# test code for libstokes # Copyright (C) 2006-2008 Kengo Ichiki <kichiki@users.sourceforge.net> # $Id: manual.tex,v 1.5 2008/10/12 20:16:53 kichiki Exp $ require 'stokes' sys = Stokes::stokes_init() np = 8 nm = 8 Stokes::stokes_set_np(sys, np, nm) # you must call stokes_set_np() because # this also allocate the memory for pos. sys.periodic = 1 # periodic boundary condition lx = 10.0 ly = 10.0 lz = 10.0 Stokes::stokes_set_l(sys, lx, ly, lz) # you must call stokes_set_l() becuase # this also initialize parameters other than lx,ly,lz. ewald_tr = 60.25 xi = Stokes::xi_by_tratio(sys, ewald_tr) ewald_eps = 1.0e-12 Stokes::stokes_set_xi(sys, xi, ewald_eps) print "xi = ", xi, "\n" sys.lubmin2 = 4.0000000001 sys.lubmax = 4.0 Stokes::stokes_set_iter(sys, "gmres", 2000, 20, 1.0e-6, 1, Stokes::get_stdout()) pos = Stokes::Darray.new(np*3) u = Stokes::Darray.new(np*3) f = Stokes::Darray.new(np*3) # set pos in SC lattice configuration pos[ 0] = 0.0 # x component pos[ 1] = 0.0 # y component pos[ 2] = 0.0 # z component pos[ 3] = 5.0 pos[ 4] = 0.0 pos[ 5] = 0.0 pos[ 6] = 0.0 pos[ 7] = 5.0 pos[ 8] = 0.0 pos[ 9] = 0.0 pos[10] = 0.0 pos[11] = 5.0 pos[12] = 5.0 pos[13] = 5.0 pos[14] = 0.0 pos[15] = 0.0 pos[16] = 5.0 pos[17] = 5.0 pos[18] = 5.0 pos[19] = 0.0 pos[20] = 5.0 pos[21] = 5.0 pos[22] = 5.0 pos[23] = 5.0 for i in 0..(np*3-1) u[i] = 1.0 end print "pos:\n" for i in 0..(np-1) print i, ' ', pos[i*3], ' ', pos[i*3+1], ' ', pos[i*3+2], "\n" end print "u:\n" for i in 0..(np-1) print i, ' ', u[i*3], ' ', u[i*3+1], ' ', u[i*3+2], "\n" end #sys.pos = pos Stokes::stokes_set_pos(sys, pos) Stokes::solve_res_3f(sys, u, f) nc_f = Stokes::stokes_nc_init("test-stokes.res-3f.nc", np, 0, # nf 0, # version 0, # flag_poly 0, # flag_Q 0, # flag_it (time-dependent imposed flow) 0, # shear_mode 0) # flag_BD # f0, x, u are active Stokes::stokes_nc_set_f0(nc_f, f) Stokes::stokes_nc_set_time(nc_f, 0, 0.0) Stokes::stokes_nc_set_x(nc_f, 0, pos) Stokes::stokes_nc_set_u(nc_f, 0, u) Stokes::stokes_nc_free(nc_f) print "f:\n" for i in 0..(np-1) print i, ' ', f[i*3], ' ', f[i*3+1], ' ', f[i*3+2], "\n" end