reflectivity curve
Extracting thin film structures of energy materials using transformers
Zhang, Chen, Niemann, Valerie A., Benedek, Peter, Jaramillo, Thomas F., Doucet, Mathieu
Neutron-Transformer Reflectometry and Advanced Computation Engine (N-TRACE ), a neural network model using transformer architecture, is introduced for neutron reflectometry data analysis. It offers fast, accurate initial parameter estimations and efficient refinements, improving efficiency and precision for real-time data analysis of lithium-mediated nitrogen reduction for electrochemical ammonia synthesis, with relevance to other chemical transformations and batteries. Despite limitations in generalizing across systems, it shows promises for the use of transformers as the basis for models that could replace trial-and-error approaches to modeling reflectometry data.
- North America > United States > Tennessee > Anderson County > Oak Ridge (0.04)
- North America > United States > California > Santa Clara County > Stanford (0.04)
- North America > United States > California > San Mateo County > Menlo Park (0.04)
- Materials > Chemicals (1.00)
- Energy (0.95)
- Government > Regional Government > North America Government > United States Government (0.94)
Neural network analysis of neutron and X-ray reflectivity data: Incorporating prior knowledge for tackling the phase problem
Munteanu, Valentin, Starostin, Vladimir, Greco, Alessandro, Pithan, Linus, Gerlach, Alexander, Hinderhofer, Alexander, Kowarik, Stefan, Schreiber, Frank
Due to the lack of phase information, determining the physical parameters of multilayer thin films from measured neutron and X-ray reflectivity curves is, on a fundamental level, an underdetermined inverse problem. This so-called phase problem poses limitations on standard neural networks, constraining the range and number of considered parameters in previous machine learning solutions. To overcome this, we present an approach that utilizes prior knowledge to regularize the training process over larger parameter spaces. We demonstrate the effectiveness of our method in various scenarios, including multilayer structures with box model parameterization and a physics-inspired special parameterization of the scattering length density profile for a multilayer structure. By leveraging the input of prior knowledge, we can improve the training dynamics and address the underdetermined ("ill-posed") nature of the problem. In contrast to previous methods, our approach scales favorably when increasing the complexity of the inverse problem, working properly even for a 5-layer multilayer model and an N-layer periodic multilayer model with up to 17 open parameters.
- Energy > Oil & Gas > Upstream (0.68)
- Health & Medicine (0.67)