# Towards a Predictive Hybrid RANS/LES Framework

## TL;DR

This paper introduces a novel hybrid RANS/LES turbulence modeling framework that separates mean and fluctuating velocity components and actively transfers fluctuating content, improving predictive accuracy in complex flow simulations.

## Contribution

The work proposes a new hybrid RANS/LES approach that overcomes limitations of existing methods by using separate models for mean and fluctuating velocities and employing a forcing strategy.

## Key findings

- Demonstrated on incompressible channel flow
- Shows promising improvements over traditional hybrid methods
- Addresses issues with blending and model inconsistencies

## Abstract

Predictive simulation of many complex flows requires moving beyond Reynolds-averaged Navier-Stokes (RANS) based models to representations resolving at least some scales of turbulence in at least some regions of the flow. To resolve turbulence where necessary while avoiding the cost of performing large eddy simulation (LES) everywhere, a broad range of hybrid RANS/LES methods have been developed. While successful in some situations, existing methods exhibit a number of deficiencies which limit their predictive capability in many cases of interest, for instance in many flows involving smooth wall separation. These deficiencies result from inappropriate blending approaches and resulting inconsistencies between the resolved and modeled turbulence as well as errors inherited from the underlying RANS and LES models. This work details these problems and their effects in hybrid simulations, and develops a modeling paradigm aimed at overcoming these challenges. The new approach discards typical blending approaches in favor of a hybridization strategy in which the RANS and LES model components act through separate models formulated using the mean and fluctuating velocity, respectively. Further, a forcing approach in which fluctuating content is actively transferred from the modeled to the resolved scales is introduced. Finally, the model makes use of an anisotropic LES model that is intended to represent the effects of grid anisotropy. The model is demonstrated on fully-developed, incompressible channel flow and shown to be very promising.