The discussion focuses on converting a truth table into a logic diagram using AND, OR, and NOT gates. The method recommended is utilizing a Karnaugh map (K-map) to simplify the truth table, which consists of 16 rows and 4 inputs. By expressing the K-map as a sum of products (SoP), the implementation of the logic gates becomes straightforward. This approach eliminates the need for trial and error in designing the logic circuit.
PREREQUISITESStudents in electrical engineering, digital circuit designers, and anyone interested in the practical application of logic gates in circuit design.
sandy.bridge said:Homework Statement
Is there some sort of method for converting a truth table into logic gates? The diagram contains 8 MOSFETS, 4 inputs. I have developed a truth table but have since been asked to convert to logic diagram using AND, OR, and invert gates only. Or is it trial and error? I have 16 rows, 4 inputs each, and an output, along with which MOSFETS are on or off.