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March 5, 2026Journal of Fluid Mechanics0 citations

State-Dependent Convergence of Galerkin-Based Reduced-Order Models for Couette Flow

State-dependent convergence of Galerkin-based reduced-order models for Couette flow

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Authors

ZZZilin ZongIMIgor A. MaiaACAndré Cavalieri

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Overview

Exploration of reduced-order models reveals state-dependent performance in fluid dynamics, highlighting its importance.

Key Points

  • To investigate how different basis functions affect the convergence and performance of reduced-order models (ROMs) for Couette flow.
  • Utilized Galerkin projection for reduced-order modeling based on various basis functions.
  • Analyzed modes obtained from direct numerical simulations, including POD and balanced truncation modes.
  • Considered different base flows, including laminar and turbulent flows, alongside an eddy viscosity model.
  • ROMs based on the balanced truncation modes effectively capture linear dynamics around laminar base flow.
  • POD modes excel in reproducing statistics and dynamics in turbulent states.
  • Performance of ROMs is significantly correlated with the state and the underlying dynamics of selected basis functions.
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Cite This Study

Zong et al. (2026) studied this question.

synapsesocial.com/papers/69a91de0d6127c7a504c11ddhttps://doi.org/10.1017/jfm.2026.11263
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