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Gheorghe M. Ştefan http://arh.pub.ro/gstefan/ - 2014 -

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Tristate buffers enable = 0, out = hi-z enable = 1, out = in’ Interconnecting two systems: en1=1, en2=0 : System 1 sends, System 2 receives en1=0, en2=1 : System 2 sends, System 1 receives en1=0, en2=0 : System 1 receives, System 2 receives en1=1, en2=1 : forbidden 2014Digital Integrated Circuits - week three2

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Inverting & non-inverting tristate buffer 2014Digital Integrated Circuits - week three3

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Transmission gate en = 1 => out = in en = 0 => out = hi-z Main limitation: R ON is serially connected to C L Main advantage: no connection to V DD and ground 2014Digital Integrated Circuits - week three4

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Elementary inverting multiplexor Low power, small area, but low speed 2014Digital Integrated Circuits - week three5

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Memory circuits Data latches revisited Delay flip-flop (DF-F) Reset-able DF-F 2014Digital Integrated Circuits - week three6

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Data latches 0 : active level of CK 1 : active level of CK CK = 1 : loop closed CK = 1 : transparent CK = 0 : transparent CK = 0 : loop closed 2014Digital Integrated Circuits - week three7

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The master-slave structure of DF-F What is the active edge of clock? How can the active edge be changed? 2014Digital Integrated Circuits - week three8

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master-latch is transparent, slave-latch latches master-latch latches, slave-latch is transparent the overall structure is anytime non-transparent 2014Digital Integrated Circuits - week three9

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Reset-able DF-F The free inverter is substituted by an appropriate gate Both, master-latch and slave–latch must be “forced” asynchronously 2014Digital Integrated Circuits - week three10

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Growing – Speeding - Featuring Size vs. Complexity Time restrictions in digital systems Growing the size by composition Speeding by pipelining Featuring by closing new loops The taxonomy of digital systems 2014Digital Integrated Circuits - week four11

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Size vs. Complexity Size: the dimension of physical resources – S digital_system Gate size: the number of CMOS pairs Area size: silicon area Depth: number of logic levels Complexity (algorithmic complexity): ~ the dimension of the shortest description C digital_system Simple circuit: C simple_system << S simple_system Complex circuit: C complex_system ~ S complex_system 2014Digital Integrated Circuits - week four12

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Size vs. Complexity (examples) 2014Digital Integrated Circuits - week four13 Complex circuit: Simple circuit:

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Time restrictions in digital systems 2014Digital Integrated Circuits - week four14 t in_reg : minimum input arrival time before clock t reg_reg : minimum period of clock = T clock_min = 1/f clock_max t in_out : maximum combinational delay path t reg_out : maximum required time after clock

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Example 2014Digital Integrated Circuits - week four15 t in_reg = t p (adder) + t p (selector) + t su (register) = (550+85+35)ps t reg_reg = T clock_min = 1/f max = t p (register) + t p (adder) + t p (selector) + t su (register) = (150+550+85+35)ps f max = 1.21 GHz t in_out = t p (comparator) = 300ps t reg_out = t p (register) + t p (comparator) = (150+300)ps

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Pipelined connections 2014Digital Integrated Circuits - week four16

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Blocking – Non-Blocking assignment 2014Digital Integrated Circuits - week four17 Blocking assignment: “=“ for combinational circuits Non-blocking assignment: “<=“ for edge triggered transitions

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Fully buffered connection 2014Digital Integrated Circuits - week four18 t in_reg = t su (regsiter) t reg_reg = t p (regsiter) + t p (comb) + t su (regsiter) = 1/f clock_max t in_out : not defined t reg_out = t p (regsiter)

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Growing by composing 2014Digital Integrated Circuits - week four19 f(x) = g(h 1 (x), h 2 (x), … h m (x) )

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Serial & Parallel Composition 2014Digital Integrated Circuits - week four20

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Example: inner product 2014Digital Integrated Circuits - week four21

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Example: inner product (cont.) 2014Digital Integrated Circuits - week four22

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Speeding by pipelining With no pipeline: f clock = 1/(t reg +t f +t su ) = 1/(t reg +t h_1 +t g +t su ) Latency: λ = 2 With pipeline: f clock = 1/(t reg + max(t h_1 +t g )+t su ) Latency: λ = 3 2014Digital Integrated Circuits - week four23

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Example: pipelined inner product 2014Digital Integrated Circuits - week four24 t p (mult) = 2 ns t p (add) = 1ns t su (reg) = 20ps t p (reg) = 50ps No pipeline: f ck = 0.325 GHz With pipeline: f ck = 0.483 GHz

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Home work 3 Problem 1: design at the gate level an asynchronously reset- able (RST) and preset-able (SET) DF-F. Problem 2: design a synchronously reset-able DF-F. Problem 3: design the test module for the pipelined version of the inner product circuit represented in Figure 3.6 and described in Example 3.7. Use it to simulate the inner product circuit. 2014Digital Integrated Circuits - week three25

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