Help with PSPICE: Building a 3-Input Circuit

AI Thread Summary
The discussion focuses on building a 3-input circuit in PSPICE that outputs "1" when at least two inputs are "1". The user presents a truth table and a proposed relation for the output Z, which is Z=A·(B+C)+B·C. However, they specifically request a solution using only NAND gates. Suggestions include using combinations of NAND gates to achieve the desired logic function while adhering to the constraints. The conversation emphasizes the challenge of implementing the circuit with the specified gate type.
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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:


<br /> Z=A\cdot\left ( B + C\right ) + B\cdot C<br />

You should be able to build it with 4 gates.

J.
 


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