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Finally, the collapse theories account in a completely satisfactory way for the classical behavior of macroscopic systems.
The theoretical formulation of classical thermodynamics is a set of natural laws governing the behavior of macroscopic systems; these laws lead to a large number of equations and axioms that are exact, based entirely on logic, and attached to well-defined constraints.
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The integration of different methods and theories at individual scales allows the quantitative prediction of macroscopic system performance from the fundamental molecular behavior.
The achievement of the ground state of mechanical motion using nanoelectromechanical systems (NEMS), as demonstrated recently in remarkable experiments [1 6], opens up a new path for studying quantum behavior in macroscopic systems.
This work is of significance in understanding the deformation behavior of macroscopic BMG structures.
Alternatively, the behavior of a quantum model should reproduce the behavior of macroscopic classical models in the limit of large quantum numbers.
Appropriate assumptions are introduced to describe the behavior of macroscopic temperature, macroscopic concentration, liquid volume fraction and microstructure features.
Detailed kinetic experiments have further revealed a rich kinetic behavior of macroscopic ion currents as a result of fast inactivation.
As previously noted, classical chaos is considered to be a property of bounded macroscopic systems.
Using a hyphal growth model we demonstrate here for the first time how to optimize bioincising by linking the microscopic growth behavior of P. vitreus with macroscopic system properties of the wood.
Finite size and interface effects may cause fundamentally different behavior compared to three dimensional macroscopic systems.
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