One of the more important problems in mechanics is the study of periodic motions, that is, motions which repeat themselves in regular intervals of time, called the period. An example of periodic motion which we hrNe already encountered is uniform circular motion, in which the velocity and acceleration of the body at a given angular position were always the same. If a particle was found at a given position at a time t, we could be sure that it would return to that position at time t + T later, where T was the period of the rotational motion. A body in uniform circular motion moves under the influence of a varying force, the centripetal force, which, though constant in magnitude, varies in direction. In general, an object moving in periodic m...
The classical Newton equation for the motion of a body in a gravitational central field is here modi...
In the preceding chapter we observed that a particle would remain in equilibrium, in a state of rest...
The study of periodic orbits is a very important discipline in dynamical systems. In this paper we a...
One of the more important problems in mechanics is the study of periodic motions, that is, motions w...
Have you ever felt you were the slave of a clock? Clocks are mechanisims that include a pendulum or ...
AbstractWe prove the existence of some types of periodic orbits for a particle moving in Euclidean t...
The book provides the most recent advances of Celestial Mechanics, as provided by high-level scienti...
There is a motion of a system of masses that is as simple as the motion of a point mass on a straigh...
The book provides the most recent advances of Celestial Mechanics, as provided by high-level scienti...
Various solutions are displayed and analyzed (both analytically and numerically) of a recently-intro...
Part eleven of course materials for Classical Dynamics (Physics 520), taught by Gerhard Müller at th...
The aim of the present paper is to study the periodic orbits of a rigid body with a fixed point and ...
We consider periodic perturbations of a central force field having a rotational symmetry, and prove ...
The evolution of the conception of motion as composed by circular uniform motions is analyzed, stres...
The periodic rotations of a symmetric rigid body close to the flat motions are analytically determin...
The classical Newton equation for the motion of a body in a gravitational central field is here modi...
In the preceding chapter we observed that a particle would remain in equilibrium, in a state of rest...
The study of periodic orbits is a very important discipline in dynamical systems. In this paper we a...
One of the more important problems in mechanics is the study of periodic motions, that is, motions w...
Have you ever felt you were the slave of a clock? Clocks are mechanisims that include a pendulum or ...
AbstractWe prove the existence of some types of periodic orbits for a particle moving in Euclidean t...
The book provides the most recent advances of Celestial Mechanics, as provided by high-level scienti...
There is a motion of a system of masses that is as simple as the motion of a point mass on a straigh...
The book provides the most recent advances of Celestial Mechanics, as provided by high-level scienti...
Various solutions are displayed and analyzed (both analytically and numerically) of a recently-intro...
Part eleven of course materials for Classical Dynamics (Physics 520), taught by Gerhard Müller at th...
The aim of the present paper is to study the periodic orbits of a rigid body with a fixed point and ...
We consider periodic perturbations of a central force field having a rotational symmetry, and prove ...
The evolution of the conception of motion as composed by circular uniform motions is analyzed, stres...
The periodic rotations of a symmetric rigid body close to the flat motions are analytically determin...
The classical Newton equation for the motion of a body in a gravitational central field is here modi...
In the preceding chapter we observed that a particle would remain in equilibrium, in a state of rest...
The study of periodic orbits is a very important discipline in dynamical systems. In this paper we a...