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Routing on regular segmented 2-D FPGAs

Yu‐Liang Wu, Malgorzata Marek-Sadowska

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Abstract

In this paper we analyze the properties of the Xilinx-like regular segmentation schemes for 2-D Field Programmable Gate Arrays (FPGAs). We introduce a new notion of architectural level routing decaying effect caused by wiring segmentation. We discuss its routing properties and propose a relative prime number based segmentation scheme for 2-D FPGA architectures. A new FPGA design concept of applying architectural coupling to achieve better routability is also introduced and experimentally justified.

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What this paper is about

In this paper we analyze the properties of the Xilinx-like regular segmentation schemes for 2-D Field Programmable Gate Arrays (FPGAs). We introduce a new notion of architectural level routing decaying effect caused by wiring segmentation. We discuss its routing properties and propose a relative prime number based segmentation scheme for 2-D FPGA architectures. A new FPGA design concept of applying architectural coupling to achieve better routability is also introduced and experimentally justified.

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Available abstract

In this paper we analyze the properties of the Xilinx-like regular segmentation schemes for 2-D Field Programmable Gate Arrays (FPGAs). We introduce a new notion of architectural level routing decaying effect caused by wiring segmentation. We discuss its routing properties and propose a relative prime number based segmentation scheme for 2-D FPGA architectures. A new FPGA design concept of applying architectural coupling to achieve better routability is also introduced and experimentally justified.

Key concepts: Field-programmable gate array, Routing (electronic design automation), Segmentation, Computer science, Scheme (mathematics), Computer architecture, Prime (order theory), Parallel computing

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