Freudental magic square and its dimensional implication for Formula Not Shown and high energy physicsEl Naschie, M. S.CHAOS SOLITONS AND FRACTALSEl Naschie, M.S. (2008) Freudental Magic Square and Its Dimensional Implication for and High Energy Physics. Chaos, Solitons & Fractals, 36, 546-...
The required activated energy for adsorption significantly differs from that required for desorption process, which could be related to the dimensional changes of the solid ammoniates as the ammoniate expands when adsorption occurs and it contracts when desorption occurs, and extra activation is required...
As a first test of the proposed formulation, two examples for which exact solutions can be computed are presented below : that of a three-dimensional (3-D) cylinder under uniaxial tension, and that of the tearing of a reinforcement in a cylindrical domain. The canonical one-dimensional (1-...
The dimensional formula is a technique in measurement Physics where we represent any given quantity in terms of the seven fundamental quantities described in physics as Length, Mass, Time, Temperature, Electric current, Intensity of light and amount of a substance....
for general p . the underlying mechanism, however, is rather different. in these works almost minimizers spread out, whereas here and in its higher dimensional version [ 18 ] they concentrate. the concentration regime is much more sensitive to the local details of the perturbation and ...
and then to minimiseby considering a series of auxiliary variational problems of isoperimetric type. This approach extends to includep-growth functionals () provided the classis suitably adapted. When, this adaptation is delicate and relies on the deep results of Barchiesi et al. on the space they...
For simplicity I treated it as a one dimensional case. The problem I get is that the... jl12 Thread Mar 30, 2018 Derivation deriving Energy Gravitation Gravitational Gravitational potential Gravitational potential energy Mistake Potential Potential energy Work and energy Replies: 9 Forum: ...
Moreover, researchers are increasingly finding that interfaces between materials represent a rich space for the exploration of exotic properties that are not present in bulk materials, such as two-dimensional electron gases (or liquids) and quantum topological states. It is clear that the importance ...
When a complex structure is present in the space between the panes, the two-dimensional heat transfer process can be represented by a single solid layer (illustrated in Fig. 11(b)) using a function built into the software. This default method can be refined by integrating expressions that cha...
. actually, the dimensional restriction in [ 11 ] was specially designed to avoid this effect and the presence of the corresponding nonlocal term. then, by choosing \(\gamma (q)\) as in ( 1.6 ) we reduce the error close to \(x=q\) ; this gives the asymptotic behavior ( 1.8 ) ...