Get An Introduction to VLSI Physical Design PDF

By Majid Sarrafzadeh

ISBN-10: 0070571945

ISBN-13: 9780070571945

This article treats the actual layout of very huge scale built-in circuits steadily and systematically. It examines the layout challenge and the layout approach with the purpose of comparing the potency of automated layout platforms via algorithmic research. The structure challenge is seen as a suite of sub-problems that are separately solved successfully after which successfully mixed. Initially,the textual content stories VLSI expertise after which examines structure principles and telephone iteration concepts.

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Then, apply the algorithm to pairs of subsets so as to make the partition as close 36 AN INTRODUCTION TO VLSI PHYSICAL DESIGN (a) Step no. 2 An example demonstrating the Kernighan-Lin algorithm, (b) 4*0 as possible to being pairwise optimal . There are (2) pairs of subsets to consider, so the time complexity for one pass through all pairs is (2) (r) 3 , that is, O( r3 ) . 3a . Net 1 connects modules 1, 2, 3, 4 ; net 2 connects modules 1, 5 ; and net 3 connects modules 4, 5 . 3b (each hyperedge interconnecting a collection of terminals is replaced by a complete graph on the same set of terminals) .

Thus, it makes sense to use standard cells when they are produced in large quantities . 5 LAYOUT METHODOLOGIES The layout problem is typically solved in a hierarchical framework . Each stage should be optimized, while making the problem manageable for subsequent stages . 12 shows each step) : . Partitioning is the task of dividing a circuit into smaller parts . 11 Architecture of an array-style FPGA . 12 An example demonstrating hierarchical steps in the layout process . within prescribed ranges and the number of connections between the components is minimized .

M„) do begin-2 form a complete graph Ga with vertices (M1, . . weight of an edge (Mi, Mj ) is proportional to the number of hyperedges of the circuit between M, and Mj ; find a minimum-spanning tree Ta of G a ; replace ea with the edges of Ta in the original hypergraph ; end-2 ; end-1 . An effective way of representing hyperedges with graph edges is still unknown . For the rest of this book, it is assumed that a graph representation of the given circuit is available . In some cases, a hypergraph is used directly .

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An Introduction to VLSI Physical Design by Majid Sarrafzadeh


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