This document discusses stack control and stack-based architectures. It describes how a stack works using push and pop operations controlled by a stack pointer. It provides examples of implementing a stack in Motorola 680X0 using a designated address register and single instructions to push and pop. Stack architectures have low hardware requirements but the stack can become a bottleneck and have little ability for parallelism. Accumulator architectures also have low requirements but the accumulator is a bottleneck and have high memory traffic.
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The simplest calculators can do only additions, subtraction, multiplication, and division.
More sophisticated calculators can handle exponential operations roots, logarithms, trigonometric function, and hyperbolic function.
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Instruction Set, Instruction Format, Instruction Encoding, Instruction Cycle, Types of the instructions, Types of Operand, Instruction Length, Number of Addresses in an instruction
A calculator is a device that performs arithmetic operations on numbers.
The simplest calculators can do only additions, subtraction, multiplication, and division.
More sophisticated calculators can handle exponential operations roots, logarithms, trigonometric function, and hyperbolic function.
internally some calculators actually perform all of these functions by repeated processes of addition.
Instruction Set, Instruction Format, Instruction Encoding, Instruction Cycle, Types of the instructions, Types of Operand, Instruction Length, Number of Addresses in an instruction
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2. Stack Control
A stack is a sequence of storage locations that are
accessible from only one end referred to as the top of
the stack.
Two operations: Push and Pop.
Push or pop changes the position of the stack top by
an amount that depends on the length of the operand
pushed or popped.
A stack is controlled by an address register called the
stack pointer SP. It contains the address of the new
stack top.
3. Stack Control in Motorola 680X0
Motorola 680X0 has no explicit hardware for stack support.
But its various addressing modes make it easy to treat any
contiguous region of its external memory M as a stack.
Suppose the address register A2 of the 680X0 is designated
as stack pointer and the stack grows toward the low
addresses of M.
To push the content of D6 (data register) into the stack
requires a single instruction MOVE.L D6, -(A2) which is
equivalent to A2:=A2-4 and M(A2):=D6.
The pop instruction is MOVE.L (A2)+, D6 which is equivalent
to D6:=M(A2) and A2:=A2+4
4. Stack Control in Motorola 680X0
Prior the execution of MOVE.L D6, -(A2)
5. Stack Control in Motorola 680X0
After the execution of MOVE.L D6, -(A2)
6. Number of Addresses
Three-address instruction:
ADD Z, X, Y
Z:= X+Y.
Two-address instruction:
ADD X, Y
X:= X+Y.
One-address instruction:
ADD X
AC:=AC+X.
7. Instruction Comment
LOAD A AC:=A
MULTIPY B AC:= AC * B
STORE T M(T):= AC
LOAD C AC:= C
MULTIPLY C AC:=AC * C
ADD T AC:= AC + T
STORE X M(X) : = AC
One address machine
Instruction Comment
MOVE T, A T:=A
MULTIPLY T, B T:= T * B
MOVE X, C X:=C
MULTIPLY X, C X:= X * C
ADD X, T X:=X+T
Two address machine
Instruction Comment
MULTIPLY T, A, B T:= A * B
MULTIPLY X, C, C X:= C * C
ADD X, X, T X:= X + T
Three address machine
Implement X:=A×B+C×C, where A, B, C and X are stored in the memory.
Number of Addresses
8. Accumulator Architectures
Instruction set:
add A, sub A, mult A, div A, . . .
load A, store A
Example: A*B - (A+B*C)
load B
mul C
add A
store D
load A
mul B
sub D
B B*C A+B*C AA+B*C A*B A*B-(A+B*C)
9. Accumulator Architecture : Pros and Cons
Pros
– Very low hardware requirements
– Easy to design and understand
Cons
– Accumulator becomes the bottleneck
– Little ability for parallelism or pipelining
– High memory traffic
10. Zero Address Machine (Stack
Based Architecture)
Addresses are eliminated by storing operands in a
push-down stack.
All the operands are required to be in the top locations
in the stack.
Stack pointer automatically keeps track of the stack top.
Push and pop operations are needed to transfer data to
and from the stack.
For example, X+Y is invoked by ADD that causes the
top two operands, which should be X and Y, to be
removed from the stack and added. The resulting sum
X+Y is then placed at the top of the stack.
11. Stack Architectures
Example: A*B - (A+C*B)
push A
push B
mul
push A
push C
push B
mul
add
sub
A B
A
A*B
A*B
A*B
A*B
A
A
C
A*B
A A*B
A C B B*C A+B*C result
12. Stack Architecture: Pros and Cons
Pros
- implicit operand addressing. Maintained by top of the
stack.
- Low hardware requirements.
Cons
- Stack becomes the bottleneck.
- Little ability for parallelism or pipelining.
- Data is not always at the top of stack when need, so
additional instructions like POP and SWAP are
needed.
13. The Requirements for Instruction Set
It should be complete. We should be able to construct a
machine language program to evaluate any function that
is computable using a reasonable amount of memory
space.
It should be efficient. The frequently required functions
can be performed rapidly using relatively few instructions.
It should be regular. The instruction set should contain
expected opcodes and addressing modes.
The instruction should be compatible with those of
existing machine.
14. Classification of Instruction
Data transfer instructions – Copy information.
Example: load, store, move instruction.
Arithmetic instructions – Perform operations on
numerical data. Example: add, sub, mul, div etc.
Logical instructions - Boolean and non-numerical
operations. Example: AND, NOT etc.
Program control instructions – It change the
sequence in which program are executed. Example:
Branch instruction.
Input-Output (IO) instructions – It cause information
to be transferred to or from external IO devices.
Example: PRINT LINE.