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GeoDict User Guide 2025

Input Parameters

The AcoustoDict Johnson–Champoux–Allard Model Options dialog opens when clicking the OptionsEdit… button in the AcoustoDict section.

The options necessary to run the solvers can be entered under the Constituent Materials, Boundary Conditions, Flow Solver, and Diffusion Solver tabs. The command internally has to solve two partial differential equations:

  • The Stokes equations to compute the air flow resistivity,
  • The Laplace equation to determine the tortuosity.

The Equations and References tab displays further information about the model.

Constituent Materials

Under the Constituent Materials tab, all parameters are as described for the Delany–Bazley model. The Allard–Johnson model also assumes that the fluid in the pore space is air and it should be set that way.

Boundary Conditions

For the Boundary Conditions, in the Computation Directions panel, choose the direction of wave propagation.

Flow Solver

The parameters entered under the Flow Solver tab have the same meaning as described for the Delany–Bazley model.

Diffusion Solver

AcoustoDict solves the Laplace equation to compute tortuosity, diffusivity, and viscous characteristic length. For this, the EJ solver is used.

AcoustoDict-JCA-DiffusionSolver-01

hmtoggle_arrow0Simulation Stopping Criterion

hmtoggle_arrow0Parallelization

hmtoggle_arrow0Discard PDE Solver File

hmtoggle_arrow0Write Diffusion Flux into Solution File

Equations and References

This tab displays formulas and references which are explained in more detail in the introduction.

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