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Connector force

As shown in Appendix 16.A, the expression for the stress tensor given in Eq. (16.10) is equivalent to that expressed in terms of connector force and bond vector in Chapters 6 and 7 (see Eq. (6.35)). [Pg.345]

In a steady simple shear flow, the maximum connector force develops when the dumbbell is oriented at a 45° angle to the direction of shear this force is ... [Pg.469]

For the Hookean spring, the connector force — H t and hence the Kramers expression becomes... [Pg.21]

Here Uq is the potential of the "connector force that binds together the two beads of a dumbbell. Uq is the site-site interaction between beads belonging to different dumbbells, Ugg the energy of interaction between a bead and a solvent particle, and Ugg the interaction between two solvent particles. Finally, F is the external force on a solvent molecule and 2 E(R., t) the external force on bead p of dumbbell i. From all of this... [Pg.272]

It has been suggested that, because of the uncoiling process in the stretching of a polymer molecule in a flow field, it would be more realistic to include a linear dashpot in parallel with a Hookean spring in a dumbbell model. That is, the connector force should be represented as... [Pg.257]

In addition to the circuit breaker, there have been a number of other SMA appHcations for various functions in electric power generation (qv), distribution, and transmission systems. One such device is a thermal indicator that provides a signal visible from the ground of a hot junction or connector in a distribution yard. Such hot spots occur as a result of the loosening of bus bar connectors owing to cycHc temperature as the electric load varies. In addition to the use of SMA flags as a hot-spot indicators, actuators that automatically maintain the contact force in a bus bar connection have been demonstrated. Based on a BeUeviHe washer fabricated from a Cu—Al—Ni SMA trained to exhibit two-way memory, these washers, when heated by a hot joint, increase their force output and correct the condition. A 30 mm diameter washer 3 mm thick can produce a force of over 4000 N. Similar in purpose... [Pg.464]

Stress Relaxation. Copper alloys are used extensively in appHcations where they are subjected to moderately elevated temperatures while under load. An important example is the spring member for contacts in electrical and electronic coimectors. Critical to rehable performance is the maintenance of adequate contact force, or stabiUty, while in service. Excessive decrease in this force to below a minimum threshold value because of losses in spring property can lead to premature open-circuit failure (see Electrical connectors). [Pg.225]

Another design which provides unusually low mating forces employs bundles of wires in both halves of the connector that intermesh, like two hair bmshes, when the parts ate connected (2). [Pg.25]

Methods used to secure a wire to the back end of a separable contact include the taper pin and the soldedess cHp. The former is a cylindrical tapered body having a hoUow end into which a wire is crimped the front of the taper pin is forced into the back end of the connector contact which has conforming shape. The soldedess cHp has a spring which traps the soHd or stranded wire against a post at the back end of the separable contact the cHp encircles both the wire and the post (6). [Pg.27]

The contact ends of printed circuit boards are copper. Alloys of nickel and iron are used as substrates in hermetic connectors in which glass (qv) is the dielectric material. Terminals are fabricated from brass or copper from nickel, for high temperature appHcations from aluminum, when aluminum conductors are used and from steel when high strength is required. Because steel has poor corrosion resistance, it is always plated using a protective metal, such as tin (see Tin and tin alloys). Other substrates can be unplated when high contact normal forces, usually more than 5 N, are available to mechanically dismpt insulating oxide films on the surfaces and thereby assure metaUic contact (see Corrosion and corrosion control). [Pg.30]

Of the connector tubing and the outlet fitting of the slurry reservoir are the sane as that of the colunn blank. This will ensure a rapid and SMOoth delivery of the slurry into the coluan without subjecting the packing to undue sheer forces. [Pg.181]

First approaches to approximating the relaxation time on the basis of molecular parameters can be traced back to Rouse [33]. The model is based on a number of boundary assumptions (1) the solution is ideally dilute, i.e. intermolecular interactions are negligible (2) hydrodynamic interactions due to disturbance of the medium velocity by segments of the same chain are negligible and (3) the connector tension F(r) obeys an ideal Hookean force law. [Pg.25]

Zeroing, 13 464-465 Zero-insertion-force (ZIF) connector, in virtual two-way SMA devices, 22 347 Zero-linked hemoglobin, 4 122 Zeroth-order chemical kinetics... [Pg.1033]

However, in steady elongational flow, the maximum separating force in the connector is obtained when the dumbbell is aligned in the direction of flow and, again, for the case of two beads in contact is given by -... [Pg.184]

Low force/low voltage separable connectors used in computers, and other electronic devices, are typically plated with gold or palladium over a barrier layer of nickel. The tail ends of these connectors, which are usually joined to the device by soldering, are plated with a tin-lead alloy, or pure tin. [Pg.167]

Curtiss et al. (102a) have recently developed general formulas for t]0 — t]s and Je° for free-draining bead-connector models with arbitrary numbers of beads, connecting arrangements and force-distance laws for the connectors. The expressions depend on averages over the unperturbed distribution of configurations for the model ... [Pg.35]

Values of p22 — P33 = N2 appear to be negative and approximately 10-30% of Nj in magnitude (82). The conventional bead-spring models yield N2=0. Indeed, N2 in steady shear flow is identically zero for all free draining models, regardless of the force-distance law in the connectors (102a). Thus, finite extensibility and, by inference at least, internal viscosity do not in themselves provide non-zero N2 values. Bird and Warner (354) have recently analyzed the rigid dumbbell model with intramolecular hydrodynamic interaction, the latter represented by the Oseen approximation. In this case N2 turns out to be non-zero but positive. [Pg.151]


See other pages where Connector force is mentioned: [Pg.166]    [Pg.188]    [Pg.273]    [Pg.493]    [Pg.254]    [Pg.166]    [Pg.188]    [Pg.273]    [Pg.493]    [Pg.254]    [Pg.1083]    [Pg.464]    [Pg.464]    [Pg.235]    [Pg.25]    [Pg.26]    [Pg.31]    [Pg.360]    [Pg.224]    [Pg.520]    [Pg.669]    [Pg.46]    [Pg.213]    [Pg.36]    [Pg.464]    [Pg.464]    [Pg.183]    [Pg.184]    [Pg.104]    [Pg.105]    [Pg.37]    [Pg.34]   
See also in sourсe #XX -- [ Pg.100 , Pg.106 , Pg.345 , Pg.350 , Pg.382 ]

See also in sourсe #XX -- [ Pg.272 ]




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