Earth-2 CorrDiff uses AI to model air pollution faster and more accurately, enabling policy simulations, health alerts & local training. Open-source soon.

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Traditional physics-based models struggle with the math required to track multi-component chemical reactions in the atmosphere. These CPU-heavy simulations take hours or days to run, forcing researchers to make a frustrating trade-off between spatial resolution and processing speed.
By swapping out traditional physical calculations for generative deep learning architectures, developers can now deploy high-resolution air quality mapping pipelines that run in seconds rather than hours.
At the core of this approach is Earth-2 CorrDiff, an 80-million parameter neural network featuring six encoder and six decoder layers. Instead of trying to solve the entire spatial mapping problem in one complex step, the system splits the task into a two-part pipeline.
[Low-Resolution Input Data]
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v
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| Stage 1: UNet Regression | <-- Resolves baseline macro-patterns
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v
[Mean Average Prediction]
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v
+-----------------------------+
| Stage 2: AI Diffusion | <-- Generates localized micro-details
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v
[High-Resolution Output Map]
Dividing the spatial processing into two distinct steps prevents multi-scale gradient confusion during training. This pipeline finishes execution thousands of times faster than CPU-based physics solvers while reducing total energy consumption.
Adapting foundational meteorological models to track chemical pollutants required a targeted retraining workflow:
The localized inference speed allows researchers to configure custom scenarios to simulate how changing specific policy variables, such as modifying traffic patterns or factory emission caps, affects downwind pollution plumes.
Healthcare networks can integrate these high-resolution models to identify localized pollution spikes up to 24 hours in advance, triggering automated alerts to respiratory patients. The developers plan to release this software architecture to the open-source community, enabling regions to train local models using their own sensor networks.
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