02085nam a2200181Ia 450000500170000000800410001702000130005808200150007110000130008624500410009925000080014026000230014830000180017150515870018994200080177699900170178495201020180120241211205636.0241211s1976    xx            000 0 und d  afcnm1724  a531.3I/T22  aTarg, S. 0aTheoretical Mechanics a Short Course  a2da  aURSS :bMIR,c1976  a525 páginas  a1.Basic conceptos and principles. 2.Composition of forces. Concurrent force systems. 3.Parallel forces and force couples in a plane. 4.General case of forces in a plane. 5.Elements of graphical statics. 6.Solution of trusses. 7.Friction. 8.Couples and forces in space. 9.Centre of gravity. 10.Kinematics of a particle. 11.Translational and rotational motion of a rigid body. 12.Plane motion of a rigid body. 13.Motion of a rigid body having one fixed point and motion of a rigid body. 14.Resultant motion of a rigid body. 15.Resultant motion of a rigid body. 16.Introduction of dynamics. Laws of dynamics. 17.Differential equations of motion for a particle and their integration. 18.General theorems of particle dynamics. 19.Constrained motion of a particle. 20.Relative motion of a particle. 21.Rectilinear vibration of a particle. 22.Motion of a body in the Earth’s gravitational fields. 23.Introduction to the dynamics of a system. Moments of inertia of rigid bodies. 24.Theorem of the motion of the Centre of mass of a system. 25.Theorem of the change in the Linear momentum of a system. 26.Theorem of the change in the Linear momentum of a system. 27.Theorem of the change in the kinetic energy of a system. 28.Application of the general theorems to Rigid-Body systems. 29.Applications of the general theorems to the theory of impact. 30.D’ Alembert’s principle. Forces acting on the Axis of a rotating body. 31.The principles of virtual displacements ant he equations of dynamics. 32.Equilibrium conditions and equations of motion of a system in generalized coordinates.  yLIB  c50945d50945  00104070aBE-FCNMbBE-FCNMcTPd2018-05-15eDonacionfBuenoo531.3I/T22pFCNM2973yLIBzExterno