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SBIR Phase I: AI-Driven Cloud Application Programming Interface for Quantum-Accurate Materials Simulation

Project: Research

Abstract & Details

Description

Award ID: 2603825

The broader/commercial impact of this Small Business Innovation Research (SBIR) Phase I project is the development of an AI-driven platform that accelerates discovery of advanced materials critical to next-generation electronics, including semiconductors, energy systems, quantum computing, and advanced manufacturing. Today, identifying and testing new materials often requires hundreds of thousands to millions of high-performance compute hours, taking months to complete. This project develops technology designed to reduce these calculations to minutes, lowering computational costs by more than 90% and enabling researchers to evaluate hundreds of thousands of candidate materials in weeks rather than months. This capability is increasingly important for U.S. national security and technological competitiveness. Advanced materials underpin next-generation semiconductor chips, AI computing infrastructure, defense systems, and energy technologies, yet first-principles simulation remains a major bottleneck limiting commercialization and deployment. This technology is designed to remove this bottleneck and accelerate the pace of American scientific and industrial innovation. This Small Business Innovation Research (SBIR) Phase I project aims to solve a severe computational bottleneck in materials science: the exponential cost of quantum mechanical simulations required for next-generation electronics discovery. The research objective is to develop a foundational AI model that predicts the electronic structure of solid materials with high-fidelity accuracy in seconds. To achieve this, the proposed research involves constructing a massive, rigorously standardized training dataset derived from plane-wave calculations. Using this uniform data, the project will train an equivariant graph neural network that natively outputs the effective Hamiltonian in a maximally localized, completely orthogonal Wannier basis. Unlike competing machine learning tools that produce non-orthogonal outputs requiring computationally expensive matrix inversions, this orthogonal architecture uniquely enables direct subspace projection. By isolating specific energy windows near the Fermi level, this capability dramatically reduces the Hilbert space, turning previously intractable downstream transport and scattering computations into routine tasks. The anticipated technical result is a linear-scaling computational framework capable of evaluating systems containing over one million atoms. Ultimately, this technology will provide the fast, quantum-accurate engine needed to accelerate the autonomous evaluation and design of novel semiconductors, quantum processors, and advanced energy storage materials. This award reflects NSF's statutory mission and has been deemed worthy of support through evaluation using the Foundation's intellectual merit and broader impacts review criteria.

NSF Program Director: Vincent Lee
StatusActive
Effective start/end date08/15/26 → 01/31/28

Funding

  • SBIR Phase I: $304,905.00

Active Fiscal Year

  • FY2028
  • FY2027
  • FY2026

Start Fiscal Year

  • FY2026

TIP Programs

  • SBIR Phase I

Small Business

  • Yes

Key Technology Areas

  • Advanced Materials
  • (confidence score: 100%)
  • Artificial Intelligence
  • (confidence score: 100%)
  • Advanced Computing and Semiconductors
  • (confidence score: 100%)

Technology Foci

  • Semiconductors
  • (confidence score: 100%)
  • Advanced Computer Software
  • (confidence score: 98%)
  • Machine Learning (ML)
  • (confidence score: 85%)
  • High-Performance Computing (HPC)
  • (confidence score: 96%)
  • 2D materials
  • (confidence score: 99%)

Congressional District at Award

  • District n. 50 of California

Current Congressional District

  • District n. 50 of California

United States

  • California

Core Based Statistical Area (CBSA)

  • San Diego-Chula Vista-Carlsbad, CA

County

  • County: San Diego, CA

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