Gheorghe M. Ştefan - 2014 -

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Presentation transcript:

Gheorghe M. Ştefan

Featuring by looping 2014Digital Integrated Circuits - week five2

Loops & autonomy 2014Digital Integrated Circuits - week five3

The taxonomy of digital systems 2014Digital Integrated Circuits - week five4 Included loops:

From order 0 to order Digital Integrated Circuits - week five5

Order 4 & order n systems 2014Digital Integrated Circuits - week five6

Our final target: toyMachine 2014Digital Integrated Circuits - week five7

toyMachine: architectural description 2014Digital Integrated Circuits - week five8

Instruction format 2014Digital Integrated Circuits - week five9

Control instructions 2014Digital Integrated Circuits - week five10

Data instructions 2014Digital Integrated Circuits - week five11

Input-output instructions 2014Digital Integrated Circuits - week five12

2014Digital Integrated Circuits - week five13

instructionStructure.v 2014Digital Integrated Circuits - week five14

controlFunction.v 2014Digital Integrated Circuits - week five15

2014Digital Integrated Circuits - week five16

interpol circuit 2014Digital Integrated Circuits - week five17

The main routine 2014Digital Integrated Circuits - week five18

Pseudo-macros 2014Digital Integrated Circuits - week five19

Binary form 2014Digital Integrated Circuits - week five20

Gates: 0-order systems Simple, recursively defined circuits: Decoders Demultiplexers Multiplexers Arithmetic circuits Arithmetic and logic unit (ALU) Comparator Complex, patternless circuits 2014Digital Integrated Circuits - week five21

Decoders 2014Digital Integrated Circuits - week five22

Decoder: recursive definition 2014Digital Integrated Circuits - week five23

Home work 5 Problem 1: rezolvati problema corectiei pixelilor folosind toyMachine cu regula mai precisa: s’(t) = if (s(t)= 0) then (3×s(t-1)+5×s(t-1)+5×s(t+1)+3×s(t+1))/16 else s(t) Problem 2: desenati cu porti logice cu doua intrari si inversoare structura unui decodificator cu 4 intrari pornind de la definitia recursiva a DCD-ului (vezi slide 23). Problem 3: proiectati un circuit care calculeaza 2 m unde m=2 n. Comparati size-ul circuitului rezultat cu cel al circuitului care calculeaza valoarea lui 2 n. 2014Digital Integrated Circuits - week five24