Synopsys, Inc.

Yongseok Cheon

Pei-Hsin Ho

Qinke Wang

One embodiment of the present invention relates to a process that generates a clock-tree on an integrated circuit (IC) chip. During operation, the process starts by receiving a placement for a chip layout, where the placement includes a set of registers at fixed locations in the chip layout. The process then generates a timing criticality profile for the set of registers, wherein the timing criticality profile specifies timing criticalities between pairs of registers in the set of registers. Next, the process clusters the set of registers based on the timing criticality profile to create a clock-tree for the set of registers. By clustering the registers based on the timing criticality profile, the process facilitates using commonly-shared clock paths in the clock-tree to provide clock signals to timing critical register pairs.

Method and apparatus for generating a variation-tolerant clock-tree for an integrated circuit chip

A system that partitions an integrated circuit. First, the system receives a placement for an integrated circuit. The system then calculates a joint-utilization ratio for pairs of logic modules in the placement. Next, the system sorts the pairs of logic modules based on the joint-utilization ratio. The system then selects top pairs of logic modules based on the joint-utilization ratio and clusters the top pairs of logic modules into new partitions.

Method and apparatus for partitioning an integrated circuit chip

A system that reduces power consumption in an integrated circuit. During operation the system receives a placement for the integrated circuit. The system then groups registers in the placement into clusters and builds a temporary clock tree for the registers within the placement. Next the system assigns net weights to clock wires in the temporary clock tree and signal wires between the rest of the cells of the circuit, and uses the assigned net weights to optimize placement of the cells of the circuit by minimizing a sum of the weighted costs of the wires, wherein the weighted cost of a wire is a product of the net weight of the wire and the length of the wire.

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Portland, OR, United States of America

Yongseok Cheon