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"percolative" Definitions
  1. of, relating to, or permitting percolation : POROUS

7 Sentences With "percolative"

How to use percolative in a sentence? Find typical usage patterns (collocations)/phrases/context for "percolative" and check conjugation/comparative form for "percolative". Mastering all the usages of "percolative" from sentence examples published by news publications.

Water is also the principal medium for the erosive or percolative transport of solid particles.
The nature of the percolative paths is peculiar to each of the compounds and the processing method used to fabricate them.
The presence of coarse and fine sand in greater or less amounts will also be thus readily ascertained, allowing estimates of the percolative properties.
The reason for the high transition temperature is then argued to be due to the percolating behaviour of the carriers - the carriers follow zig-zag percolative paths, largely in metallic domains in the CuO2 planes, until blocked by charge density wave domain walls, where they use dopant bridges to cross over to a metallic domain of an adjacent CuO2 plane. The transition temperature maxima are reached when the host lattice has weak bond-bending forces, which produce strong electron- phonon interactions at the interlayer dopants.
The mechanical strength of cellulose fibers can be increased by an order of magnitude by adding only 0.1 wt% of TMCH nanotubes, and measurements of electrical conductivity of polycaprolactone doped with TMCH nanotubes revealed a percolative behavior with an extremely low percolation threshold. The addition of WS2 nanotubes to epoxy resin improved adhesion, fracture toughness and strain energy release rate. The wear of the nanotubes-reinforced epoxy was eight times lower than that of pure epoxy. WS2 nanotubes were also embedded into a poly(methyl methacrylate) (PMMA) nanofiber matrix via electrospinning.
Punit Boolchand is a materials scientist, a professor in the Department of Electrical Engineering and Computing Systems (EECS) in the College of Engineering and Applied Science (CEAS) at the University of Cincinnati (UC), where he is director of the Solid State Physics and Electronic Materials LaboratoryUniversity of Cincinnati He discovered the Intermediate Phase: an elastically percolative network glass distinguished from traditional (clustered) liquid–gas spinodals by strong non-local long-range interactions. The IP characterizes space-filling, nearly stress-free and non-aging, critically self-organized non-equilibrium glassy networks (such as window glass, ineluctably complex high-temperature superconductors, microelectronic Si/SiO2 high-k dielectric interfaces, and protein folding). His experimental data over a 25-year period (1982–2007) formed the basis for the theory of network glasses developed by James Charles Phillips and Michael Thorpe. The theory was adopted by Corning Inc.
Phillips returned to full-time research at Bell Laboratories (1968-2001), where he completed his dielectric studies of semiconductor properties. In 1979 he invented a practical theory of compacted networks, known as rigidity theory, specifically applied first to network glasses, based on topological principles and Lagrangian bonding constraints [1100+ citations]. Over time this theory organized large quantities of glass data, and culminated in the discovery (1999) by Punit Boolchand of a new phase of matter – the Intermediate Phase of glasses, free of internal stress, and with a nearly reversible glass transition. This theory has been adopted at Corning,Mauro, J. C. Amer. Ceram. Soc. Bull. 90, 32 (2011) where it has contributed to the invention of new specialty glasses, including Gorilla glass (used in over three billion portable devices in 2014) and others. In 2001 Phillips moved to Rutgers University, where he completed his 1987 theory of high temperature superconductors as self-organized percolative dopant networks, by displaying their high Tc systematics in a unique Pauling valence compositional plot with a symmetric cusp-like feature, entirely unlike that known for the critical temperatures Tc of any other phase transition.

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