fem_master_full
PURPOSE 
function [E,D,Ela,pp] = fem_master_full(vtx,simp,mat,gnd_ind,elec,zc,perm_sym);
SYNOPSIS 
function [E,D,Ela,pp] = fem_master_full(vtx,simp,mat,gnd_ind,elec,zc,perm_sym);
DESCRIPTION 
CROSS-REFERENCE INFORMATION 
This function calls:
- bld_master_full function [Ef,D,Ela] = bld_master_full(vtx,simp,mat,elec,zc);
- ref_master function [Er] = ref_master(E,vtx,gnd_ind,sch);
- eidors_obj EIDORS_OBJ: 'constructor' to create a eidors structure
This function is called by:
- inv_solve_dual_mesh INV_SOLVE_DUAL_MESH using a coarse and fine mesh
- adjoint_spin function [JTb] = adjoint_spin(vtx,simp,elec,x,gnd_ind,zc,I,no_pl,Vmes);
- inverse_solver function [solf,solp] = inverse_solver(I,voltage,tol,mat_ref,vtx,simp,elec,no_pl,zc,perm_sym,gnd_ind,tfac,Reg,it);
- jacobian_3d function [J] = jacobian_3d(I,elec,vtx,simp,gnd_ind,mat_ref,zc,v_f,df,tol,perm_sym);
- np_calc_system_mat NP_CALC_SYSTEM_MAT: s_mat= np_calc_system_mat( fwd_model, img)
- demo_complex This demo function shows how the EIT problem can be formulated in a complex
- demo_real_test Perform tests based on the demo_real function
SOURCE CODE 
0001 function [E,D,Ela,pp] = fem_master_full(vtx,simp,mat,gnd_ind,elec,zc,perm_sym);
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0020 [Ef,D,Ela] = bld_master_full(vtx,simp,mat,elec,zc);
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0022 [E] = ref_master(Ef,vtx,gnd_ind);
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0025 ver= eidors_obj('interpreter_version');
0026 if ~ver.isoctave && ver.ver<7.0
0027 pp = symmmd(E);
0028 else
0029 pp = symamd(E);
0030 end
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