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A* axis

A method has been worked out for eddy current testing of surfaces and surface cracks or corrosion under dielectric or non-magnetic metal layer of up to 10 mm. The method is based on excitation of eddy currents by a coil with U - type core and information reading by a sensitive gradientometric element located on a axis of symmetry of the core (fig. 1). [Pg.283]

The Maxwell-Boltzmann velocity distribution function resembles the Gaussian distribution function because molecular and atomic velocities are randomly distributed about their mean. For a hypothetical particle constrained to move on the A -axis, or for the A -component of velocities of a real collection of particles moving freely in 3-space, the peak in the velocity distribution is at the mean, Vj. = 0. This leads to an apparent contradiction. As we know from the kinetic theor y of gases, at T > 0 all molecules are in motion. How can all particles be moving when the most probable velocity is = 0 ... [Pg.19]

A single harmonic oscillator constrained to the a -axis has one force constant k that—stretching a point—we might think of A as a 1 x 1 force constant matr ix. Two oscillators that interact with one another lead to a 2 x 2 force constant matr ix... [Pg.140]

In the symmetric top cases, Hrot can be expressed in terms of J2 and the angular momentum along the axis with the unique moment of inertia (denoted the a-axis for prolate tops and the c-axis of oblate tops) ... [Pg.638]

A symmetric rotor must have either a C axis with n>2 (see Section 4.1.1) or an 54 axis (see Section 4.1.4). Methyl iodide has a C3 axis and benzene a Ce axis and, therefore, these are symmetric rotors whereas allene, shown in Figure 4.3(d), is also a symmetric rotor since it has an 54 axis which is the a axis allene is a prolate symmetric rotor. [Pg.105]

Figure 5.5 The rotational angular momentum vector P for (a) a linear molecule and (b) the prolate symmetric rotor CH3I where is the component along the a axis... Figure 5.5 The rotational angular momentum vector P for (a) a linear molecule and (b) the prolate symmetric rotor CH3I where is the component along the a axis...
Examples of prolate near-symmetric rotors are the s-trans and s-cis isomers of crotonic acid, shown in Figure 5.8, the a axis straddling a chain of the heavier atoms in both species. The rotational term values for both isomers are given approximately by Equation (5.37) but, because A and B are different for each of them, their rotational transitions are not quite coincident. Figure 5.9 shows a part of a low-resolution microwave spectmm of crotonic acid in which the weaker series of lines is due to the less abundant s-cis isomer and the stronger series is due to the more abundant s-trans isomer. [Pg.117]

In a molecule such as the asymmetric rotor formaldehyde, shown in Figure 5.1(f), the a, b and c inertial axes, of lowest, medium and highest moments of inertia, respectively, are defined by symmetry, the a axis being the C2 axis, the b axis being in the yz plane and the c axis being perpendicular to the yz plane. Vibrational transition moments are confined to the a, b or c axis and the rotational selection mles are characteristic. We call them... [Pg.181]

The thermal conductivity, W/ (m-K), along the a axis teaches a maximum of 285 at — lOO C and falls rapidly with declining temperature. It is 251 at 20°C. Along the c axis it remains ca 837 to very low temperatures. The specific heat varies markedly with temperature (Fig. 5). The steep rise in above 3500 K probably results from reversible formation of vacancies or other thermal defects (4). [Pg.571]

The specific resistance of natural graphite crystals is ca Hem (room temperature) along the a axis parallel to the network basal plane. The resistance along the c axis (perpendicular to the basal plane) is ca 1 Q. The cja axis anisotropy ratio is, therefore, ca 10 . Screw dislocations within the crystal may short-circuit the current path parallel to the c axis and cause lower anisotropic ratios separation of planes may cause higher anisotropic ratios. [Pg.572]

Fig. 3. Crystal structure of the compound C o(S8)2CS2 projected normal to the a-axis. Large cireles denote Coo, small eireles denote sulfur, black balls denote carbon. In this structure, the Coo-Ceo distanee is nearly 11 A, and the diameter of the Ceo molecule has been reduced relative to the other atoms for clarity [54]. Fig. 3. Crystal structure of the compound C o(S8)2CS2 projected normal to the a-axis. Large cireles denote Coo, small eireles denote sulfur, black balls denote carbon. In this structure, the Coo-Ceo distanee is nearly 11 A, and the diameter of the Ceo molecule has been reduced relative to the other atoms for clarity [54].
Fig. 7. High-temperature neutron irradiation a-axis shrinkage behavior of pyrolytic graphite showing the effects of graphitization temperature on the magnitude of the dimensional changes [60]. Fig. 7. High-temperature neutron irradiation a-axis shrinkage behavior of pyrolytic graphite showing the effects of graphitization temperature on the magnitude of the dimensional changes [60].
FIGURE 14.20 Random, single-displacement bisnbstrate mechanism where A does not affect B binding, and vice versa. Note that the lines intersect at the 1/[A] axis. (If [B] were varied in an experiment with several fixed concentrations of A, the lines would intersect at the 1/[B] axis in a 1/u versus 1/[B] plot.)... [Pg.450]

The precursive anisotropy in the thermal expansion for an In-26.5at%Tl alloy is shown in Figure 1 taken from reference 7, where for curve I the measurement direction becomes a c axis in the transformed crystal and for curve II it becomes an a axis. [Pg.335]

To convert into /iOcm multiply by KX). tTo convert into kN cra multiply by 10 Ja-uranium 23x10 parallel to a-axis -... [Pg.1302]

Figure 4-12. Sketch of the relative orientations of the scxithicnyl molecules in the crystal and representation of the crystal axes a. b. and c discussed in the text. Note that the layers are slacked along the a axis. Figure 4-12. Sketch of the relative orientations of the scxithicnyl molecules in the crystal and representation of the crystal axes a. b. and c discussed in the text. Note that the layers are slacked along the a axis.
Figure 6-3. Top Structure of the T6 single crystal unit cell. The a, b, and c crystallographic axes are indicated. Molecule 1 is arbitrarily chosen, whilst the numbering of the other molecules follows the application of the factor group symmetry operations as discussed in the text. Bottom direction cosines between the molecular axes L, M, N and the orthogonal crystal coordinate system a, b, c. The a axis is orthogonal to the b monoclinic axis. Figure 6-3. Top Structure of the T6 single crystal unit cell. The a, b, and c crystallographic axes are indicated. Molecule 1 is arbitrarily chosen, whilst the numbering of the other molecules follows the application of the factor group symmetry operations as discussed in the text. Bottom direction cosines between the molecular axes L, M, N and the orthogonal crystal coordinate system a, b, c. The a axis is orthogonal to the b monoclinic axis.

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See also in sourсe #XX -- [ Pg.352 ]




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Connection formulas pertaining to a first-order transition zero on the real axis

The Alternative Axis of a Chromatogram

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