Add to ORKGThe fine structure of the trajectory of the Foucault pendulum with anisotropic suspension is investigated. In respect of non-Newtonian gravitational effects, a mathematical theory of this device is developed and an analytic formula for the precession of plane of swing as a function of the initial conditions and anisotropy of suspension is obtained. Effects of viscous friction, seismic noise and dynamical instability are investigated. The characteristics of the pendulum dynamics are compared with the results of existing and planned gravitational experiments
Although parametric resonance occurs in areas disparate as quantum mechanics, cosmology, and the mec...
The Foucault pendulum is a well-known mechanism used to demonstrate the rotation of the Earth. It co...
Particles motion is briefly analyzed in inertial and non inertial coordinate systems. Special attent...
In an attempt to explain the tendency of Foucault pendula to develop elliptical orbits, Kamerlingh O...
This paper considers the Foucault pendulum and its possible application as a measurement instrument ...
The well-known Foucault Pendulum has been used to detect the effect of the Earth's rotation upon the...
The Foucault pendulum provides a demonstration of the turning of the Earth. The principle at work is...
An integrated study is presented on the dynamic modelling and experimental testing of a mid-length F...
Theoretical, experimental and numerical analysis of a spherical pendulum is carried out. The stabil...
summary:The pendulum damper modelled as a two degree of freedom strongly non-linear auto-parametric ...
This paper examines the oscillations of a spherical pendulum with horizontal Lissajous excitation. T...
In a coordinate system fixed with respect to the rotating Earth, the Coriolis force deflects an obje...
The paper describes the geometrical method of the apparent vertical (MAV for short) for the solution...
abstractEN: Obtained a complete mathematical model of motion of unbalanced three-axis gyroscope,base...
The animation allows students to observe, during the Earth rotation movement, that the Foucault pend...
Although parametric resonance occurs in areas disparate as quantum mechanics, cosmology, and the mec...
The Foucault pendulum is a well-known mechanism used to demonstrate the rotation of the Earth. It co...
Particles motion is briefly analyzed in inertial and non inertial coordinate systems. Special attent...
In an attempt to explain the tendency of Foucault pendula to develop elliptical orbits, Kamerlingh O...
This paper considers the Foucault pendulum and its possible application as a measurement instrument ...
The well-known Foucault Pendulum has been used to detect the effect of the Earth's rotation upon the...
The Foucault pendulum provides a demonstration of the turning of the Earth. The principle at work is...
An integrated study is presented on the dynamic modelling and experimental testing of a mid-length F...
Theoretical, experimental and numerical analysis of a spherical pendulum is carried out. The stabil...
summary:The pendulum damper modelled as a two degree of freedom strongly non-linear auto-parametric ...
This paper examines the oscillations of a spherical pendulum with horizontal Lissajous excitation. T...
In a coordinate system fixed with respect to the rotating Earth, the Coriolis force deflects an obje...
The paper describes the geometrical method of the apparent vertical (MAV for short) for the solution...
abstractEN: Obtained a complete mathematical model of motion of unbalanced three-axis gyroscope,base...
The animation allows students to observe, during the Earth rotation movement, that the Foucault pend...
Although parametric resonance occurs in areas disparate as quantum mechanics, cosmology, and the mec...
The Foucault pendulum is a well-known mechanism used to demonstrate the rotation of the Earth. It co...
Particles motion is briefly analyzed in inertial and non inertial coordinate systems. Special attent...