Private types

Private types in module `FourierFlows`:

FourierFlows.Equation — Type.

This type defines the linear implicit and explicit components of an equation. The linear implicit part of an equation is defined by an array of coefficients which multiply the solution. The explicit part of an equation is calculated by a function that may define linear and nonlinear parts.

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FourierFlows.Problem — Type.

Problem(g, v, p, eq, ts)

Initialize a FourierFlows problem on grid g, with variables v, parameters p, equation eq, and timestepper ts.

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FourierFlows.ZeroDGrid — Type.

ZeroDGrid()

Constructs a placeholder grid object for "0D" problems (in other words, systems of ODEs).

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Private types in module `KuramotoSivashinsky`:

FourierFlows.KuramotoSivashinsky.Vars — Method.

Returns the Vars object for Kuramoto-Sivashinsky.

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Private types in module `TwoDTurb`:

Modules = [FourierFlows.TwoDTurb]
Public = false
Order = [:type]

Private types in module `BarotropicQG`:

Modules = [FourierFlows.BarotropicQG]
Public = false
Order = [:type]

Private types in module `TracerAdvDiff`:

FourierFlows.TracerAdvDiff.ConstDiffParams — Type.

ConstDiffParams(eta, kap, kaph, nkaph, u, v)
ConstDiffParams(eta, kap, u, v)

Returns the params for constant diffusivity problem with time-varying flow.

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FourierFlows.TracerAdvDiff.ConstDiffSteadyFlowParams — Type.

ConstDiffSteadyFlowParams(eta, kap, kaph, nkaph, u, v, g)
ConstDiffSteadyFlowParams(eta, kap, u, v, g)

Returns the params for constant diffusivity problem with time-steady flow.

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FourierFlows.TracerAdvDiff.Vars — Method.

Vars(g)

Returns the vars for constant diffusivity problem on grid g.

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Private types in module `VerticallyFourierBoussinesq`:

Modules = [FourierFlows.VerticallyFourierBoussinesq]
Public = false
Order = [:type]

Private types in module `VerticallyCosineBoussinesq`:

Modules = [FourierFlows.VerticallyCosineBoussinesq]
Public = false
Order = [:type]