Abstract

A long-standing problem at the frontier of biomechanical studies is to develop fast methods capable of estimating material properties from clinical data. In this paper, we have studied three surrogate models based on machine learning (ML) methods for fast parameter estimation of left ventricular (LV) myocardium. We use three ML methods named K-nearest neighbour (KNN), XGBoost and multi-layer perceptron (MLP) to emulate the relationships between pressure and volume strains during the diastolic filling. Firstly, to train the surrogate models, a forward finite-element simulator of LV diastolic filling is used. Then the training data are projected in a low-dimensional parametrized space. Next, three ML models are trained to learn the relationships of pressure–volume and pressure–strain. Finally, an inverse parameter estimation problem is formulated by using those trained surrogate models. Our results show that the three ML models can learn the relationships of pressure–volume and pressure–strain very well, and the parameter inference using the surrogate models can be carried out in minutes. Estimated parameters from both the XGBoost and MLP models have much less uncertainties compared with the KNN model. Our results further suggest that the XGBoost model is better for predicting the LV diastolic dynamics and estimating passive parameters than other two surrogate models. Further studies are warranted to investigate how XGBoost can be used for emulating cardiac pump function in a multi-physics and multi-scale framework.

Highlights

  • A long-standing problem at the frontier of biomechanical studies is to develop fast methods capable of estimating material properties from clinical data

  • We have studied three surrogate models based on machine learning (ML) methods for fast parameter estimation of left ventricular (LV) myocardium

  • We have developed three surrogate models and applied these methods to solve the parameter estimation problem of LV myocardium

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Summary

Introduction

A long-standing problem at the frontier of biomechanical studies is to develop fast methods capable of estimating material properties from clinical data. Material parameter estimation of a FEM heart model is formulated as an inverse problem [14,15,16,17,18]; for example, it requires solving a constrained optimization problem [19,20] by minimizing the mismatch between limited measured data and the FEM model predictions through finding potential material parameters. Estimation of myocardial material parameters from image-based models has attracted intensive interest by formulating a gradient-based inverse problem [15] or using machine learning (ML)-based surrogate approaches for fast parameter inferences [11,27].

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