Parteienpolitik der Hasmonaerzeit im rabbinischen und by Avigdor (Victor) Aptowitzer

By Avigdor (Victor) Aptowitzer

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When enabled, the flip-flop accepts its input when a clock pulse arrives, and when disabled, clocking the flip-flop does not change its state. 33. The one on the left, circulates data back into the flip-flop when it is disabled (EN = 0). When enabled, the external data on the D input is clocked into the flip-flop. The structure shown on the right, uses an AND gate to actually gate the clock and stop the flip-flop from accepting data on its D input. This is called clock gating and because of its critical timing issues, care must be taken when using this implementation.

Methods of utilizing these parts for implementation of logic functions are discussed here. 1 Boolean Algebra When a design is being done, a designer thinks of the functionality of the design and not the gate structure of it. To facilitate the use of logic gates and to make a correspondence between logic gates and design functions, Boolean algebra is used. Boolean variables used in Boolean algebra take 1 or 0 values only. This makes Boolean algebraic rules different from the algebra that is based on decimal numbers.

12 form two product terms that are themselves adjacent. The complete mapping of the four corners of the map results in only one product term. 13 shows justification for combining the four corners of 31 the k-map into one product term. In this diagram Position indicates North West, North East, South West and South East of the map. 13 Combining Four Corners of a 4-variable Map For implementation of this function another product term is needed to cover minterms a · b · c · d and Because of adjacency of these two terms, variable b drops in the resulting product term.

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