier bits (channel 1) – used to modify the Minimum Frequency
Sampling Time to allow the frequency bandwidth to be more closely adjusted to the
value needed to report the proper frequency and report a missing pulse more quickly.

Default = No multiplier; alarm generated immediately

Bit

01

00

Missing Pulse Multiplier

0

0

No Multiplier, normal mode with 2 s delay

0

1

X2

1

0

X8

1

1

X32

Bits 02…04

Number of pulses to terminate sampling (channel 1) – Lets you calculate Frequency
when a specified number of input pulses have occurred. This allows earlier reporting of
the frequency than the Minimum Frequency Sampling Time, when many input pulses are
occurring. Accurate frequency determination is possible without waiting for the full
Minimum Frequency Sampling Time to expire.

Default = Minimum frequency sampling time

Bit

04

03

02

Number of pulses to terminate sampling

0

0

0

Use minimum frequency sampling time

0

0

1

2

0

1

0

4

0

1

1

8

1

0

0

16

1

0

1

32

1

1

0

64

1

1

1

128

Block Transfer Write Word Assignments

(Octal Bit)

17

16

15

14

13

12

11

10

07

06

05

04

03

02

01

00

Dec. Bit

15

14

13

12

11

10

09

08

07

06

05

04

03

02

01

00

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