Results 291 to 300 of about 737,269 (351)
Porosity Criterion for Hyperbolic Voids and CMB
V. G. Gurzadyan, A. A. Kocharyan
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Pore Evolution Mechanism in Granite during Ultrasonic Vibration-Assisted Penetration by a Disc Cutter. [PDF]
Ma X, Han J.
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Mesoporous Silica Microparticle Tablets for Optimised Formulation and Overcoming Compressibility Challenges. [PDF]
Al Tahan MA, Russell C, Al-Khattawi A.
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A Porosity Method to Model the Internal Structures of a Reactor Vessel
Marie-France Robbe
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Contrasting Symmetric Porosity and Porosity
Journal of Applied Analysis, 1998The aim of the paper is to compare the behaviour of sets with respect to symmetric porosity and porosity. The authors have found several similarities as well as several differences.
Evans, M. J., Humke, P. D.
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Shrinkage Porosity and Gas Porosity
2008Abstract This article provides a detailed discussion on the causes of formation of shrinkage porosity and gas porosity along with the methods involved in eliminating them. It discusses the process of porosity formation and the factors affecting porosity formation, including alloy composition, external pressure, and cooling conditions.
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Multiple-porosity Variable Critical Porosity Model
Proceedings, 2015Compared with conventional reservoirs, complex reservoirs often have more variety of pore types and more complex pore shape. For example, carbonate rocks can have a variety of pore types, such as moldic, vuggy, interparticle, intraparticle and crack.
J.J. Zhang, G.Z. Zhang, F. He
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Evaluating Porosity Parameters for Porosity–Property Relations
Journal of the American Ceramic Society, 1993Porosity parameters are considered from the standpoint of a map of the volume fraction porosity (P) and the ratio of normalized radii of the pore ( r p ) and the solid particles, webs, or ligaments ( r
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2010
We give a short overview of dimensional properties of porous sets and measures. A special emphasis is given to the heuristic ideas behind a recent result giving the best possible upper bound for the packing dimension of mean porous measures. This chapter is based on the paper Beliaev et al. (J Lond Math Soc, 2009), which is a joint work with D. Beliaev,
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We give a short overview of dimensional properties of porous sets and measures. A special emphasis is given to the heuristic ideas behind a recent result giving the best possible upper bound for the packing dimension of mean porous measures. This chapter is based on the paper Beliaev et al. (J Lond Math Soc, 2009), which is a joint work with D. Beliaev,
openaire +1 more source

