For the multivariate a 1 -norm symmetric distributions, which are generalizations of the n-dimensional exponential distribution with independent marginals, a geometric representation formula is given, together with some of its basic properties. This formula can especially be applied to a new develop
Generalization of Abrams' law
โ Scribed by T.S. Nagaraj; Zahida Banu
- Publisher
- Elsevier Science
- Year
- 1996
- Tongue
- English
- Weight
- 603 KB
- Volume
- 26
- Category
- Article
- ISSN
- 0008-8846
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โฆ Synopsis
Considering cement based composites as chemically bonded ceramics (CBC) the consequent strength development with age is essentially a constant volume solidification process, such that the hydrated gel particles fill the space resulting in the compatible gel space ratios. Analysis has been done of the extensively used graphical method of mix design (British method of mix design) i.e., the relation between the compressive strength and the free water -cement ratio. By considering the strength (S) at w/c 0.5 (S, J as the reference state to reflect the synergetic effects between constituents of concrete a generalized relationship obtained is of the form {S/S, 5} = a + b { 1 /(w/c)}.
๐ SIMILAR VOLUMES
A generalization of the TOPMODEL equations for a power law vertical proยฎle of hydraulic conductivity is introduced. The exponential proยฎle of TOPMODEL is obtained as a limit case of the new general form.