Momentum decomposition of the pressure field
Artikel i vetenskaplig tidskrift, 2026

The generative mechanism of the pressure field is fundamental in turbulence research and flow control, especially when subject to turbulent separation at high Reynolds numbers. To this end, we propose a physics-based framework-momentum decomposition of the pressure field-which uses the momentum equations to decompose the spatial pressure gradient into quantifiable momentum budgets. Each momentum budget corresponds to a distinct physical mechanism, enabling a rigorous decomposition and quantitative evaluation of the inherent mechanisms governing pressure generation. Incorporating results of a direct numerical simulation of laminar cylinder flow, this method is first demonstrated, after which the three-dimensional large eddy simulation results of a complex turbulent bluff body wake at ReD = 1.88 & times; 105 are analyzed with a comparison of flow control. In the near wake, the bulk of low pressure originates from the streamwise convection of the centripetal flow outside the wake, which manifests as a streamline curvature effect from the term uav/ax, while the pressure variation inside the wake receives main contributions from Reynolds stresses. Under flow control, due to the streamline curvature modification near the base edge, the pulsed jet produces favorable pressure gradients from the mean flow term ua v/ax contributing to the bulk of base-pressure recovery. Overall, the proposed framework provides a fundamental flow diagnostic tool and a rigorous foundation for designing and analyzing flow control strategies, since pressure control can be rationally linked to the momentum budgets manipulation, generally applicable to flow regimes governed by the Navier-Stokes equations.

Författare

Taihang Zhu

Imperial College London

Tongji University

Chao Xia

Fordonsteknik och autonoma system

Jiabin Pang

Tongji University

Olivier Cadot

University of Liverpool

Jonathan F. Morrison

Imperial College London

PHYSICAL REVIEW FLUIDS

2469-990X (ISSN)

Vol. 11 4 044608

Ämneskategorier (SSIF 2025)

Strömningsmekanik

DOI

10.1103/bbyr-wqyv

Mer information

Senast uppdaterat

2026-05-21