SOLUTION solver=gdsw transient # Transient analysis with set time step size # and number of steps time_step = 1.000000e-06 nsteps = 1001 END FILE geometry_file 'single_patch.exo' END LOADS END GDSW default_solver = nopivot END BOUNDARY sideset 5 // symmetry boundary condition x = 0 sideset 4 // symmetry boundary condition y = 0 sideset 6 // voltage input transV = 1 function voltage_input sideset 7 // grounded voltage V = 0 END # all nodes in sideset 8 are set to solve to an # identical voltage. RIGIDSET set1 voltage sideset 8 END FUNCTION voltage_input // voltage input in scaled units (Vin * 1e-9) type linear name "voltage_in" {include(create_input_deck/voltage_input.inp)}# END ECHO END OUTPUTS disp # This is the node-by-node solved for voltage # output voltage END BLOCK 1 material Aluminum # Non-default selective deviatoric hex element formulation hex8u END BLOCK 2 material Piezoelectric hex8u END BLOCK 3 material Piezoelectric hex8u END MATERIAL ALUMINUM # Elastic structural material density = 2700 E = {70 * 10^9} nu = 0.33 END // {C11 = 1.38999e+11} // {C12 = .778366e+11} // {C13 = .742836e+11} // {C33 = 1.15412e+11} // {C44 = 2.5641e+10} // {C66 = 3.0581e+10} // {scale = 1e9} // {ep = 8.85418782e-12 * scale * scale} // {D11 = ep * 762.5} // {D33 = ep * 663.2} // {E11 = -5.20279 * scale} // {E33 = 15.0804 * scale} // {E15 = 12.7179 * scale} MATERIAL PIEZOELECTRIC ORTHOTROPIC_PIEZOELECTRIC # Piezo electric material properties. Defines # the stiffness, conductivity, and coupling between # deformation and voltage generation for the material Cij = {C11} {C12} {C13} {C11} {C13} {C33} {C44} {C44} {C66} permittivity_ij {D11} 0 0 0 {D11} 0 0 0 {D33} e_ij = 0 0 {E11} 0 0 {E11} 0 0 {E33} 0 {E15} 0 {E15} 0 0 0 0 0 density = {7500} END