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Materials science optimization benchmark dataset for multi-objective, multi-fidelity optimization of hard-sphere

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  • 1Materials Science & Engineering, 122 S. Central Campus Drive, #304 Salt Lake City, UT 84112-0056, United States.

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Developing effective scientific benchmarks requires realistic simulations with low computational overhead. This study created a surrogate model for hard-sphere packing, mimicking real-world complexity and improving optimization task relevance.

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Area of Science:

  • Computational science
  • Materials science
  • Optimization

Background:

  • Effective scientific benchmarks are crucial for progress, but often lack real-world task resemblance or have high computational costs.
  • Existing benchmarks may impede progress due to inadequate difficulty or relevance, and lack accessibility.
  • Creating surrogate models that are indistinguishable from ground truth observations is a key objective.

Purpose of the Study:

  • To develop a benchmark dataset for chemistry and materials science optimization tasks that closely mimics real-world complexity.
  • To create a surrogate model that accurately represents complex simulation data, including noise and failure regions.
  • To ensure the benchmark has low computational overhead for accessibility and repeatability.

Main Methods:

  • Performed 494,498 hard-sphere packing simulations (206 CPU days) with nine input parameters, linear constraints, and two discrete fidelities.
  • Logged simulation data into a MongoDB Atlas database, generating failure probability and regression datasets.
  • Developed a surrogate model using percentile ranks to account for heteroskedastic noise, avoiding conventional a-priori assumptions.

Main Results:

  • Generated two core tabular datasets: failure probability and regression, mapping input parameters to outcomes.
  • The surrogate model successfully incorporated simulation failure and heteroskedastic noise, closely approximating actual simulation results.
  • The percentile rank method provided reliable and accurate data, differing from traditional noise modeling approaches.

Conclusions:

  • The developed surrogate model and data handling techniques effectively bridge the gap between low-overhead benchmarks and complex real-world optimization scenarios.
  • This approach enhances the relevance and accessibility of scientific benchmarks in fields like chemistry and materials science.
  • The methodology is extendable to other benchmark datasets, promoting more realistic and computationally efficient scientific discovery.