Turing machine for Regular languages in theory of automata

Turing machine for Regular languages:

Regular languages can be represented through finite automata and similarly can be represented through Turing Machine.

This machine must accept all strings starting from a and ending with b. e.g, ab,aab, abab etc.

Let’s discuss the diagram;

[quads id=1]

Start:

Starts the machine

a,a,R:

Read a from input tape and write a and move Right on input tape.

State 2: 

Read a from input tape and write a and move Right on input tape. There is a loop of a, a, R on state 2. 

If read b from input tape, then write b and move right and halts the machine by accepting the string.

If there is any a on accept state then again control moves to the state 2, enforcing the machine to not end with a.

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