Continuum Mechanics generic functions

Contents:

• The Constitutive Library
  • Ireal()
  • Ivol()
  • Idev()
  • Ireal2()
  • Idev2()
  • Ith()
  • Ir2()
  • Ir05()
  • L_iso()
  • M_iso()
  • L_cubic()
  • M_cubic()
  • L_ortho()
  • M_ortho()
  • L_isotrans()
  • M_isotrans()
  • H_iso()
• The Rotation Library
  • Architecture
  • The Rotation Class
  • Euler Angle Conventions
  • Practical Examples
  • See Also
• The Contimech Library
  • dev()
  • sph()
  • tr()
  • Mises_stress()
  • eta_stress()
  • Mises_strain()
  • eta_strain()
  • J2_stress()
  • J2_strain()
  • J3_stress()
  • J3_strain()
  • Macaulay_p()
  • Macaulay_n()
  • sign()
  • normal_ellipsoid()
  • curvature_ellipsoid()
  • sigma_int()
  • p_ikjl()
  • auto_sym_dyadic()
  • sym_dyadic()
  • auto_dyadic()
  • dyadic_4vectors_sym()
  • auto_sym_dyadic_operator()
  • sym_dyadic_operator()
• The Criteria Library
  • Drucker_stress()
  • dDrucker_stress()
  • Tresca_stress()
  • dTresca_stress()
  • P_Ani()
  • P_Hill()
  • P_DFA()
  • Hill_stress()
  • dHill_stress()
  • Ani_stress()
  • dAni_stress()
  • DFA_stress()
  • dDFA_stress()
  • Eq_stress()
  • dEq_stress()
• Transfer helpers (Voigt <-> matrix)
  • v2t_strain()
  • t2v_strain()
  • v2t_stress()
  • t2v_stress()
• Stress conversions
  • stress_convert()
• The Damage Library
  • damage_weibull()
  • damage_kachanov()
  • damage_miner()
  • damage_manson()
• The Kinematics Library
  • ER_to_F()
  • eR_to_F()
  • G_UdX()
  • G_Udx()
  • R_Cauchy_Green()
  • L_Cauchy_Green()
  • RU_decomposition()
  • VR_decomposition()
  • Inv_X()
  • Cauchy()
  • Green_Lagrange()
  • Euler_Almansi()
  • Log_strain()
  • finite_L()
  • finite_D()
  • finite_W()
  • finite_Omega()
  • finite_DQ()
• Hyperelasticity
• Recovery of Elastic Properties
  • check_symetries()
  • L_iso_props()
  • M_iso_props()
  • L_isotrans_props()
  • M_isotrans_props()
  • L_cubic_props()
  • M_cubic_props()
  • L_ortho_props()
  • M_ortho_props()
  • M_aniso_props()