LEE Sources Model Reference
The LEE Sources model uses Linearized Euler Equations (LEE) to compute the turbulent shear flow noise of quadropole sources from a synthetic turbulent velocity field.
Note | This model only solves for noise sources—not for acoustic wave propagation. |
Theory | See Linearized Euler Equation (LEE) Noise Source Model. | ||
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Properties | Key properties are:
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Activates | Solvers |
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Field Functions |
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LEE Sources Model Properties
- Number of Realizations
- The number of samples used to compute the average of the synthetic turbulent velocity field based on the Stochastic Noise Generation and Radiation (SNGR) approach.
- Number of Fourier Modes
- The number of the Fourier modes used for the spectral resolution for isotropic turbulence given by a von Karman-Pao spectrum, when computing the synthetic turbulent velocity field, see Eqn. (4698)).
LEE Source Solver
The LEE Source solver controls the iterative update for the noise source calculations. First, the LEE Source solver calls the Stochastic Noise Generation and Radiation (SNGR) solver, then computes the LEE noise source terms. The SNGR solver computes the synthetic turbulent velocity field and gradients of that field using the SNGR method.
The following right-click action is available:
- Execute solver
- Calculates the values for the
LEE Sources field functions. To stop the solver immediately, without
completing the set number of realization steps, click on the solver stop
button
located next to the progress bar. The solver stops and saves the partially computed field functions.
Field Functions
- LEE Self Noise Source
- The LEE source term that computes the sound generated by turbulent velocity components, see given by Eqn. (4696).
- LEE Shear Noise Source
- The LEE source term that computes the acoustic effects from the interaction between the mean shear flow and turbulent velocity components, see given by Eqn. (4692).
- LEE Total Noise Source
- The sum of the LEE Self Noise Source and LEE Shear Noise Source.