LGARFeb 27, 2024

PreRoutGNN for Timing Prediction with Order Preserving Partition: Global Circuit Pre-training, Local Delay Learning and Attentional Cell Modeling

arXiv:2403.00012v223 citationsh-index: 12Has CodeAAAI
Originality Incremental advance
AI Analysis

This addresses timing prediction for chip design, offering a significant improvement over prior methods, though it appears incremental as it builds on existing GCN-based approaches.

The paper tackles the problem of pre-routing timing prediction in chip design, which suffers from signal decay and error accumulation in large circuits, by proposing a two-stage approach with global pre-training and local delay learning, achieving a new SOTA R2 of 0.93 for slack prediction, significantly surpassing the previous SOTA of 0.59.

Pre-routing timing prediction has been recently studied for evaluating the quality of a candidate cell placement in chip design. It involves directly estimating the timing metrics for both pin-level (slack, slew) and edge-level (net delay, cell delay), without time-consuming routing. However, it often suffers from signal decay and error accumulation due to the long timing paths in large-scale industrial circuits. To address these challenges, we propose a two-stage approach. First, we propose global circuit training to pre-train a graph auto-encoder that learns the global graph embedding from circuit netlist. Second, we use a novel node updating scheme for message passing on GCN, following the topological sorting sequence of the learned graph embedding and circuit graph. This scheme residually models the local time delay between two adjacent pins in the updating sequence, and extracts the lookup table information inside each cell via a new attention mechanism. To handle large-scale circuits efficiently, we introduce an order preserving partition scheme that reduces memory consumption while maintaining the topological dependencies. Experiments on 21 real world circuits achieve a new SOTA R2 of 0.93 for slack prediction, which is significantly surpasses 0.59 by previous SOTA method. Code will be available at: https://github.com/Thinklab-SJTU/EDA-AI.

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