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LithoBench-PDE
A benchmark dataset for PDE-based computational lithography simulation, constructed by generating high-fidelity 3D reference simulations for photomasks from the LithoBench dataset. Each sample contains intermediate 2D and 3D field data from the lithography simulation pipeline, providing ground-truth input-output pairs for three PDE learning tasks corresponding to three governing PDEs of photolithography.
PDE Learning Tasks
For each photomask, the reference simulation pipeline generates three ground-truth input-output pairs:
| Task | PDE | Mapping | Input | Output | Shape |
|---|---|---|---|---|---|
| Mask illumination | Maxwell's equation | M → E | M (photomask) |
E (diffracted near field) |
[H, W] → [2, 2, H, W] (complex64) |
| Post-exposure bake | Reaction-diffusion equation | h → m | h (photoacid concentration) |
m (deprotection image) |
[25, H, W] → [25, H, W] |
| Development | Eikonal equation | R → T | R (development rate) |
T (development time) |
[25, H, W] → [25, H, W] |
- M → E: Given a 2D photomask pattern, solve Maxwell's equations to predict the diffracted near field (DNF), represented as a 2×2 Jones matrix of the electric field (complex-valued). Reference solutions are computed by rigorous coupled wave analysis (RCWA).
- h → m: Given a 3D photoacid concentration volume (25 z-slices), solve the reaction-diffusion equation governing the deprotection reaction during post-exposure bake (PEB) to produce the deprotection image. Reference solutions are computed by the finite difference method (FDM).
- R → T: Given a 3D development rate field (25 z-slices), solve the eikonal equation to obtain the development time field, whose isosurface defines the 3D developed photoresist structure. Reference solutions are computed by the fast marching method (FMM).
All data are generated under a fixed nominal condition of an annular source, 0 nm focus, and 20 mJ/cm² dose, with a uniform grid spacing of 4 nm.
Photomask Categories
| Category | Samples | Spatial Size | Description |
|---|---|---|---|
| Metal_I | 1,600 | 512×512 | Curvilinear metal photomasks (train) |
| Metal_T | 1,600 | 512×512 | Rectilinear metal target layouts (train) |
| Contact_I | 163 | 512×512 | Curvilinear contact photomasks (test, out-of-distribution) |
| Contact_T | 163 | 512×512 | Rectilinear contact target layouts (test, out-of-distribution) |
Total: 3,526 samples (~378 GB)
The photomask plane is represented on a 2048 nm × 2048 nm domain (512 × 512 grid at 4 nm spacing). 3D photoresist fields are represented on a 2048 nm × 2048 nm × 100 nm domain (512 × 512 × 25 grid). The DNF E is represented with four complex electric field components E_UV (U, V ∈ {x, y}), where E_UV denotes the U component of the electric field for incident light polarized in V direction.
Download
Option 1: Download zip archives (recommended for full categories)
Pre-packaged zip files are available for each category:
from huggingface_hub import hf_hub_download
# Download a single category as zip
path = hf_hub_download(
"AISDL-SNU/LithoBench-PDE",
"zip/Contact_I.zip",
repo_type="dataset",
local_dir="./data",
)
# Or using the CLI
huggingface-cli download AISDL-SNU/LithoBench-PDE zip/Contact_I.zip --repo-type dataset --local-dir ./data
Option 2: Download individual .pt files
from huggingface_hub import hf_hub_download
path = hf_hub_download(
"AISDL-SNU/LithoBench-PDE",
"LithoBench_PDE/Contact_I/INV_X8__0_0.pt",
repo_type="dataset",
)
Option 3: Download an entire category folder
from huggingface_hub import snapshot_download
snapshot_download(
"AISDL-SNU/LithoBench-PDE",
repo_type="dataset",
allow_patterns="LithoBench_PDE/Contact_I/*",
local_dir="./data",
)
Usage
PyTorch Dataset
Download LithoBench_PDE.py from this repository and use the provided LithoBenchPDE Dataset class:
from LithoBench_PDE import LithoBenchPDE
# Load from HuggingFace Hub — downloads .pt files to local cache
ds = LithoBenchPDE.from_hub("AISDL-SNU/LithoBench-PDE", categories=["Contact_I"])
# Load a specific PDE task (returns {"input", "target", "sample_id", "category"})
ds = LithoBenchPDE.from_hub("AISDL-SNU/LithoBench-PDE", task="maxwell")
ds = LithoBenchPDE.from_hub("AISDL-SNU/LithoBench-PDE", task="reaction_diffusion")
ds = LithoBenchPDE.from_hub("AISDL-SNU/LithoBench-PDE", task="eikonal")
# Use with DataLoader
from torch.utils.data import DataLoader
loader = DataLoader(ds, batch_size=4, shuffle=True)
for batch in loader:
inputs, targets = batch["input"], batch["target"]
# Load from local directory (after downloading/unzipping)
ds = LithoBenchPDE("./LithoBench_PDE", categories=["Contact_I", "Metal_I"])
sample = ds[0]
# sample keys: M, E, h, m, R, T, sample_id, category
Direct loading with PyTorch
import torch
from huggingface_hub import hf_hub_download
path = hf_hub_download(
"AISDL-SNU/LithoBench-PDE",
"LithoBench_PDE/Contact_I/INV_X8__0_0.pt",
repo_type="dataset",
)
sample = torch.load(path, map_location="cpu")
# Access fields
M = sample["M"] # [512, 512] float32 - photomask pattern
E = sample["E"] # [2, 2, 512, 512] complex64 - diffracted near field (Jones matrix)
h = sample["h"] # [25, 512, 512] float32 - photoacid concentration
m = sample["m"] # [25, 512, 512] float32 - deprotection image
R = sample["R"] # [25, 512, 512] float32 - development rate
T = sample["T"] # [25, 512, 512] float32 - development time
File Format
Each .pt file is a Python dictionary saved with torch.save() containing:
{
"M": torch.Tensor, # [H, W] float32 - photomask pattern
"E": torch.Tensor, # [2, 2, H, W] complex64 - diffracted near field
"h": torch.Tensor, # [25, H, W] float32 - photoacid concentration
"m": torch.Tensor, # [25, H, W] float32 - deprotection image
"R": torch.Tensor, # [25, H, W] float32 - development rate
"T": torch.Tensor, # [25, H, W] float32 - development time
}
Citation
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