points, vertices, boundary, quantities, ghost_recv_dict, full_send_dict = \
              extract_submesh(submesh, triangles_per_proc)

# read in the mesh partition that belongs to this
# processor (note that the information is in the
# correct form for the GA data structure

else:
    [points, vertices, boundary, quantities, ghost_recv_dict, full_send_dict] = \
             rec_submesh(0)

pypar.broadcast(rect, 0)

domain = Parallel_Domain(points,
                         vertices,
                         boundary,
                         full_send_dict=full_send_dict,
                         ghost_recv_dict=ghost_recv_dict,
                         velocity=[0.1, 0.0])

# Make a notes of which triangles are full and which are ghost

tri_full_flag = build_full_flag(domain, ghost_recv_dict)

#domain.initialise_visualiser(rect=rect)

#Boundaries

T = Transmissive_boundary(domain)
#R = Reflective_boundary(domain)
domain.set_boundary({
    'outflow': T,
예제 #2
0
points, vertices, boundary, full_send_dict, ghost_recv_dict =  \
    parallel_rectangle(N, M, len1_g=1.0)

print "Myid = ", myid, "no points = ", len(points), \
      "no vertices = ", len(vertices), "no boundaries = ", len(boundary)

###########################################
# Start the computations on each subpartion
###########################################

# Create advection domain with direction (1,-1)
# Initial condition is zero by default

domain = Parallel_Domain(points,
                         vertices,
                         boundary,
                         full_send_dict,
                         ghost_recv_dict,
                         velocity=[1.0, 0.0])

# Boundaries

T = Transmissive_boundary(domain)
domain.default_order = 2
domain.set_boundary( {'left': T, 'right': T, 'bottom': T, 'top': T, \
                      'ghost': None} )

# Ensure that the domain definitions make sense

domain.check_integrity()

# Set the inititial conditions


print "Myid = ", myid, "no points = ", len(points), \
      "no vertices = ", len(vertices), "no boundaries = ", len(boundary)

###########################################
# Start the computations on each subpartion
###########################################

# Create advection domain with direction (1,-1)
# Initial condition is zero by default

domain = Parallel_Domain(points,
                         vertices,
                         boundary,
                         full_send_dict,
                         ghost_recv_dict,
                         velocity=[1.0, 0.0])

#print 'ghost ',ghost_recv_dict
#print 'full  ',full_send_dict

# Boundaries

T = Transmissive_boundary(domain)




domain.set_boundary( {'left': T, 'right': T, 'bottom': T, 'top': T, \
                      'ghost': None} )
# submesh containing M*N nodes

points, vertices, boundary, full_send_dict, ghost_recv_dict =  \
    parallel_rectangle(N, M, len1_g=1.0)

print "Myid = ", myid, "no points = ", len(points), \
      "no vertices = ", len(vertices), "no boundaries = ", len(boundary)

###########################################
# Start the computations on each subpartion
###########################################

# Create advection domain with direction (1,-1)
# Initial condition is zero by default

domain = Parallel_Domain(points, vertices, boundary,
                         full_send_dict, ghost_recv_dict, velocity=[1.0, 0.0])

# Boundaries

T = Transmissive_boundary(domain)
domain.default_order = 2
domain.set_boundary( {'left': T, 'right': T, 'bottom': T, 'top': T, \
                      'ghost': None} )

# Ensure that the domain definitions make sense

domain.check_integrity()

# Set the inititial conditions

domain.set_quantity('stage', Set_Stage(0.2,0.4,1.0))
    
    points, vertices, boundary, quantities, ghost_recv_dict, full_send_dict = \
              extract_submesh(submesh, triangles_per_proc)

# read in the mesh partition that belongs to this
# processor (note that the information is in the
# correct form for the GA data structure

else:
    [points, vertices, boundary, quantities, ghost_recv_dict, full_send_dict] = \
             rec_submesh(0)

pypar.broadcast(rect,0)

domain = Parallel_Domain(points, vertices, boundary,
                                   full_send_dict  = full_send_dict,
                                   ghost_recv_dict = ghost_recv_dict,
                                   velocity = [0.1,0.0])

# Make a notes of which triangles are full and which are ghost

tri_full_flag = build_full_flag(domain, ghost_recv_dict)

#domain.initialise_visualiser(rect=rect)

#Boundaries

T = Transmissive_boundary(domain)
#R = Reflective_boundary(domain)
domain.set_boundary( {'outflow': T, 'inflow': T, 'inner':T, 'exterior': T, 'open':T, 'ghost':None} )

#print 'ghost ',ghost_recv_dict
#print 'full  ',full_send_dict



print "Myid = ", myid, "no points = ", len(points), \
      "no vertices = ", len(vertices), "no boundaries = ", len(boundary)

###########################################
# Start the computations on each subpartion
###########################################

# Create advection domain with direction (1,-1)
# Initial condition is zero by default

domain = Parallel_Domain(points, vertices, boundary,
                         full_send_dict, ghost_recv_dict, velocity=[1.0, 0.0])

#print 'ghost ',ghost_recv_dict
#print 'full  ',full_send_dict


# Boundaries

T = Transmissive_boundary(domain)




domain.set_boundary( {'left': T, 'right': T, 'bottom': T, 'top': T, \
                      'ghost': None} )