Modular Combinational Logic - Inspiring Innovation

Modular Combinational Logic - Inspiring Innovation

Modulo-N Counters According to how they handle input transitions Synchronous Asynchronous General Modulo-N asynchronous Counter Number of flip-flops?

Number of states? Why the name Modulo Which state does the logic detect? Asynchronous BCD counter

Which is the last stable output? Asynchronous BCD counter State diagram Counter passes through intermediate transient states (small circles)

between the steady states (the large circles) Which is the last unstable output and why? Constructing asynchronous Modulo-N

counters from binary Asynchronously resetting modulo-13 counter What are the problems with asynchronous design? Synchronous Modulo-13 counter

Which state should the reset logic of a synchronous Modulo-N counter sense? Shift registers as counters Number of storage elements (FFs)?

Number of states? Bit patterns? Where is a ring counter useful? Ring counter Schematic Transition diagram

Ring counter equivalent Can use a small counter plus a decoder Why?

Ring counter equivalent Is the clear synchronous or asynchronous? What is the

drawback of this circuit? Twisted Ring counter AKA Johnson Counter How does it

work? Number of unique states? State sequence? Advantages over ring counter? Twisted Ring

counter Number of unique states? 2n (n is # of flipflops) Advantages over ring counter? Half the number

of flip-flops Twisted Ring counter example Twisted Ring counter example Desired timing diagram Using ring counter 2n states = 16; n =8

Choose 8-bit shift register SN74164 and an inverter for the twist Figure out the decoding logic for the functions Twisted Ring counter example Twisted Ring counter example Logic diagram of the circuit

Twisted Ring counter example Timing diagram of the circuit Alternative implementations 1) Using a ring counter 2) Using a straight binary counter What are advantages and disadvantages of

each? Twisted vs. non-twisted: Half the Flip-Flops Decode logic Straight binary vs. ring Exponentially fewer flip-flops for the straight counter More logic

Fractional rate multiplier Clock drives an n-bit binary counter with outputs X1Xn Produce non-overlap pulse trains P1Pn

Fractional rate multiplier The separation between the output pulses obtained by the fractional multiplier will vary They are

synchronized with the input clock Fractional rate multiplier Why dont Pi overlap? What is the product PiPj ?

How many pulses does each Pi generate per 2n clocks? X1 is on of the time X2 is on of the time

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