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In the macroscopic system, boundaries lie close to the macroscopically most stressed planes.
How do phase averages related to measured features of the macroscopic system?
In practice, however, we never have access to all of the causally relevant variables affecting a macroscopic system.
A structural change of a molecule is analogous to the mechanical motion of a macroscopic system.
For the first example, we shall examine a macroscopic system of 10 books that is not subjected to thermodynamic effects.
This result applies more generally to other cases where a macroscopic system (not idealized as finite-dimensional) experiences decoherence due to interaction with its environment (see Donald 1998).
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Macroscopic systems, he believes, are deterministic.
How do macroscopic systems react when imposed to external forces?
And further, there are arguably macroscopic systems for which interference effects are not suppressed.
As previously noted, classical chaos is considered to be a property of bounded macroscopic systems.
Chaos only exists in nonlinear systems (at least for classical macroscopic systems; see sec. 6 for subtitles regarding quantum chaos).
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