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Oscillation movement

Vibration The rapid oscillating movement of a solid body due to an alternating force, for example, a rotating piece of machinery that is out of balance. [Pg.1486]

Table 60.7 Bearing selection guide for special environments or performance (oscillating movement) ... Table 60.7 Bearing selection guide for special environments or performance (oscillating movement) ...
Tonic-clonic convulsions are abnormal motor behavior during a seizure characterized by slow movements with high muscle tension (tonic phase) and subsequent repetitive oscillating movements of limbs (clonic phase). [Pg.1212]

The penetration-oscillation movement of a single particle in horizontal onedimensional impinging streams is shown in Fig. 2.1, where the coordinate x defines the positive direction of motion or flow. [Pg.42]

In order to focus attention on the basic feature of the oscillation movement of the particle, the assumption Tamir [5] made that the gas velocity is uniformly distributed in the whole flow field, i.e., ug = constant, is still employed here. The experimental results obtained by Enyakin [41] illustrated that this assumption can give relatively good approximate results. [Pg.44]

Tamir [5] analyzed the effects of impinging streams enhancing physical and chemical absorption processes. To describe the enhancement of absorption, the following two enhancements were defined to account for the two factors oscillation movement and re-atomization-coalescence of droplets, respectively... [Pg.156]

As mentioned earlier, in gas-continuous impinging streams heat and mass transfer between phases are enhanced efficiently mainly by the following factors (1) Very high relative velocity between phases round the impingement plane, even higher than in common devices by several tens of times (2) Oscillation movement of particles or... [Pg.208]

Bulky H should not diffuse or show marked oscillational movement as indicated by magnetic resonance studies. The hydridic model actually provides a reasonable explanation for the mean amplitude of H vibrations (ca. 0.2 A.) and is noncommittal about diffusion. Conceivably, the barrier to diffusion comprising an Is2- configuration about the proton is in effect lowered by the distance of the barrier from the mean position of the nucleus. If the movement of hydrogen is quasitautomeric—for example, in keto-enol tautomerism—one may consider that it moves from one potential well to another as a proton. [Pg.111]

It has been assumed that the movement correlates to a sine function and the velocity to a cosine function. As this would lead to considerable integration errors the instrument referred to has been provided with a cosine corrector this corrects the measuring signal coming from the photomultiplier after it has been amplified. According to Ebel et al.17), however, the velocity of the oscillating movement corresponds to an entirely different function (formula and figure can be found in the... [Pg.102]

As mentioned above, the application of electrical fields deforms the spherical form of the droplets to an ellipsoid thus decreasing the distance between two droplets. This deformation can also disturb the thin film between droplet surfaces and lead to coalescence, especially when using a.c. fields where an oscillating movement of the droplets also is induced. [Pg.386]

The amplifier (5) boosts the signal, eliminates temperature coefficients, and adjusts the offset. The low pass filter (6) limits the bandwidth. The drive circuit is a closed loop system to achieve a stable drive oscillation. It consists of a structure (not drawn) that detects the oscillation movement of the drive of the yaw-rate sensor element, a control unit (2), and an actuator (not drawn). The start circuit (9) initiates the drive oscillation at power on. The block (8) generates all necessary adjustment signals and includes the logic circuit for the trim and an EPROM (erasable programmable read-only memory) for the storage of the trim data. [Pg.302]

Thereby, here is the characteristic time of the oscillating movement of a particle into the quasi-lattice of liquid i is an energy of the whole formation or of the free volume into liquid, which is necessary in order to pass the particle from the one position of equilibrium into another one. [Pg.103]

Let s note, however, that in accordance with the starting Eq. (10) g is already devoid of one freedom degree of the oscillating movement, otherwise the co-multiplier kTjh would be not appeared in Eq. (10). To devoid of once more freedom degree, namely, transitional one is physically absolutely unjustified. [Pg.105]

A comparison of the experimental values of the characteristic times t of the viscous flow and the calculated ones shows, that the preexponential multiplier is determined by not only the frequency of the oscillating movement of the particles into the quasi-lattice of the liquid but also by the entropy factor. This leads to the conclusion that the activation entropy at the viscous flow of the liquid can be found via the same expression, as in a case of the entropy at the phase transition by the first kind. Obtained expression for the activation entropy AS = AH /1 permits to explain the low values of XQ 2h/kT for the associated liquids and the observed slope opposition for the dependence between and the activation eneigy of the viscous flow. [Pg.126]

As mentioned in Section 13.1, many materials exhibit characteristics of both liquids and solids, and latexes can exhibit viscoelastic properties due to the into -particle forces [15-17], especially at low shear rates [18]. If we again considm the element of material between two parallel plates in Figure 13.1, but instead of applying a steady force to the top plate we apply a sinusoidally oscillating motion in the x-diiection with amplitude xo and frequency cu, we can observe both liquid and solid behaviour. With the oscillating movement, the shear strain becomes, ... [Pg.640]

Since Galileo, we have known that the oscillator does not depend on the mass (if we assume that no fi iction is present). In the formulation of Cartesian coordinates, it seems that mass m plays some kind of role in oscillator movement Moreover, if the rod is stiff, its length is constant and it is not necessary to insert an equation to verify it. Last but not least, another important consideration for other problems is that the equations have to be written, when possible, with... [Pg.191]


See other pages where Oscillation movement is mentioned: [Pg.1008]    [Pg.954]    [Pg.955]    [Pg.53]    [Pg.6]    [Pg.22]    [Pg.23]    [Pg.41]    [Pg.43]    [Pg.43]    [Pg.44]    [Pg.61]    [Pg.482]    [Pg.370]    [Pg.456]    [Pg.92]    [Pg.298]    [Pg.66]    [Pg.84]    [Pg.310]    [Pg.479]    [Pg.214]    [Pg.114]    [Pg.571]    [Pg.296]    [Pg.416]    [Pg.647]    [Pg.46]    [Pg.103]    [Pg.109]    [Pg.19]   
See also in sourсe #XX -- [ Pg.44 , Pg.62 ]




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