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Insulating matrix

Matrix insulation processes based on the formation of a polymer stabilizer in the presence of dispersed nanoparticles. [Pg.97]

Polyurethane, PVC, and extruded polystyrene provide the bulk of the cellular plastics used for low and cryogenic temperature appHcations. In some cases, eg, the insulation of Hquid hydrogen tanks on space systems, foams have been reinforced with continuous glass fibers throughout the matrix. This improves strength without affecting thermal performance significantly. [Pg.336]

During the late 1960s and 1970s, the finding of health problems associated with heavy exposure to airborne asbestos fibers led to a strong reduction (or ban) in the use of asbestos fibers for thermal insulation. In most of the current applications, asbestos fibers are contained within a matrix, typically cement or organic resins. [Pg.344]

The main characteristic properties of asbestos fibers that can be exploited in industrial appHcations (8) are their thermal, electrical, and sound insulation nonflammabiUty matrix reinforcement (cement, plastic, and resins) adsorption capacity (filtration, Hquid sterilization) wear and friction properties (friction materials) and chemical inertia (except in acids). These properties have led to several main classes of industrial products or appHcations... [Pg.354]

This article addresses the synthesis, properties, and appHcations of redox dopable electronically conducting polymers and presents an overview of the field, drawing on specific examples to illustrate general concepts. There have been a number of excellent review articles (1—13). Metal particle-filled polymers, where electrical conductivity is the result of percolation of conducting filler particles in an insulating matrix (14) and ionically conducting polymers, where charge-transport is the result of the motion of ions and is thus a problem of mass transport (15), are not discussed. [Pg.35]

Conducting Polymer Blends, Composites, and Colloids. Incorporation of conducting polymers into multicomponent systems allows the preparation of materials that are electroactive and also possess specific properties contributed by the other components. Dispersion of a conducting polymer into an insulating matrix can be accompHshed as either a miscible or phase-separated blend, a heterogeneous composite, or a coUoidaHy dispersed latex. When the conductor is present in sufftcientiy high composition, electron transport is possible. [Pg.39]

The ratio Db/Da is a so-called relative sensitivity factor D. This ratio is mostly determined by one element, e. g. the element for insulating samples, silicon, which is one of the main components of glasses. By use of the equation that the sum of the concentrations of all elements is equal to unity, the bulk concentrations can be determined directly from the measured intensities and the known D-factors, if all components of the sample are known. The linearity of the detected intensity and the flux of the sputtered neutrals in IBSCA and SNMS has been demonstrated for silicate glasses [4.253]. For SNMS the lower matrix dependence has been shown for a variety of samples [4.263]. Comparison of normalized SNMS and IBSCA signals for Na and Pb as prominent components of optical glasses shows that a fairly good linear dependence exists (Fig. 4.49). [Pg.246]

One intriguing technique of manufacturing a regular array of sharp electrodes sitting in an insulating matrix, useful for flat-screen displays, relies on a mix between... [Pg.430]

Fig. 8. Calculations performed considering metallic spherical particles (i.e., N = 1/3) with intrinsic Crude parameters fttOp = I eV, fiV = 0.01 eV, dispersed in an insulating matrix with parameters fttOp i = 2 eV, ftP] = I eV and fttO] = 5 eV, and filling factor /between 0.2 and 1. Fig. 8. Calculations performed considering metallic spherical particles (i.e., N = 1/3) with intrinsic Crude parameters fttOp = I eV, fiV = 0.01 eV, dispersed in an insulating matrix with parameters fttOp i = 2 eV, ftP] = I eV and fttO] = 5 eV, and filling factor /between 0.2 and 1.
To reduce heat transfer by conduction, an insulant should have a small ratio of solid volume to void. Additionally, a thin-wall matrix, a discontinuous matrix or a matrix of elements with minimum point contacts are all beneficial in reducing conducted heat flow. A reduction in the conduction across the voids can be achieved by the use of inert gases rather than still air. [Pg.111]

Radiation transfer is largely eliminated when an insulant is placed in close contact with a hot surface. Radiation may penetrate an open-cell material but is rapidly absorbed within the immediate matrix and the energy changed to conductive or convective heat flow. It is also inhibited by the use of bright aluminum foil, either in the form of multi-corrugated sheets or as outer facing on conventional insulants. [Pg.111]

Because of their cellular or open-matrix construction, most insulants have an inherent ability to absorb sound, act as panel dampers and reduce noise breakout from plant by their ability to be a flexible or discontinuous link between an acoustically active surface and the outer cladding. This secondary aspect of thermal insulation specification will gain more prominence when the UK adopts the EC Directive 86/1888, Protection of workers from the risks related to exposure to noise at work . [Pg.117]

Most materials achieve their insulating properties by virtue of the high void content of their structure. The voids inhibit convective heat transfer because of their small size. A reduction in void size reduces convection but does increase the volume of the material needed to form the closer matrix, thus resulting in an increase in product density. Further increases in density continue... [Pg.117]

Unsaturated alkyl halides react first by ir-complexation (141), followed by C-X oxidative addition, probably on matrix warm-up [but see the preceding point 3, and see ref. (81), which suggests that pyrolysis and radical production can occur on the crucible insulating material to cause reaction]. [Pg.159]

For insulating surfaces, the friction p can be only due to phonon emission into the substrate, but on metal surfaces damping to vibration may result from both phononic and electronic excitations so that p= %/+ pp. The damping coefficient is assumed to be in the form of a diagonal matrix. [Pg.177]


See other pages where Insulating matrix is mentioned: [Pg.29]    [Pg.61]    [Pg.225]    [Pg.29]    [Pg.61]    [Pg.225]    [Pg.2209]    [Pg.5]    [Pg.6]    [Pg.436]    [Pg.527]    [Pg.527]    [Pg.39]    [Pg.20]    [Pg.35]    [Pg.39]    [Pg.112]    [Pg.131]    [Pg.522]    [Pg.241]    [Pg.431]    [Pg.298]    [Pg.9]    [Pg.100]    [Pg.705]    [Pg.131]    [Pg.737]    [Pg.141]    [Pg.358]    [Pg.382]    [Pg.383]    [Pg.388]    [Pg.247]    [Pg.62]    [Pg.387]    [Pg.191]   
See also in sourсe #XX -- [ Pg.481 ]




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