Help with PSPICE: Building a 3-Input Circuit

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SUMMARY

The discussion focuses on constructing a 3-input circuit using PSPICE that outputs "1" when at least two of the three inputs (x, y, z) are "1". The logic expression derived from the truth table is Z = A·(B + C) + B·C. The user specifically requests a solution utilizing only NAND gates. The circuit can be implemented with four NAND gates to achieve the desired functionality.

PREREQUISITES
  • Understanding of digital logic design principles
  • Familiarity with PSPICE simulation software
  • Knowledge of NAND gate functionality and logic
  • Ability to construct truth tables for logic circuits
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  • Research how to implement logic functions using only NAND gates
  • Learn about PSPICE circuit simulation techniques
  • Explore digital circuit design best practices
  • Study the conversion of logic expressions into gate-level implementations
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Electronics students, circuit designers, and engineers interested in digital logic design and simulation using PSPICE.

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Hello , i need some help with pspice.
i need to build a circuit with 3 entrances and 1 exit.
that will provide "1" every time there is at least tow "1" in the entrances.

x y z Z
0 0 0 0
0 0 1 0
0 1 0 0
0 1 1 1
1 0 0 0
1 0 1 1
1 1 0 1
1 1 1 1

this is what i built and what i get..
any suggestions?
323Untitled.png
 
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With your table, I find the relation:


[itex] Z=A\cdot\left ( B + C\right ) + B\cdot C[/itex]

You should be able to build it with 4 gates.

J.
 


i need to built it with NAND gates only...
 

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