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== Test == |
== Test == |
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{| class="wikitable" |
{| class="wikitable" |
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! Type !! Distinctive |
! Type !! Distinctive shape !! Boolean algebra between A & B !! Truth table |
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| '''[[AND gate|AND]]''' |
| '''[[AND gate|AND]]''' |
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| [[Image:AND ANSI.svg|128px|AND symbol]] |
| [[Image:AND ANSI.svg|128px|AND symbol]] |
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| [[Image:AND IEC.svg|128px|AND symbol]] |
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| <math>A \cdot B</math> |
| <math>A \cdot B</math> |
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| '''[[OR gate|OR]]''' |
| '''[[OR gate|OR]]''' |
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| [[Image:OR ANSI.svg|128px|OR symbol]] |
| [[Image:OR ANSI.svg|128px|OR symbol]] |
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| [[Image:OR IEC.svg|128px|OR symbol]] |
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| <math>A+B</math> |
| <math>A+B</math> |
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| '''[[NOT gate|NOT]]''' |
| '''[[NOT gate|NOT]]''' |
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| [[Image:NOT ANSI.svg|128px|NOT symbol]] |
| [[Image:NOT ANSI.svg|128px|NOT symbol]] |
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| [[Image:NOT IEC.svg|128px|NOT symbol]] |
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| <math>\overline{A}</math> |
| <math>\overline{A}</math> |
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| colspan="5" |In electronics a NOT gate is more commonly called an inverter. The circle on the symbol is called a ''bubble'', and is generally used in circuit diagrams to indicate an inverted (active-low) input or output.<ref>{{cite book | title = The Art of Electronics | author = Winfield Hill and Paul Horowitz | publisher = Cambridge University Press | year = 1989 | isbn = 0521377099 | url = http://books.google.com/books?id=Ksa2pWfNnvkC&pg=PA322&dq=bubble+active-low&ei=9u75RqWsKoSepgKhzJi-CQ&sig=kXvQtTNPt3BRWu3DMtwLgOF-p6s }}</ref><ref>[http://www.williamson-labs.com/480_logic.htm another site that describes the logic gate ''bubble'']</ref> |
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| '''[[Sheffer stroke#NAND gate|NAND]]''' |
| '''[[Sheffer stroke#NAND gate|NAND]]''' |
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| [[Image:NAND ANSI.svg|128px|NAND symbol]] |
| [[Image:NAND ANSI.svg|128px|NAND symbol]] |
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| [[Image:NAND IEC.svg|128px|NAND symbol]] |
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| <math>\overline{A \cdot B}</math> |
| <math>\overline{A \cdot B}</math> |
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| '''[[NOR gate|NOR]]''' |
| '''[[NOR gate|NOR]]''' |
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| [[Image:NOR ANSI.svg|128px|NOR symbol]] |
| [[Image:NOR ANSI.svg|128px|NOR symbol]] |
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| [[Image:NOR IEC.svg|128px|NOR symbol]] |
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| <math>\overline{A + B}</math> |
| <math>\overline{A + B}</math> |
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| colspan="5" |In practice, the cheapest gate to manufacture is usually the NAND gate. Additionally, [[Charles Peirce]] showed that NAND gates alone (as well as NOR gates alone) can be used to reproduce the functions of all the other logic gates. |
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[[Image:7400.jpg|thumb|180px|The 7400 chip, containing four NANDs. The two additional pins supply power (+5 V) and connect the ground.]] |
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Two more gates are the exclusive-OR or XOR function and its inverse, exclusive-NOR or XNOR. The two input Exclusive-OR is true only when the two input values are ''different'', false if they are equal, regardless of the value. If there are more than two inputs, the gate generates a true at its output if the number of trues at its input is ''odd'' ([http://www-inst.eecs.berkeley.edu/~cs61c/resources/dg-BOOL-handout.pdf]). In practice, these gates are built from combinations of simpler logic gates. |
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| '''[[XOR gate|XOR]]''' |
| '''[[XOR gate|XOR]]''' |
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| [[Image:XOR ANSI.svg|128px|XOR symbol]] |
| [[Image:XOR ANSI.svg|128px|XOR symbol]] |
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| [[Image:XOR IEC.svg|128px|XOR symbol]] |
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| <math>A \oplus B</math> |
| <math>A \oplus B</math> |
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| '''[[XNOR gate|XNOR]]''' |
| '''[[XNOR gate|XNOR]]''' |
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| [[Image:XNOR ANSI.svg|128px|XNOR symbol]] |
| [[Image:XNOR ANSI.svg|128px|XNOR symbol]] |
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| [[Image:XNOR IEC.svg|128px|XNOR symbol]] |
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| <math>\overline{A \oplus B}</math> |
| <math>\overline{A \oplus B}</math> |
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Latest revision as of 02:06, 29 October 2008
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Test
[edit]Type | Distinctive shape | Boolean algebra between A & B | Truth table | ||||||||||||||||||
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AND |
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OR |
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NOT |
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NAND |
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NOR |
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XOR |
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XNOR |
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