Macroscopic object wave function

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Main Question or Discussion Point

A composite object made of many atoms has a large mass hence a small de Broglie wavethength...and we know that recent experiments succeeded to obtain interference patterns even for such objects (for instance the C60 molecule). Did theoretician understood how a wavefunction with such a small wavelength could arise from the wave functions of the smaller particles inside the macroscopic objects that have larger wavethengthes ? Or is the wavefunction of the big object just a kind of heuristic tool that no one should try to understand in term of the subparts wavefuntions ?
 

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De Broglie wavethength is very approximate tool.
The quantum function of large (heavy) object can be visualized as "pinned" (i.e. constrained) by each particle, with each pinning "rigidity" proportional to particle impulse, producing something resembling wavelet. De Broglie wavethength is approximation for the total wavelet size when it is much larger than distance between individual particles. At higher impulses, large object is better described as just sum of wavefunctions of constituent particles.
 
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  • #3
The Bohr Correspondence Principle says that large number of atoms approaches Newtonian Mechanics.
 
  • #4
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De Broglie wavethength is very approximate tool.
The quantum function of large (heavy) object can be visualized as "pinned" (i.e. constrained) by each particle, with each pinning "rigidity" proportional to particle impulse, producing something resembling wavelet. De Broglie wavethength is approximation for the total wavelet size when it is much larger than distance between individual particles. At higher impulses, large object is better described as just sum of wavefunctions of constituent particles.
Thanks ! very interesting, Would you have a reference on the subject ?
 

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