Drawing D flip flop using T flip flop

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To draw a D flip-flop using a T flip-flop and combinational logic, one can utilize basic logic gates like NOT, AND, OR, XOR, and XNOR. The key is to create a truth table that outlines the relationships between the current state (Q), the D input, and the next state (Q_next). By determining when to toggle the T flip-flop based on the D input, it's possible to represent the necessary conditions using Q and D. This approach demonstrates that any flip-flop can be constructed from another type through appropriate logic design. Understanding these relationships simplifies the design process.
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Draw a D flip-flop using a T flip flop and combinational logic




The Attempt at a Solution



- I'm not even sure where to start with something like this. I'm trying to figure out how they relate and how you would be able to use one to draw the other. I know that in the standard design for a T flip flop that it uses a D flip flop, but I don't know how you would draw a D using a T. Please help.
 
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snoggerT said:
Draw a D flip-flop using a T flip flop and combinational logic

The Attempt at a Solution



- I'm not even sure where to start with something like this. I'm trying to figure out how they relate and how you would be able to use one to draw the other. I know that in the standard design for a T flip flop that it uses a D flip flop, but I don't know how you would draw a D using a T. Please help.

Well, if you're allowed simple logic (NOT, AND, OR, XOR, XNOR, etc.), it's pretty simple.

Remember that any flip flop can be used to make any other type of flip flop. To figure out how to do this, write out a truth table with Q and \Q (Q-bar), the D input, and your desired Q_next and \Q_next. Then figure out when you need to toggle, and how to represent this simply using Q or \Q and D.
 
Thanks. that helped a lot.
 

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