🤖 AI Summary
Conventional latent heat thermal energy storage systems lack integrated optimization of phase change materials (PCMs) and structural configurations, leading to suboptimal energy density and cost efficiency. Method: This paper proposes the first end-to-end joint optimization framework that simultaneously selects high-conductivity enhancement materials and PCMs while optimizing their topological layouts, under a multiphysics-coupled model of the phase change process. A variational autoencoder embeds discrete material libraries into a differentiable continuous latent space—overcoming the limitation of predefined material choices in traditional topology optimization. Transient nonlinear finite element analysis is coupled with gradient-based optimization to maximize discharged energy under cost constraints. Contribution/Results: Numerical case studies demonstrate significant improvements in both volumetric energy density and cost-effectiveness. The framework establishes a new paradigm for thermo-functional structural design driven by novel material discovery and intelligent topology synthesis.
📝 Abstract
Latent heat thermal energy storage (LHTES) systems are compelling candidates for energy storage, primarily owing to their high storage density. Improving their performance is crucial for developing the next-generation efficient and cost effective devices. Topology optimization (TO) has emerged as a powerful computational tool to design LHTES systems by optimally distributing a high-conductivity material (HCM) and a phase change material (PCM). However, conventional TO typically limits to optimizing the geometry for a fixed, pre-selected materials. This approach does not leverage the large and expanding databases of novel materials. Consequently, the co-design of material and geometry for LHTES remains a challenge and unexplored.
To address this limitation, we present an automated design framework for the concurrent optimization of material choice and topology. A key challenge is the discrete nature of material selection, which is incompatible with the gradient-based methods used for TO. We overcome this by using a data-driven variational autoencoder (VAE) to project discrete material databases for both the HCM and PCM onto continuous and differentiable latent spaces. These continuous material representations are integrated into an end-to-end differentiable, transient nonlinear finite-element solver that accounts for phase change. We demonstrate this framework on a problem aimed at maximizing the discharged energy within a specified time, subject to cost constraints. The effectiveness of the proposed method is validated through several illustrative examples.