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With regard to dynamics, Leutner et al. (2005) distinguish dynamic problem solving from analytic problem solving.
This lets you collapse the dynamic problem into a sort of quasi-static analysis of the short run.
Thus, a dynamic problem has six dynamic variables for each particle that is, x, y, z and ẋ, ẏ, ż and the Lagrangian depends on all 6N variables if there are N particles.
The fluid dynamic problem is solved under different boundary conditions.
The algorithm is first applied to a simple dynamic problem.
It needs active and economic mechanics that bounce off one another to create the illusion of a dynamic problem.
(123)–(125) constitute a complete mathematical description of the forward dynamic problem.
The dynamic problem of stand management is solved as static optimization using control variables.
In the dynamic problem, two tasks must be considered: (i) should a new order be accepted?
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"Men should be dynamic, problem-solving, in control, go-getting, vital, successful and soft as and when required.
"To be successful in the military, you've got to be a dynamic problem-solver.
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