A KAN-based surrogate model is trained on simulated scattering data and then used to fit experimental SANS curves, extracting lamellar defect parameters and colloidal interaction parameters.
Machine Learning-Assisted Profiling of Ladder Polymer Structure using Scattering
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abstract
Ladder polymers, known for their rigid, ladder-like structures, exhibit exceptional thermal stability and mechanical strength, positioning them as candidates for advanced applications. However, accurately determining their structure from solution scattering remains a challenge. Their chain conformation is largely governed by the intrinsic orientational properties of the monomers and their relative orientations, leading to a bimodal distribution of bending angles, unlike conventional polymer chains whose bending angles follow a unimodal Gaussian distribution. Meanwhile, traditional scattering models for polymer chains do not account for these unique structural features. This work introduces a novel approach that integrates machine learning with Monte Carlo simulations to address this challenge. We first develop a Monte Carlo simulation for sampling the configuration space of ladder polymers, where each monomer is modeled as a biaxial segment. Then, we establish a machine learning-assisted scattering analysis framework based on Gaussian Process Regression. Finally, we conduct small-angle neutron scattering experiments on a ladder polymer solution to apply our approach. Our method uncovers structural details of ladder polymers that conventional methods fail to capture.
fields
cond-mat.soft 1years
2024 1verdicts
CONDITIONAL 1representative citing papers
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Scattering-Based Structural Inversion of Soft Materials via Kolmogorov-Arnold Networks
A KAN-based surrogate model is trained on simulated scattering data and then used to fit experimental SANS curves, extracting lamellar defect parameters and colloidal interaction parameters.