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Commit 01cc3339 authored by Richard Comblen's avatar Richard Comblen
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ATWOOD = .5
RHO1 = 1.0
RHO2 = RHO1 * (1.+ATWOOD)/(1.-ATWOOD)
taper = 6.0
--Mach number of perturbation
machnum =0.1
GAMMA = 1.4
-- Min speed of sound is at top where p=1, rho=2
epsilon_z= machnum * math.sqrt(GAMMA*1.0/2.0)
epsilon_xy= -epsilon_z*taper/16.0
BANDWIDTH = 0.005;
PI = 3.14159
--[[
Function for initial conditions
--]]
function initial_condition( XYZ, FCT )
for i=0,XYZ:size1()-1 do
X = XYZ:get(i,0)-.125
Y = XYZ:get(i,1)
RHO = 1;
if Y > 0.0 then
RHO = 2
end
-- smooth version
RHO = 1.0 + (math.atan (Y/BANDWIDTH) / PI + 0.5)
PRES = 2 - RHO*Y;
vx = epsilon_xy * math.sin(X/0.25 * 2*PI) * math.cos(Y*PI) * math.pow(math.cos(Y*PI),taper-1.0);
vy = epsilon_z * math.cos(X/0.25 * 2*PI) * math.pow(math.cos(Y*PI),taper);
FCT:set(i,0,RHO)
FCT:set(i,1,RHO*vx)
FCT:set(i,2,RHO*vy)
FCT:set(i,3, 0.5*RHO*(vx*vx+vy*vy)+PRES/0.4)
end
end
--[[
Example of a lua program driving the DG code
--]]
order = 1
print'*** Loading the mesh and the model ***'
myModel = GModel ()
myModel:load ('rect.geo')
if (order == 1) then
myModel:load ('rect.msh')
elseif (order == 2) then
myModel:load ('rect2.msh')
elseif (order == 3) then
myModel:load ('rect3.msh')
elseif (order == 4) then
myModel:load ('rect4.msh')
elseif (order == 5) then
myModel:load ('rect5.msh')
end
print'*** Create a dg solver ***'
law=dgPerfectGasLaw2d()
g=fullMatrix(4,1);
g:set(0,0,0)
g:set(1,0,0)
g:set(2,0,-1.)
g:set(3,0,0)
law:setSource(functionConstant(g):getName())
law:addBoundaryCondition('Walls',law:newSlipWallBoundary())
FS = functionLua(4, 'initial_condition', {'XYZ'}):getName()
law:addBoundaryCondition('Top',law:newOutsideValueBoundary(FS))
GC=dgGroupCollection(myModel,2,order)
solTmp=dgDofContainer(GC,4)
solTmp:L2Projection(FS)
dt=GC:splitGroupsForMultirate(8,law,solTmp)
GC:buildGroupsOfInterfaces(myModel,2,order)
solution=dgDofContainer(GC,4)
solution:L2Projection(FS)
solution:exportGroupIdMsh()
print'------------------- splitted !!'
limiter = dgSlopeLimiter(law)
-- limiter:apply(solution)
print'*** setting the initial solution ***'
--print'*** export ***'
solution:exportMsh(string.format("output/rt-%06d", 0))
print'*** solve ***'
LC = 0.1*.1
print('DT=',dt)
-- RK=dgRungeKutta()
multirateRK=dgRungeKuttaMultirate(GC,law)
multirateRK:setLimiter(limiter)
for i=1,1000 do
-- norm = DG:RK44_limiter(dt)
norm = multirateRK:iterate(dt,solution)
if (i % 1 == 0) then
print('*** ITER ***',i,norm)
end
if (i % 1 == 0) then
solution:exportMsh(string.format("output/rt-%06d", i))
end
end
print'*** done ***'
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