Finite State Machine. By : Ali Mustafa
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1 Finite State Machine By : Ali Mustafa
2 So Far We have covered the memory elements issue and we are ready to implement the sequential circuits. We need to know how to Deal(analyze) with a sequential circuit?
3 How could you describe circuit? Truth table Logic function between input and output F = A+B => if A= 1 and B= 0 F= 1 if A =0 and B=0 F=0 (not depends on the pervious value of F) How could you describe a sequential circuit? The sequential circuit output is now function in the inputs and past outputs So, we need a tool to help us describe the behavior of the circuit.
4 Finite State Machine (FSM) Finite State Machine is a tool to model the desired behavior of a sequential system. The designer has to develop a finite state model of the system behavior and then designs a circuit that implements this model. A FSM consists of several states. Inputs into the machine are combined with the current state of the machine to determine the new state or next state of the machine. Depending on the state of the machine, outputs are generated based on either the state or the state and inputs of the machine.
5 How to describe FSM? 1. State equation ( transition equation ) input variables, present states, next states equation 2. State table input variables, present states,next states, truth table 3. State diagram
6 State tables Table is another way to represent an FSM with an emphasis on exploring all Event/State combinations Similar to the truth table Doesn t contain the system clock when specifying its transitions (it is implicit that transitions occur only when allowed by clock) Unless different stated, all the transitions are occurring on the positive edge of the clock
7 Design of Sequential Circuits The procedure of designing synchronous sequential circuits can be summarized as follows: 1. From the word description and specs of the desired operation, derive a state diagram for the circuit 2. Assign binary values to the states. 3. Obtain the binary-coded state table 4. Choose the type of flip-flops to be used. 5. Derive the simplified flip-flop input and output equations. 6. Draw the logic diagram.
8 State Transition Diagrams Used to visually represent any Finite State Machine Emphasis is on identifying states and possible transitions Circles represent States Arrows represent Transitions
9 Example Using T-type FFs, design a 3-bits binary counter that can count in binary from 0 to 7 with step 1
10 1-Derive the state diagram As we need a 3 binary bits to represent the numbers from 0 to 7so we need 1 T-FF to generate 1binary bit We need 3 T-FF to implement this design
11 2-Derive state table
12 K-map for the FF output equations
13 Draw Circuit logic diagram
14 Analysis with D Flip Flop : Circuit, State Diagram, State Table Input Equation = DA = A ɸ x ɸ y
15 Example 1: Circuit, State Diagram, State Table
16 Example 1: State Equation A(t+1) = A(t)x(t) + B(t)x(t) B(t+1) = A (t)x(t) Y(t) = *A(t) + B(t)+x (t)
17 Example 2: Analysis with T Flip Flop Characteristic equation of T is Q(t+1) = T ɸ Q = T Q + TQ NOTE : ɸ is exclusive Output Equation will be TA = BX TB = X Y = AB
18 Example 2: Analysis with T Flip Flop
19 Types of State Machines Mealy Model for FSM Characterized by Outputs are a function of both inputs and current state Inputs Next State Logic Excitation State Memory (F/F) Current State Output Logic Outputs CLOCK
20 Types of State Machines Moore Model for FSM Characterized by Outputs are a function current state only Inputs Next State Logic Excitation State Memory (F/F) Current State Output Logic Outputs CLOCK
21 Problem : Already Discussed Analyze the following sequential circuit How to analyze any sequential circuit You need to know : State equation State diagram State table
22 Solution: 1-Determine State equation
23 Solution:2-Create State table
24 Solution :3-Construct the state diagram
25 Self Study 1. Analysis of JK Flip Flop 2. Detail study of Mealy & Moore Models
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