Results 1 to 10 of about 182 (139)
Analysis of 25 Years of Polar Motion Derived from the DORIS Space Geodetic Technique Using FFT and SSA Methods [PDF]
Polar motion (PM) has a close relation to the Earth’s structure and composition, seasonal changes of the atmosphere and oceans, storage of waters, etc.
Qiaoli Kong +5 more
doaj +2 more sources
A preliminary nonlinear analysis of the earth's chandler wobble [PDF]
The Chandler wobble (CW) is a resonant response of the Earth rotational pole wandering around its figure axis whose excitation mechanism is still uncertain.
V. Frede, P. Mazzega
doaj +2 more sources
Formula for the Chandler Period (Free Wobble of Planetary Bodies)
If the rotational equilibrium of a planetary body is disturbed, the rotation pole responds with a cyclical motion. The duration of one cycle is referred to as the Chandler period, and, when viewed from space, the body wobbles.
Vojtech Patocka, Michaela Walterova
exaly +2 more sources
Measuring chandler wobble amplitude variations using IERS EOP C04 data [PDF]
We analyzed the Earth's long-term polar motion using the time series IERS EOP C04 (International Earth Rotation and Reference Systems Service - IERS; Earth Orientation Parameters - EOP; Combination of four (04) techniques - C04), from 1984 to ...
Damljanović G., Vasilić V.
doaj +1 more source
Variations of seismic activity caused by the Chandler Wobble [PDF]
The problem of the correlation of the global dynamic phenomenon “Chandler wobble” with the local dynamics in different parts of the Earth’s crust and lithosphere is wide of the solution.
Blagoveshchenskaya Elena +2 more
doaj +1 more source
The period and quality factor of the Chandler wobble (CW) are useful for constraining the Earth's internal structure properties, such as the mantle elasticity.
Yachong An, Hao Ding
doaj +1 more source
On the amplitude of the Chandler wobble [PDF]
The change in the inertia tensor of the Earth, due to the mass shift following a seismic event, has been computed by several authors for non-rotating earth models. Rotation is taken into account in the present paper, and the additional change in the inertia tensor is computed for an equivalent earth model, in which the axis of geometrical symmetry ...
M. Bonafede, E. Boschi
openaire +1 more source
Determining the moment of inertia of triaxial Mars with updated global gravity models
The principal moments of inertia (PMIs) with the principal axes are usually taken as the dynamic figure parameters of Mars; they can be deduced from satellite-observed degree-two gravitational potentials in recent global gravity models and from the ...
ChangYi Xu, Yan Jiang
doaj +1 more source
Polyphony of Short-Term Climatic Variations
It is widely accepted to believe that humanity is mainly responsible for the worldwide temperature growth during the period of instrumental meteorological observations. This paper aims to demonstrate that it is not so simple.
Dmitry M. Sonechkin +1 more
doaj +1 more source
Until now, the calculation of the principal inertia moment of the triaxial three-layered Earth mainly adopts the scaling method. This method assumes that the corresponding principal inertia axes of the layers coincide each other, but this is not the case.
Wenying Zhang, Wenbin Shen
doaj +1 more source

