The Tidal Response of Europa
By W. Moore, Gerald Schubert. 2000
180 citations recorded by the source corpus.
Subfields: Astronomy and Astrophysics, Atmospheric Science, Oceanography
View Paper: https://www.semanticscholar.org/paper/44e96b341da20e65f7a53291609f733863e80648
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Astronomy and Astrophysics
- F. Nimmo
- Christophe Sotin
- Gabriel Tobie
- Tilman Spohn
- John H. Roberts
- Kaizhong Zhang
- M. Efroimsky
- Gaël Choblet
In Atmospheric Science
- F. Nimmo
- John H. Roberts
- Kaizhong Zhang
- V. Lainey
- M. Efroimsky
- Tilman Spohn
- William McKinnon
- J. Anderson
In Oceanography
- M. Efroimsky
- V. Lainey
- Tilman Spohn
- F. Nimmo
- John H. Roberts
- Kaizhong Zhang
- William McKinnon
- J. Anderson
Citations in the corpus
- Tidally heated convection: Constraints on Europa's ice shell thickness (2003, background): “The presence of a deep ocean would strongly modify its response to the tidal potential [Castillo et al., 2000; Moore and Schubert, 2000] and the amount of tidally dissipated energy.”
- Interior composition, structure and dynamics of the Galilean satellites (2004, methodology): “Moore and Schubert (2000) calculated the tidal response of Europa by solving the quasi-static equilibrium equations for a body composed of several uniform Maxwell viscoelastic layers.”
- Long-Term Stability of a Subsurface Ocean on Enceladus (2007, methodology): “The dissipation rate is a combination of the amplitude of the dissipation and the phase lags (Moore and Schubert, 2000).”
- Subsurface oceans and deep interiors of medium-sized outer planet satellites and large trans-neptunian objects (2006, background): “However, in general the dependence of the tidal response on frequency, viscosity, and rigidity of the ice may introduce some ambiguity in application to the icy satellites (Moore and Schubert, 2000).”
- The Physics of Bodily Tides in Terrestrial Planets, and the Appropriate Scales of Dynamical Evolution (2007, methodology): “To find the integral parameter E emerging in (26), we used the present-day values of ∆t and n .”