Module for rotating zones (rotors) More...

Data Types
interface	rotation_define
	Define a global rotation. More...

interface	rotation_update_coords
	Update coordinates based on a global rotation and time. More...

interface	angular_velocity
	Return angular velocity associated with a rotation. More...

interface	rotation_velocity
	Compute rotation velocity at given point coordinates $\vect{v}=\vect{\Omega}\wedge\vect{x},\quad \text{with }\vect{\Omega}\textnormal{ the rotation vector and } \vect{x}\text{ the point location.}$ . More...

interface	add_coriolis_v
	Add a Coriolis term to a local vector $\vect{w}=\vect{w}+C\vect{\Omega}\wedge\vect{u},\quad \text{with }C\text{ a multiplicative coefficient, } \vect{\Omega}\text{ the rotation vector and } \vect{u}\text{ the velocity.}$ . More...

interface	coriolis_v
	Compute a Coriolis term for a vector $\vect{w}=C\vect{\Omega}\wedge\vect{u},\quad \text{with }C\text{ a multiplicative coefficient, } \vect{\Omega}\text{ the rotation vector and } \vect{u}\text{ the velocity.}$ . More...

interface	add_coriolis_t
	Add the dual tensor of a rotation vector to a tensor $T_{ij}=T_{ij}+\epsilon_{imj}\Omega_m,\quad \text{for }\Omega_m\text{ the rotation vector components and } \epsilon_{imj}\text{ the permutation tensor components.}$ . More...

interface	coriolis_t
	Compute the dual tensor of a rotation vector $T_{ij}=\epsilon_{imj}\Omega_m,\quad \text{for }\Omega_m\text{ the rotation vector components and } \epsilon_{imj}\text{ the permutation tensor components.}$ . More...

interface	rotation_to_array
	Copy rotation structure values to an array. More...

Modules
module	rotation

Variables
integer	nrotmx
	Maximum number of rotors. More...

double precision, dimension(3, nrotmx), save	rotax
	Rotation axis. More...

double precision, dimension(3, nrotmx), save	rotcen
	Rotation origin coordinates. More...

Detailed Description

Module for rotating zones (rotors)

Data Types

Modules

Variables

Detailed Description