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Softness matrix

The term babbitt iacludes high tin ahoys (substantiahy lead-free) containing >80 wt % tin, and high lead ahoys containing >70 wt % lead and <12 wt % tin. Both have the characteristic stmcture of hard compounds ia a soft matrix, and although they contain the same or similar types of compounds, they differ ia composition and properties of the matrix. [Pg.62]

The lead-base babbitts ate based upon the lead—antimony—tin system, and, like the tin-base, have a stmcture of hard crystals ia a relatively soft matrix. The lead-base ahoys ate, however, mote prone to segregation, have a lower thermal conductivity than the tin-base babbitts, and ate employed genetahy as an iaexpensive substitute for the tin-base ahoys. Properly lined, however, they function satisfactorily as beatings under moderate conditions of load and speed. [Pg.62]

Babbitt (2%) (heavy duty bearing metal introduced by I. Babbitt in 1839). The two main compositions are 80-90% Sn, 0-5% Pb, 5% Cu and 75% Pb, 12% Sn, 13% Sb, 0-1% Cu. They have the characteristics of a hard compound embedded in a soft matrix and are used mainly in railway wagons, diesel locomotives, etc. [Pg.370]

The dimerization process of silylene Mes2Si to 1 was studied using matrices with varying viscosity. The dimerization rate was found to be dependent on the viscosity. Interestingly, dimerization took place even in the matrix at 77 K without annealing when a soft matrix (e.g., isopentane/3-methylpentane = 9/1) was used.13... [Pg.236]

For instance, crystalline lamellae in an amorphous matrix (semicrystalline polymer materials), hard domains in a soft matrix (thermoplastic elastomers)... [Pg.132]

It should also be realized that the generalized softness matrix of Equations 30.12 and 30.16 represents the compliant description of the electronic coordinate N coupled to the system geometric relaxations (see Section 30.3). Indeed, the relaxed geometry global softness of the geometrical representation,... [Pg.462]

The MEC can also be introduced in the combined electron-nuclear treatment of the geometric representations of the molecular structure (Nalewajski, 1993, 1995, 2006b Nalewajski and Korchowiec, 1997 Nalewajski et al., 1996, 2008). Consider, for example, the generalized interaction constants defined by the electronic-nuclear softness matrix S. The ratios of the matrix elements in SMif = S/l s- to define the following interaction constants between the nuclear coordinates and the system average number of electrons ... [Pg.465]

Here, the relaxed softness matrix Srel groups the equilibrium, fully relaxed responses in the subsystem numbers of electrons, following the displacements in the chemical potentials of their (separate) electron reservoirs, the relaxed geometric softness matrix... [Pg.473]

Type 1 Soft matrix 4- soft dispersed phase Ela s t omer-Blends... [Pg.292]

Type 2 Soft matrix 4- hard dispersed phase Polymer filled Elastomers... [Pg.292]

The degree of polymerization of hard clusters increases with evolution of the system as a whole. The hard clusters already exist in pregel molecules. Before the macroscopic gel point of the system is reached they remain usually small. Later on, the hard clusters grow faster and eventually a gel point (percolation threshold) of the hard structure is reached. Below this point, clusters are embedded in the soft matrix beyond the percolation threshold, the hard and soft structures interpenetrate (Figure 5.7). Below the percolation threshold, hard clusters are essentially dendritic when the percolation threshold is surpassed, circuits (cycles) develop within the hard structure. [Pg.126]

Most structural PMCs consist of a relatively soft matrix, such as a thermosetting plastic of polyester, phenolic, or epoxy, sometimes referred to as resin-matrix composites. Some typical polymers used as matrices in PMCs are listed in Table 1.28. The list of metals used in MMCs is much shorter. Aluminum, magnesium, titanium, and iron- and nickel-based alloys are the most common (see Table 1.29). These metals are typically utilized due to their combination of low density and good mechanical properties. Matrix materials for CMCs generally fall into fonr categories glass ceramics like lithium aluminosilicate oxide ceramics like aluminnm oxide (alnmina) and mullite nitride ceramics such as silicon nitride and carbide ceramics such as silicon carbide. [Pg.103]

Physical Effects of Filler. Dispersion of any hard particulate matter in a soft matrix will yield a composite with quite different properties. The two main causes for these effects are load sharing of the filler particles and strain dilatation of filled elastomers. [Pg.113]

By far more is known about the UV spectra of silylene-Lewis base complexes in matrices as well as in solution. To observe silylene-Lewis base complexes in matrices, an appropriate silylene precursor, in most cases a cyclic or acyclic oligosilane, is photolyzed at low temperature in an inert hydrocarbon or noble gas matrix, which is doped with small amounts (2-5%) of the respective Lewis base. In a few cases, 2-methyltetrahydrofuran (2-MeTHF), which serves as matrix material as well as a Lewis base, is used. When a rigid matrix such as a 3-methylpentane (3-MP) or 2-MeTHF matrix is used, the formation of the silylene complexes normally requires the matrix to be annealed in order to allow the molecules to diffuse through the softening matrix. In contrast, when the silylene is generated in an a priori soft matrix,... [Pg.12]

In a similar study, dimesitylsilylene was generated photochemically from Mes2Si(SiMe3)2 in a soft matrix, 4 1 isopentane 3-MP, in the presence of bases, at 77 K. The absorption frequencies in nm for the complexed silylene with various bases were A-rnclhy I pyrrolidine, 324 pyrrolidine, 334 piperidine, 328 quinuclidine, 330 n-Bu3P, 338 THF, 320 thiophene, 315. Agreement with the values in Table 4 is rather good143. [Pg.2519]

When 3-methylpentane was used as a matrix molecule, instead of MeTHF, however, no such isomerization reaction was observed. This could be due to the nature of 3-methylpentane, which gives a nonpolar and soft matrix at 77 K. MeTHF is a polar molecule that forms a rigid glassy matrix at 77 K. The electrons generated by ionizing irradiation are stabilized in MeTHF. This polar and rigid nature of the MeTHF matrix can be responsible for the phenomenon Both anion radicals are thermally stable, so the photoisomerization reaction shown was observed. [Pg.123]

For nonsingular T]ij matrix, the calculation of the softness matrix follows immediately ... [Pg.279]

This softness matrix can be used to generate the local (regional) and global softness quantities ... [Pg.36]

Although both fim and Hm (Sm) are dependent upon the choice of the atom m, the predicted responses d N are independent of such a choice the same is true in the case of other response quantities, e.g., the internal softness matrix including all m atoms, S s (dN/d/i)N. This can be explicitly demonstrated by means of the following chain rule transformation ... [Pg.40]

We would like to emphasize that, due to the closure constraint, there are only (m — 1) linearly independent internal MEC. Thus, the m vectors defined by Eq. (93) in reality span the (m — 1 )-dimensional space of internal MEC. In order to remove this linear dependence one could adopt the relative internal approach of Sect. 2.1.3. Namely, one then selects the electron population of one atom in the system as dependent upon populations of all remaining atoms, and discards the MEC associated with that atom. All remaining MEC can also be constructed directly from the corresponding internal relative softness matrix. Although the sets of independent internal MEC for alternative choices of the dependent atom will differ from one another, they must span the same (m — 1 )-dimensional linear space of independent internal MEC. For example, in the two-AIM system of Fig. 4 there is only one independent internal MEC direction along the P-line. [Pg.52]

The variation of Tg of the soft matrix in segmented polyurethanes as a function of composition or segmental chemical structure has been monitored and used as an indicator of the degree of microphase separation. Factors influencing the phase-separation process in these MDI-based polyurethanes have been summarized by Aitken and Jeffs (69) as follows (a) crystallization of either component, (b) the steric hin-... [Pg.20]


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See also in sourсe #XX -- [ Pg.148 ]




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