Assembly geometric quality directly affects assembly reliability and delivery yield in complex products, and is central to quality prediction and control in multistage assembly processes (MAPs). In MAPs, multi-source errors propagate through heterogeneous relationships and accumulate across stages, resulting in spatio-temporal coupling in final geometric quality. Existing methods insufficiently characterize error propagation paths, inter-stage accumulation, and the relationship between subsystem local quality state and overall product quality, limiting prediction accuracy and interpretability. To address these limitations, this study proposes a prior-guided dynamic heterogeneous spatio-temporal graph network (PG-DHSTGN) for hierarchical multi-task prediction of geometric quality indicators (GQIs) before final inspection. Assembly-domain priors are encoded as relational semantics and edge features in dynamic heterogeneous graphs, providing graph-structured inputs with explicit assembly-engineering semantics. An edge-feature-enhanced heterogeneous graph transformer (HGT-EF) is designed, where edge features participate in heterogeneous attention computation and regulate message passing to characterize the differentiated effects of intra-stage heterogeneous topological relationships and propagation paths on quality evolution. A temporal attention gated recurrent unit (TAGRU) is further introduced to model inter-stage error propagation and accumulation. In addition, a hierarchical multi-task learning framework jointly predicts subsystem-level GQIs and product-level GQIs, while homoscedastic uncertainty weighting is used to adaptively balance multi-task losses. Results from an industrial case show that, compared with the average results of all baseline models, the proposed method improves MAE, RMSE, and R 2 by approximately 9.8%, 6.8%, and 1.7%, respectively. Ablation studies support the predictive effectiveness of the proposed components, while attribution analyses provide structured model-level predictive attribution.
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Qiu et al. (2026) studied this question.
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