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We investigate the electric field penetration of the lithosphere atmosphere ionosphere coupling (LAIC) problem to study abnormal seismo-ionospheric disturbance.
The freeze-thaw damage of rock is a critical problem to study rock engineering in cold regions.
For the proof, we reduce the linearized problem to study a family of nonlocal operators, which are closely related to properties of solitary waves.
SSC ENO is also applied to a chemical model problem and a shock tube problem to study the impact of uncertainty both on the formation of discontinuities in time and on the location of discontinuities in space.
A relevant problem to study these effects is that of sound propagation in a hard-walled duct of circular cross-section, fitted with a region of non-uniform liner.
It is then applied for a model tunnel problem to study the effect of the overlying soil thickness, frozen soil wall thickness, excavation radius and brine temperature on the frost heave.
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Also, perturbation and sensitivity analysis have been used to study nonconservative problems to study the stability analysis using the dynamic criterion.
Academic scientists, this version continues, are supported by grant funding and enjoy considerable freedom in determining what problems to study and what methods to use.
Stanford researchers mulling this problem decided to study the orca.
The third problem is to study the initial-final mass relationships (IFMR) via combining three stellar clusters.
The following is a sample problem provided to study participants.
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