Industrial Computer Applications, ch-3

Industrial Computer Application, Chapter III: Relay Logic Diagrams
© 2020, UKH, Dr.Ibrahim Ismael Hamarash, ibrahim.hamad@ukh.edu.krd
Industrial Computer Application
Chapter III
Relay Logic Diagrams
Professor Dr. Ibrahim Hamarash
ibrahim.hamad@ukh.edu.krd

The Binary Concept
✓ The PLC, like all digital equipment, operates on the binary
principle.
✓ The term binary principle refers to the idea that many things
can be thought of as existing in only one of two states. These
states are 1 and 0. The 1 and 0 can represent ON or OFF, open
or closed, true or false, high or low, or any other two conditions.
✓ The key to the speed and accuracy with which binary
information can be processed is that there are only two states,
each of which is distinctly different. There is no in-between
state so when information is processed the outcome is either
yes or no.

The Logic Gate
A logic gate is a circuit with several inputs but only one
output that is activated by particular combinations of input
conditions.
The two-state binary concept, applied to gates, can be the
basis for making decisions.
Logic is the ability to make decisions when one or more
different factors must be taken into account before an
action is taken. This is the basis for the operation of the
PLC, where it is required for a device to operate when
certain conditions have been met.

Example:
The high beam automobile lighting circuit of example of a
logical AND decision. For this application, the high beam
light can be turned on only when the light witch AND the
high beam switch are closed.
Example:
The dome light automobile circuit of Figure 4-2 is an
example of a logical OR decision. For this application, the
dome light will be turned on whenever the passenger door
switch OR the driver door switch is activated.

Logical Functions
✓ The operations performed by digital equipment are
based on three fundamental logic functions: AND, OR,
and NOT. Each function has a rule that will determine .
✓ the outcome and a symbol that represents the operation.
For the purpose of this discussion, the outcome or output is called
Y and the signal inputs are called A, B, C,
and so on. Also, binary 1 represents the presence of a
signal or the occurrence of some event, and binary 0
represents the absence of the signal or nonoccurrence
of the event

The AND Function

The OR Function

The NOT Function

Example (NAND, NOR)

The XOR Function

The Boolean Algebra
✓ The mathematical study of the binary
number system and logic is called
Boolean algebra.
✓ The purpose of this algebra is to
provide a simple way of writing
complicated combinations of logic
statements. There are many
applications where Boolean algebra
could be applied to solving PLC
programming problems.

The Boolean Equation
✓ PLC digital systems may be designed
using Boolean algebra. Circuit
functions are represented by Boolean
equations.
✓ The figure illustrates how logic
operators AND, NAND, OR, NOR, and
NOT are used singly to form logical
statements.
✓ The figure illustrates how basic logic
operators are used in combination to
form Boolean equations

The Boolean Algebra Laws

Example: Developing logic gate circuit from Boolean
Expression
Y=A (BC+D)

The Hardwired Logic
The term hardwired logic refers to logic
control functions
that are determined by the way devices
are electrically interconnected. Hardwired
logic can be implemented using relays and
relay ladder schematics. Relay ladder
schematics are universally used and
understood in industry.
Hardwired logic is fixed; it is changeable
only by altering the way devices are
electrically interconnected.

The Hardwired Logic, cont.
A typical relay ladder schematic of a
motor stop/start control station with pilot lights is
shown in this diagram. The control scheme is drawn
between two vertical supply lines. All the
components are placed between these two lines,
called rails or legs, connecting the two power lines
with what look like rungs of a ladder—thus the name,
relay ladder schematic

The Programmable Control
The programmable control is based on the basic logic
functions, which are programmable and easily changed.
These functions (AND, OR, NOT) are used either singly or in
combinations to form instructions that will determine if a
device is to be switched on or off. The form in which these
instructions are implemented to convey commands
to the PLC is called the language.
The most common PLC language is ladder logic.
shows a typical ladder logic program for the motor start/stop
circuit. The instructions used are the relay equivalent of
normally open (NO) and normally closed (NC) contacts and coils

Example: The Programmable Control
This diagram shows a typical ladder logic
program for the motor start/stop circuit. The
instructions used are the relay equivalent of
normally open (NO) and normally closed (NC)
contacts and coils

Notes
✓ PLC contact symbolism is a simple way of expressing
the control logic in terms of symbols. These symbols are
basically the same as those used for representing hardwired relay
control circuits. A rung is the contact symbolism required to
control an output.
✓ Some PLCs allow a rung to have multiple outputs while others allow
only one output per rung. A complete ladder logic program then
consists of several rungs, each of which controls an output.
✓ In programmed logic all mechanical switch contacts are
represented by a software contact symbol and all electromagnetic
coils are represented by a software coil symbol.

Examples:
The relationship between
the relay ladder schematic,
the ladder logic program,
and the equivalent logic gate
circuit.
LS: Limit Switch
SOL: Solenoid
PL: Pilot Lamp
PS: Push Button

Examples:
The relationship
between the relay
ladder schematic, the
ladder logic program,
and the equivalent logic
gate circuit.
LS: Limit Switch
FS: Flow Switch
PL:Pilot Lamp

Examples:
The relationship between
the relay ladder schematic,
the ladder logic program,
and the equivalent logic gate
circuit.

Programming Word Level Logic
Instructions
Most PLCs provide word-level logic instructions as
part of their instruction set.
The figure illustrates the operation of the AND
instruction to perform a word-level AND operation
using the bits in the two source addresses. This
instruction tells the processor to perform an AND
operation on B3:5 and B3:7 and to store the result in
destination B3:10 when input device A is true. The
destination bits are a result of the logical AND
operation.

Programming Word Level Logic Instructions
The figure illustrates the operation of a word-level
OR instruction, which ORs the data in Source A, bit by
bit, with the data in Source B and stores the result at the
destination address. The address of Source A is B3:1,
the address of Source B is B3:2, and the destination
address is B3:20. The instruction may be programmed
conditionally, with input instruction(s) preceding it, or
unconditionally, as shown, without any input instructions
preceding it.

Selecting the correct word logic instruction for different situations
If you want to . . .
. . . use this
instruction.
Know when matching bits in two different
words are both ON
AND
Know when one or both matching bits in two
different words are ON
OR
Know when one or the other bit of matching
bits in two different words is ON
XOR
Reverse the state of bits in a word NOT

Reading List
Frank Petruzella, Programmable Logic Controllers, McGeaw Hill, 5th Ed.,
2017.
Austin Scott, Instant PLC Programming with RSLogix 5000, Packt
Publishers, 2013.
Websites
https://www.plcacademy.com
http://www.plcs.net

Questions?

Industrial Computer Applications, ch-3

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