Getting an exact description of any complex
dynamical system requires large amounts of data, he adds.
Not exact matches
The vibratory states of a
dynamical (chaotic)
system could to date only be visualized with methods
requiring several graphs that are hard to interpret for non-mathematicians.
Education is a complex
system that
requires dynamical solutions tailored to the ever - changing needs of each school environment.
Accurate long - term scientific predictions
require conserved quantities: in solar
system dynamics this conserved quantity is
dynamical energy; in Hansen's climate - change theory it is thermal energy.
If numerical methods can not accurately compute the solution of the basic
dynamical system (so called
dynamical cores) either because of ill posedness, fast exponential growth, or inadequate resolution to properly resolve the rapid nonlinear cascade of the vertical component of vorticity (
requires unphysically large dissipation to overcome), then adding necessarily unphysical parameterizations to overcome these deficiencies can not lead to a correct physical solution as the resolution is reduced.