User Manual Owner's manual
Table Of Contents
- 1772-6.5.8, Mini-PLC-2/02, -2/16, -2/17 Processor, User Manual
- Important User Information
- Summary of Changes
- Table of Contents
- 1 - Using This Manual
- 2 - Fundamentals of a Programmable Controller
- 3 - Hardware Features
- 4 - Installing Your Programmable Controller
- 5 - Starting Your Processor
- 6 - Maintaining and Troubleshooting Your Processor
- 7 - Memory Organization
- 8 - Scan Theory
- 9 - Relay-Like Instructions
- 10 - Program Control Instructions
- 11 - Timers and Counters
- 12 - Data Manipulation and Compare Instructions
- 13 - Three-Digit Math Instructions
- 14 - EAF Math Instructions
- 15 - EAF Log, Trig, and FIFO Instructions
- 16 - EAF Process Control Instructions
- 17 - Jump Instructions and Subroutines
- 18 - Block Transfer
- 19 - Data Transfer Instructions
- 20 - Bit Shift Registers
- 21 - Sequencers
- 22 - Selectable Timer Interrupts
- 23 - Report Generation
- 24 - Program Editing
- 25 - Programming Techniques
- 26 - Program Troubleshooting
- A - Specifications
- B - Processor Comparison Chart
- C - Number Systems
- D - Glossary
- E - Quick Reference
- Index
- Back Cover

EAF Math Instructions
Chapter 14
14-17
Figure 14.16
EAF
Square Root Format in the Data T
able After Execution
17 16 15 14 107 43
Data
Address
0
Result
Address
10356-I
13
X0
040
041
042
043
060
061
062
063
000
000
0
S
000
00
0
0
0
144
00
00
012
Operand A
Result
The 10 to the x function finds the value of 10
x
= y. The Operand and
Result words have the format:
x = exponent of 10 (maximum value = 5.999 999)
y = resultant number (maximum of 6 digits)
10
+/–x
.
xxx
xxx
= yyy yyy . yyy yyy
Enter an EAF rung like that shown in Figure 14.17.
Figure 14.17
EAF
Power of 10 Function Input and Display Rung
060
EXECUTE AUX
FUNCTION
FUNCTION NUMBER:
DATA ADDR:
RESULT ADDR:
37
040
060
G
061
243
G
062
221
G
063
000
G
040
G
041
002
G
042
386
G
043
000
G
000
000
Enter values for the operand. You can enter these values from the
keyboard of your 1770-T3 terminal or through ladder diagram functions.
Entry of an operand (exponent of 10) of 000 002 . 386 000 yields an
exponential value of 000 243 . 221 000. Figure 14.18 shows how it is
stored in the data table.
10 to the X