program main use FEMSolverClass implicit none type(FEMSolver_) :: solver type(FEMDomain_),target :: domains(1) type(IO_) :: f integer(int32) :: i real(real64) :: Vs,t,dt,E_Al real(real64),allocatable :: Mode_U(:),mode_Ut(:),freq(:),eigen_value(:),eigen_vectors(:,:) ! Modal analysis !Create file or... call domains(1)%create("Cube3D",x_num=2,y_num=6,z_num=40) call domains(1)%resize(x=1.0d0) call domains(1)%resize(y=5.0d0) call domains(1)%resize(z=50.0d0) call domains(1)%vtk("AlminiumBar") !read file !call domains(1) % read("AlminiumBar.vtk") call solver%init(NumDomain=1) call solver%setDomain(FEMDomain=domains(1),DomainID=1) call solver%setCRS(DOF=3) !$OMP parallel do do i=1,domains(1)%ne() call solver%setMatrix(& DomainID=1,& ElementID=i,& DOF=3,& Matrix=domains(1)%MassMatrix(ElementID=i,Density=2.70d0,DOF=3) & ) enddo !$OMP end parallel do call solver%keepThisMatrixAs("B") call solver%zeros() print *, "Save Stiffness Matrix" E_Al = 70.0d0*1000.0d0*1000.0d0 !$OMP parallel do do i=1,domains(1)%ne() call solver%setMatrix(& DomainID=1,& ElementID=i,& DOF=3,& Matrix=domains(1)%StiffnessMatrix(ElementID=i,E=70.0d0*1000.0d0*1000.0d0,v=0.300d0) & ) enddo !$OMP end parallel do call solver%keepThisMatrixAs("A") ! Eigen value problem solver by scipy print *, "solver%eig" call solver%eig(num_eigen=domains(1)%nn()*domains(1)%nd(),eigen_value=eigen_value,eigen_vectors=eigen_vectors) ! read results freq = sqrt(abs(eigen_value))/2.0d0/3.141590d0 dt = 0.10d0 ! 20 modes do i_i=1,20 mode_U = zeros(size(eigen_vectors,1)) mode_U = eigen_vectors(:,i_i) dt = 1.0d0/freq(i_i)/100.0d0 do j_j=1,100 t = dt * dble(j_j-1) mode_Ut = mode_U*cos( 2.0d0*3.140d0*freq(i_i)*t ) domains(1)%mesh%nodcoord = domains(1)%mesh%nodcoord & +10.0d0*reshape(mode_Ut,domains(1)%nn(),3 ) call domains(1)%vtk("Mode_Fortran_"+str(i_i)+"_t_"+str(j_j)) domains(1)%mesh%nodcoord = domains(1)%mesh%nodcoord & -10.0d0*reshape(mode_Ut,domains(1)%nn(),3 ) enddo enddo print *, "Freq (Hz)" call print(sqrt(abs(eigen_value(1:30)))/2.0d0/3.141590d0 ) end program main