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Wirelength Estimation - VLSI Physical Design Automation - Home Work, Exercises of Computer Science

These are the Home Work of VLSI Physical Design Automation which includes First Gate, Edge Weighted, Undirected Graph, Number of Gates, Initial Partition, Best Cutsizes, Non Weighted Hypergraph, Single Pass, Area Constraint etc. Key important points are: Wirelength Estimation, Two Nets, Estimated, Minimum Spanning, Manhattan Distance, Wirelength, Linear Wirelength, Gordian Package, Sub Region Information, Gordian Placement

Typology: Exercises

2012/2013

Uploaded on 03/24/2013

dhuha
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Download Wirelength Estimation - VLSI Physical Design Automation - Home Work and more Exercises Computer Science in PDF only on Docsity! VLSI Physical Design Automation S 1. Wirelength estimation: consider the following two nets n1: b-d-e-f, n2: a-b-c-d-e. Cell a, b, c, d, e, and f are placed at (3,0), (2,8), (1,5), (4,5), (11,7), and (3,9), respectively. a) Compute the estimated wirelength using half-perimeter, complete graph, source-sink connection, and minimum spanning tree method. Assume that the 1st cell is the source. The distance is the Manhattan-distance. b) Compute the estimated wirelength using squared wirelength and linear wirelength in the Gordian package. Assume that pins are located at the center of the module, and nets are represented via “star-model”. 2. Gordian algorithm: consider the following sub-region information for Gordian placement performed at level 3. Assume that the area of cell a through q is (3,2,4,5,4,3,6,4,2,1,4,2,3,1,6,3,4). region 0: center at (2,8), contains cell a and b region 1: center at (4,9), contains cell c, d, and e region 2: center at (7,10), contains cell f and g region 3: center at (9,8), contains cell h and i region 4: center at (1,2), contains cell j, k , and 1 region 5: center at (4,4), contains cell m and n region 6: center at (6,3), contains cell o region 7: center at (8,3), contains cell p and q a) Set up the “center of gravity” constraints for x dimension and identify the entries in all matrices and vectors involved. b) Repeat part a) for y dimension. Docsity.com
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