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Property matrix

When considering sample preparation step(s) the analyst has to consider the properties of the sample matrix as well as those of the analyte. Although many different types of analysis can be carried out on the same matrix some general comments can be made about a particular matrix. [Pg.176]

The principal thermosetting resins used are phenolics, vinyl esters, polyesters (especially w ith glass fibres), and epoxies, bismaleimides, polyimides and polystyryl pyridine — all used with carbon fibres. Low or lower temperature curing systems must be employed with organic fibres to avoid damaging these by excessive heating during fabrication. [Pg.48]

The main disadvantage of thermoplastics is that their viscosity at the melt temperature is approximately two orders of magnitude greater than that of a thermoset. If the temperature is raised to aid fibre impregnation the polymer will be degraded. To overcome this various techniques are used based on film stacking, the use of powerful solvents or powdered polymer material. [Pg.48]

The choice between a thermoset and a thermoplastic is not always simple. Much work has been and is being carried out to toughen thermosets with rubber or thermoplastic additives repeated heating and forming of a thermoplastic may result in a degradation of properties and the excellent fracture resistance of thermoplastics may not translate directly into good composite properties. At low, sub-zero, temperatures thermosets are tougher and thermoplastics more brittle and the former are to be preferred. [Pg.48]

There are many varieties of thermoset, particularly polyesters and epoxies, available which give a range of properties and processing conditions. There are fewer high temperature thermosetting and thermoplastic systems. Many thermoplastics are compounded with short glass or carbon fibres or other fillers before sale. [Pg.48]

Some typical properties of the two families of polymer are listed in Table 3.2. It must be most strongly emphasized that the information is again indicative and will depend upon the exact system used and the cure schedule. For further details the manufacturers data sheets should be consulted. Among the important points are that all the systems have similar densities and relatively low strengths and moduli. [Pg.48]


Elastomeric Modified Adhesives. The major characteristic of the resins discussed above is that after cure, or after polymerization, they are extremely brittie. Thus, the utility of unmodified common resins as stmctural adhesives would be very limited. Eor highly cross-linked resin systems to be usehil stmctural adhesives, they have to be modified to ensure fracture resistance. Modification can be effected by the addition of an elastomer which is soluble within the cross-linked resin. Modification of a cross-linked resin in this fashion generally decreases the glass-transition temperature but increases the resin dexibiUty, and thus increases the fracture resistance of the cured adhesive. Recendy, stmctural adhesives have been modified by elastomers which are soluble within the uncured stmctural adhesive, but then phase separate during the cure to form a two-phase system. The matrix properties are mosdy retained the glass-transition temperature is only moderately affected by the presence of the elastomer, yet the fracture resistance is substantially improved. [Pg.233]

M is the composite property (E 23) corresponding fiber and matrix properties. The principal problem ia the appHcation of... [Pg.11]

A simplified performance index for stiffness is readily obtained from the essentials of micromechanics theory (see, for example. Chapter 3). The fundamental engineering constants for a unidirectionally reinforced lamina, ., 2, v.,2, and G.,2, are easily analyzed with simple back-of-the-envelope calculations that reveal which engineering constants are dominated by the fiber properties, which by the matrix properties, and which are not dominated by either fiber or matrix properties. Recall that the fiber-direction modulus, is fiber-dominated. Moreover, both the modulus transverse to the fibers, 2, and the shear modulus, G12. are matrix-dominated. Finally, the Poisson s ratio, v.,2, is neither fiber-dominated nor matrix-dominated. Accordingly, if for design purposes the matrix has been selected but the value of 1 is insufficient, then another more-capable fiber system is necessary. Flowever, if 2 and/or G12 are insufficient, then selection of a different fiber system will do no practical good. The actual problem is the matrix systemi The same arguments apply to variations in the relative percentages of fiber and matrix for a fixed material system. [Pg.393]

Engelhard Corporation, Catalyst Matrix Properties Can Improve FCC Octane, The Catalyst Report, TI-770. [Pg.205]

The above qualitative conclusions made on the basis of the results of [116, 124-127] correlate with the results of [129,130] in which the calculation is based on composite models with nucleus-shell inclusions. The authors illustrate this with the calculation of a system consisting of a hard nucleus and elastomeric shell in a matrix of intermediate properties, and a system where the nucleus and matrix properties are identical whereas the shell is much more rigid. The method may, however, be also applied to systems with inclusions where the nucleus is enclosed in a multi layer shell. Another, rather unexpected, result follows from [129,130] for a fixed inclusions concentration, the relative modulus of the system decreases with increasing nucleus radius/inclusion radius ratio, that is with decreasing shell thickness. [Pg.16]

Matrix properties (nature, particle size, pore structure, water content, adsorptive strength)... [Pg.92]

The matrix properties of RNA make the self-replication process easier. RNA matrices are able to control the synthesis of complementary oligonucleotides. [Pg.145]

Sherwin, C.P. and Labuza, T.P. 2003. Role of moisture in maillard browning reaction rate in intermediate moisture foods Comparing solvent phase and matrix properties. J. Food Sci. 68, 588-594. [Pg.98]

It is confirmed that the polymer matrix around ablated area was also affected strongly by laser ablation. The change of the matrix properties are brought about over a few tens of pin. This type of information is basically important and indispensable for practical applications such as excimer laser lithography. The time-resolved fluorescence spectroscopy is one of the powerful characterization methods for ablated polymer matrix. [Pg.409]

The filler route has proved to be very efficient to obtain isotropic composites with relatively large improvements in matrix properties at small mass (volume) fractions of nanocarbon. For example, electrical percolation in epoxy has been obtained with only 0.0025 wt% of multi-wall nanotubes (MWNTs) [12]. Similarly, a 2.7-fold increase in matrix modulus has been observed on addition of 0.6 vol% MWNTs to polyvinyl alcohol (PVA) [13]. Although more modest compared to the previous two examples, a... [Pg.229]

Correlations between matrix properties and composite interlaminar properties... [Pg.332]

Bowles, K.J, (1988). The eorrelation of low-vclocity impact resistance of graphite fiber reinforced composites with matrix properties. In Composite Materials Testing and Design (8th Conference), ASTM STP 972 (J.D, Whitcomb ed.), ASTM, Philadelphia, PA, pp. 124-142. [Pg.360]

Moreover, particle size can significantly affect the material properties of the nanoparticles and is important for their interaction with the biological enviromnent (e.g., as concerns their ability to pass fine capillaries or to leave the vascular compartment via fenestrations after intravenous administration). Particle sizing results are thus crucial parameters in the development and optimization of preparation processes as well as in the evaluation of dispersion stability. Particle sizing, however, has also been employed for other purposes for example, to evaluate the size dependence of the nanoparticle matrix properties [1] or to obtain additional information on the particle shape [2,3]. [Pg.2]

The treatment costs for the GHEA Associates process depend on the soil matrix, properties, chemical composition of the contaminants, and other site-specific factors. The commercial-scale, integrated process, consists of the extraction and wash liquor purification steps. The estimated costs for the process range from 50 to 80 per ton of soil treated. Other separation processes have estimated treatment costs ranging from 90 to 200 per ton (D13377H, pp. 793, 799). [Pg.628]

The starting point for these descriptions will be the law of mixtnres, which was first introduced in Eq. (1.62) and which can be used to describe, to a first approximation, the composite property, P, that results from a combination of the reinforcement and matrix properties, Pr and Pm, respectively ... [Pg.473]

Person 1 Calculate the strain at failure in the matrix, 8, from the matrix properties. [Pg.491]

Upper and lower bounds on the elastic constants of transversely isotropic unidirectional composites involve only the elastic constants of the two phases and the fiber volume fraction, Vf. The following symbols and conventions are used in expressions for mechanical properties Superscript plus and minus signs denote upper and lower bounds, and subscripts / and m indicate fiber and matrix properties, as previously. Upper and lower bounds on the composite axial tensile modulus, Ea, are given by the following expressions ... [Pg.491]


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Ceramic matrix composites (CMCs properties

Characterisation and properties of alumina-matrix LGMs

Chemistry and properties of vinylester resins as matrix materials

Composite fiber/matrix systems properties

Concentration dependence polymer properties, matrix model

Density matrix properties

Elementary Operations and Properties of Matrices

Extracellular matrix mechanical properties

Fiber reinforced glass matrix composites high temperature properties

Fiber-matrix interfacial properties testing

Fibre reinforced polymer composites thermoplastic matrices properties

Fibre reinforced polymer composites thermosetting matrices properties

Film-forming properties, encapsulation matrix

Further Properties of Matrices

Glass matrix composites, dispersion-reinforced mechanical properties

Hydrogel matrices, properties

Linear algebra matrix properties

MALDI matrix properties

Material properties filler/matrix interaction

Matrices elementary properties

Matrices general properties

Matrices with Special Properties

Matrices with transduction properties

Matrix Properties in Selective Ionization by MALDI

Matrix mechanical properties

Matrix properties involving addition

Matrix properties involving multiplication

Matrix properties, crosslinkers

Matrix resin properties

Measurement Matrix for Index Properties

Mechanical properties of matrices and fibre reinforcements

Metal matrix composites mechanical properties

Metal matrix composites properties

Normal equations matrix properties

Normal matrix eigenvalue properties

Polarization properties operator matrix

Polyester-epoxy matrix, mechanical properties

Polymer Properties Affecting Drug Release from Matrix Systems

Polymer matrix composites (PMCs properties

Polymer matrix composites, filled electrical property

Proofs of matrix norm properties

Properties in the Matrix Approximations

Properties of Inorganic Nanowire Reinforced Polymer-Matrix

Properties of Matrices

Properties of a polymer matrix composite

Properties of reduced density matrices

Properties of the 2 x 2 Toroidal Polyhex Matrix

Properties of the Density Matrix

Properties of the One-Particle Density Matrix

Properties of the Solvent (Matrix Material)

Properties of the Solvent (Matrix)

Properties of the logarithmic matrix function

Requirements, matrix resins properties

Resin matrices mechanical properties

Some further properties of density matrices

Some matrix properties

Symmetric matrix, properties

Thermal properties polymer matrices

Thermoplastic Matrix Properties

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