CHAPTER 6 DEFORMATION IN BENDING §6-1 Summary 86-2 Approximate differential equation of the deflection curve of the beam and its integration 86-3 Method of conjugate beam to determine the deflection and the rotational angle of the beam >6-4 Determine deflections and angles of rotation of the beam by the principle of superposition d$6-5 Ckeck the rigidity of the beam 国§6-6 Strain energy of the beam in bending D 86-7 Method to solve simple statically indeterminate problems of the beam D86-8 How to increase the load-carrying capacity of the beam3 §6–4 Determine deflections and angles of rotation of the beam by the principle of superposition §6–5 Ckeck the rigidity of the beam CHAPTER 6 DEFORMATION IN BENDING §6–6 Strain energy of the beam in bending §6–7 Method to solve simple statically indeterminate problems of the beam §6–8 How to increase the load-carrying capacity of the beam §6–1 Summary §6–2 Approximate differential equation of the deflection curve of the beam and its integration §6–3 Method of conjugate beam to determine the deflection and the rotational angle of the beam