applications::exahype2::ShallowWater::coriolisForce Namespace Reference

Functions
template<auto param>
static auto	constant ()
	Returns the Coriolis parameter f for a given position.
template<auto f0, auto beta>
static auto	betaPlane (const auto y)
	Returns the Coriolis parameter f for a given position.
template<auto omega>
static auto	sphere (const auto latDeg)
	Returns the Coriolis parameter f for a given position.

Function Documentation

betaPlane()

template<auto f0, auto beta>

static auto applications::exahype2::ShallowWater::coriolisForce::betaPlane ( const auto y )

static

Returns the Coriolis parameter f for a given position.

This function provides the β-plane approximation (linearly varying with y).

Parameters

y	Cartesian y-coordinate representing the north-south direction

Returns

The Coriolis parameter f at the given location

Definition at line 11 of file MeteotsunamiLaws.cpph.

constant()

template<auto param>

static auto applications::exahype2::ShallowWater::coriolisForce::constant ( )

static

Returns the Coriolis parameter f for a given position.

This function provides the Coriolis parameter using the f-plane approximation (constant value).

Returns

The Coriolis parameter f at the given location

Definition at line 6 of file MeteotsunamiLaws.cpph.

sphere()

template<auto omega>

static auto applications::exahype2::ShallowWater::coriolisForce::sphere ( const auto latDeg )

static

Returns the Coriolis parameter f for a given position.

The full spherical model, where the Coriolis parameter is computed as f = 2 * Ω * sin(φ). (φ = geographic latitude, Ω = Earth's rotation rate) ⇒ f varies with latitude.

Parameters

lat	geographic latitude in [-pi, pi] rad

Returns

The Coriolis parameter f at the given location

Definition at line 16 of file MeteotsunamiLaws.cpph.