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Emmi-Wing (processed)
This is a processed, downsampled version of Emmi Wing, not the original dataset. Fields were converted to a common frame and non-dimensionalized, rows were randomly subsampled and some variables were dropped. For the original data, see the original paper
The original size was 4.6 TB, therefore there we downsampled the volume field by 5x to obtain a size of 0.83 TB.
Layout
collated/ surface
manifest.json [{stem, n_points, n_points_source, ...}]
splits/{train,val}.json
norm_stats*.npz per-column normalization statistics
samples/<stem>.npy (packed in shards/*.tar, see below)
volume_collated/ volume
manifest.json
norm_stats_volume*.npz
samples/<stem>.npy (packed in shards/*.tar, see below)
RELEASE.json downsampling factors, columns and row totals
This dataset has ~29k samples per tree, so the per-sample files are packed into ~5 GB uncompressed tar shards to stay within Hub file-count limits. The member paths are relative to the dataset root, so this reproduces the per-sample layout above:
cd <download dir>
for f in collated/shards/*.tar volume_collated/shards/*.tar; do tar -xf "$f"; done
<tree>/shards/index.json maps each stem to its shard. A single sample can be pulled with tar -xf <shard> <tree>/samples/<stem>.npy.
Columns
Surface (collated, 7 columns):
| col | name | meaning |
|---|---|---|
| 0 | x |
position |
| 1 | y |
position |
| 2 | z |
position |
| 3 | cp |
pressure coefficient |
| 4 | cf_x |
skin-friction coefficient |
| 5 | cf_y |
skin-friction coefficient |
| 6 | cf_z |
skin-friction coefficient |
Dropped from this release: rho_tilde.
Volume (volume_collated, 7 columns):
| col | name | meaning |
|---|---|---|
| 0 | x |
position |
| 1 | y |
position |
| 2 | z |
position |
| 3 | ux |
velocity |
| 4 | uy |
velocity |
| 5 | uz |
velocity |
| 6 | cp |
pressure coefficient |
Dropped from this release: rho_tilde, wx, wy, wz.
Splits
The volume tree uses the surface splits (keyed by stem).
train: 26,648 samplesval: 2,961 samples
Either use norm_stats_centered.npz, or norm_stats_thinned.npz. The centered stats are computed on the simulation mesh (i.e., native discretization), while the thinned stats are computed after (roughly) uniform sampling.
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