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#1
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hi there.
i have exams soon an really need someone to explain something i think is difficult, but may be quite simple to someone else....basically i have to revise karnaugh maps...i get what they and how to plot them but say you are given a group of unsimplified expressions on paper, is it possible to work out the simplification without using the maps? can anyone explain with an example maybe? thank you |
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#2
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Hello,
Take a look at chapter 8 of the vol.IV digital eBook: http://www.allaboutcircuits.com/vol_4/chpt_8/1.html Greetings, Bertus
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#3
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this kind of helped but im still unsure of how to simplify the sum of products expression by means of boolean algebra
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#4
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The way I always do it is to express product terms as a binary number. for example AB*CD = 1011, and ABD = 11x1 using the lower case x for the don't cares. If you place this representation of product terms one above the other then an interesting pattern emerges. Any pair of product terms that is identical with the exception of a single column can be replaced with an 'x'. For example
Code:
ABCD* = 1110 ABCD = 1111 becomes ABC = 111x OR ABC = 111x ABC* = 110x becomes AB = 11xx
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We never have time to do it right, But we always have time to do it over. |
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#6
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I found this software Logic Minimizer. http://www.logicminimizer.com that allows you to simplify kmap expressions with and without kmaps. Without kmaps, it gives step by step instruction on simplifying using rules. It's the only one i found so far that does this.
Hope it helps
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| expressions, karnaugh, map, maps, simplifying |
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