SummaryA transformer trained on 1,100 EnergyPlus simulations across Nepal's 72–2,300 m elevation range predicts weekly building energy consumption at test stations (SMAPE 3.1–8.7%). With a single architectural change—scaling weather inputs to fixed physical bounds instead of location-based statistics—the model generalizes zero-shot to ten cities across seven other South Asian countries, achieving 3.1–5.9% SMAPE. |
Why it mattersBuilding performance simulation is nearly absent in energy code enforcement across South Asia. Data scarcity and computational costs pose significant barriers in this field. A lightweight surrogate model that transfers across climates without local calibration could enable retrofit screening and code compliance studies in data-poor regions. The finding that generalization capacity is determined by climate regime coverage rather than data volume offers a practical roadmap for deploying such tools in other geographies with weak service infrastructure. |
Highlights- Scaling weather features to fixed physical bounds instead of location-based min/max values is the single change that enables zero-shot transfer and improves cross-climate accuracy.
- Three training stations covering hot, temperate, and cold regimes keep all unseen Nepal stations within a 5.7% error margin. Removing a single cold mountain station from training negatively impacts predictions for all cold cities.
- In Ulaanbaatar, which lies outside the climate envelope, consumption is consistently underpredicted. Additional training data or data augmentation methods do not resolve this issue. The binding constraint is coverage, not data volume.
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Critical takeThe achieved 3–6% SMAPE values were measured against EnergyPlus simulations of a single DOE mid-sized office prototype, not against metered consumption in real buildings. Therefore, the difference in practical accuracy is unknown. Describing this approach as 'zero-shot' is also a generous characterization. Nepal's 2,300 m elevation spread happens to cover many South Asian climates. Consequently, the model benefits from a favorable training distribution rather than proving a generalizable architecture. |
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