nealbara_run.conf

{
ID : configure_nealbara ;

contents : 

world : continuum ;
geometry : ! segment infinte { ! cartesianProduct { _ 1 10 0.1} {_ 1 10 0.1}} ;
mechanics : fluid ;

events : ,
{

name : globalFluidMotion;
type : global motion
constraints : , 
{
continuityConstraint : 
! symbolic { {\partial rho t} + \nabla j = sigma}
};
equations :
{
bernouliEquation : 
! symbolic { {\partial {0.5 * rho * v^2} t} + {\partial {rho * g * z} t} + {\partial p t} = 0}
};

knowns : , ;
unknowns : , ;

effects :
{
name : fluidSolidCollision
target : world.getComponent(events).getElement_byName(localPerturbation_SolidMotion).getComponent(interactionAgent).getElement_byName(fylingObject).getElement_byId(0);
equation : ! symbolic { target.some_builtin_var = some value};
solveStrategy : analytical;
knowns : , some var;
unknowns : , some var;
};


}
{
name : localPerturbation_SolidMotion;
type : local interaction;
interactionAgent :
{
name : flyingObject;
ID : 0;
geometry : ! polytope {, list of points} {, list of edges};
mechaincs : solid newtonian;
};
equation : {!  builtIn newtonian {degree : 3} {coeeficients : , {b : 1} {a : 2} {v : 3} { s0 : 4} }};

knowns : ,;
unknowns : , ;

effects :
{
name : fluidSolidCollision;
target : world;
equation : ! symbolic { {world.p | collision_point} = some value};
solveStrategy : computational;
procedure : , { ! forceDiscreetize { ! builtin regular} } {! laplaceBoltzmann};
knowns : , v ;
unknowns : , alpha;
};


};

driverVariable : t {_ 0 1000 0.01};


}