Record Details


Field	Value

Title	Scaling properties of net information measures for superpositions of power potentials: Free and spherically confined cases

Creator	PATIL, SH SEN, KD

Subject	mechanical entropy numerical analysis

Description	The dimensional analyses of the position and momentum variances based quantum mechanical Heisenberg uncertainty measure, along with several entropic information measures are carried out for the superposition of the power potentials of the form V(r)=Zrn+∑iZirni where Z, Zi, n, ni are parameters yielding bound states for a particle of mass M. The uncertainty product and all other net information measures for given values of the parameters Z, Zi, are shown to depend only on M and the ratios Zi/Z(ni+2)/(n+2). Under the imposition of a spherical impenetrable boundary of radius R over the polynomial potential, an additional parametric dependence on RZ1/(n+2) is derived. A representative set of numerical results are presented which support the validity of such a general scaling property.

Publisher	Elsevier

Date	2009-03-20T05:56:02Z 2011-11-25T19:41:51Z 2011-12-26T13:08:00Z 2011-12-27T05:56:01Z 2009-03-20T05:56:02Z 2011-11-25T19:41:51Z 2011-12-26T13:08:00Z 2011-12-27T05:56:01Z 2007

Type	Article

Identifier	Physics Letters A 370(3-4), 354-360 0375-9601 http://dx.doi.org/10.1016/j.physleta.2007.05.085 http://hdl.handle.net/10054/1011 http://dspace.library.iitb.ac.in/xmlui/handle/10054/1011

Language	en

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