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Rotation of the

A molecule is chiral if it cannot be superimposed on its mirror image (or if it does not possess an alternating axis of symmetry) and would exhibit optical activity, i.e. lead to the rotation of the plane of polarization of polarized light. Lactic acid, which has the structure (2 mirror images) shown exhibits molecular chirality. In this the central carbon atom is said to be chiral but strictly it is the environment which is chiral. [Pg.91]

Axes of symmetry. An axis about which rotation of the body through an angle of 2njn (where n is an integer) gives an identical pattern 2-fold, 3-fold, 4-fold and 6-fold axes are known in crystals 5-fold axes are known in molecules. In a lattice the rotation may be accompanied by a lateral movement parallel to the axis (screw axis). [Pg.382]

The laminography method was developed initially for medical applications as a non-computer layer-by-layer visualization of the human body [1,2]. In this case an inclined initial X-ray beam projects an image of a specific layer of the object to the detector surface with defocusing of the other layers during a synchronous rotation of the object and the detector (Fig. 1). [Pg.568]

Other limitation for the spatial resolution can be found in the detector. A limited number of pixels in the camera array can be a reason for pure resolution in the case of a big field of view. For example, if field of view should be 10 by 10 nun with camera division 512x512 pixels the pixel size will be approximately 20 microns. To improve the relation of the field of view and the spatial resolution a mega-pixel sensor can be used. One more limitation for the spatial resolution is in mechanical movement (rotation) of the object, camera and source. In the case of a mechanical movement all displacements and rotations should be done with accuracy better than the spatial resolution in any tested place of the object. In the case of big-size assemblies and PCB s it is difficult to avoid vibrations, axle play and object non-planarity during testing. [Pg.570]

And a rotation of the emitter-receiver transducer around the "object" (or a rotation of the object) gives a annulus of center O and radii [Km, Km] [2]. The situation is identical to that of X-ray tomography (slice-by-slice spectral coverage), but with a band-pass spectral filter instead of a low-pass spectral filter. ... [Pg.745]

The principle of the acquisition system is to translate the probe into a tube (including hemispherical drilled holes) step by step, every 0.04 mm, after a forwards and backwards 360 rotation of the tube trigging every 0.2° angular step a 360° electronic scanning of tube with the 160 acoustic apertures. During the electronic scanning the tube is assumed to stay at the same place. The acquisition lasts about 30 minutes for a C-scan acquisition with a 14 kHz recurrence frequency. [Pg.824]

Fig. VIII-13. LEED and ESDIAD on clean and oxygen-dosed Ni(lll) (a) LEED, elean surface (b) H ESDIAD of NH3 on Ni(Ill), the halo suggesting free rotation of the surface NH3 groups (c) ESDIAD after predosing with oxygen, then heated to 600 K and cooled before dosing with NH3—only well-ordered chemisorbed NH3 is now present. (From Ref. 93.)... Fig. VIII-13. LEED and ESDIAD on clean and oxygen-dosed Ni(lll) (a) LEED, elean surface (b) H ESDIAD of NH3 on Ni(Ill), the halo suggesting free rotation of the surface NH3 groups (c) ESDIAD after predosing with oxygen, then heated to 600 K and cooled before dosing with NH3—only well-ordered chemisorbed NH3 is now present. (From Ref. 93.)...
It must be pointed out that another type of internal motion is the overall rotation of the molecule. The vibration and rotation of the molecule are shown schematically in figure Al.2.2. [Pg.58]

Figure Al.2.2. Internal nuclear motions of a diatomic molecule. Top the molecule in its equilibrium configuration. Middle vibration of the molecule. Bottom rotation of the molecule. Figure Al.2.2. Internal nuclear motions of a diatomic molecule. Top the molecule in its equilibrium configuration. Middle vibration of the molecule. Bottom rotation of the molecule.
Molecules larger than those considered so far are fonned by linking together several smaller components. A new kind of dynamics typical of these systems is already seen in a molecule such as C2Hg, in which there is hindered rotation of the two methyl groups. Systems with hindered internal rotation have been studied in great... [Pg.78]

At this point the reader may feel that we have done little in the way of explaining molecular synnnetry. All we have done is to state basic results, nonnally treated in introductory courses on quantum mechanics, connected with the fact that it is possible to find a complete set of simultaneous eigenfiinctions for two or more commuting operators. However, as we shall see in section Al.4.3.2. the fact that the molecular Hamiltonian //coimmites with and F is intimately coimected to the fact that //commutes with (or, equivalently, is invariant to) any rotation of the molecule about a space-fixed axis passing tlirough the centre of mass of the molecule. As stated above, an operation that leaves the Hamiltonian invariant is a symmetry operation of the Hamiltonian. The infinite set of all possible rotations of the... [Pg.140]

We consider rotations of the molecule about space-fixed axes in the active picture. Such a rotation causes the (x, y, z) axis system to rotate so that the Euler angles change... [Pg.167]

It is advantageous if the laser system pemiits rotation of the optical polarization. Detached electrons correlated witii different final electronic states of the neutral molecule will generally be emitted with different angular distributions about the direction of polarization. Measurement of the angular distribution helps in the interpretation of complex photoelectron spectra. The angular distribution/(0) of photoelectrons is [50]... [Pg.804]

Waveguides are coimnonly used to transmit microwaves from the source to the resonator and subsequently to the receiver. For not-too-high-frequency radiation (<10 GHz) low-loss MW transmission can also be achieved usmg strip-lines and coaxial cables. At the output of a klystron an isolator is often used to prevent back-reflected microwaves to perturb the on-resonant klystron mode. An isolator is a microwave-ferrite device that pemiits the transmission of microwaves in one direction and strongly attenuates their propagation in the other direction. The prmciple of this device involves the Faraday effect, that is, the rotation of the polarization... [Pg.1559]

For substances containing elements additional to C, H, O and N a rotating bomb calorimeter is generally used. A typical rotating bomb calorimeter system is shown in figure B 1.27.4. With tiiis calorimeter considerably more water is added to the combustion bomb and the continuous rotation of the bomb both about the cylindrical axis and end over... [Pg.1909]

Figure Bl.28.6. (a) Convection within the electrolyte solution, due to rotation of the electrode (b) Nemst diflfiision model for steady state. Figure Bl.28.6. (a) Convection within the electrolyte solution, due to rotation of the electrode (b) Nemst diflfiision model for steady state.
We find it convenient to reverse the historical ordering and to stait with (neatly) exact nonrelativistic vibration-rotation Hamiltonians for triatomic molecules. From the point of view of molecular spectroscopy, the optimal Hamiltonian is that which maximally decouples from each other vibrational and rotational motions (as well different vibrational modes from one another). It is obtained by employing a molecule-bound frame that takes over the rotations of the complete molecule as much as possible. Ideally, the only remaining motion observable in this system would be displacements of the nuclei with respect to one another, that is, molecular vibrations. It is well known, however, that such a program can be realized only approximately by introducing the Eckart conditions [38]. [Pg.502]


See other pages where Rotation of the is mentioned: [Pg.50]    [Pg.158]    [Pg.218]    [Pg.225]    [Pg.288]    [Pg.347]    [Pg.352]    [Pg.372]    [Pg.53]    [Pg.477]    [Pg.478]    [Pg.569]    [Pg.593]    [Pg.990]    [Pg.188]    [Pg.926]    [Pg.1284]    [Pg.1576]    [Pg.1609]    [Pg.1911]    [Pg.1936]    [Pg.1962]    [Pg.1978]    [Pg.1986]    [Pg.2114]    [Pg.2965]    [Pg.2966]    [Pg.2966]    [Pg.54]    [Pg.199]    [Pg.229]    [Pg.479]    [Pg.483]    [Pg.483]   


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ASTM Recommendations in the Area of Rotational Rheometry

An example of a convective-diffusion system the rotating disc electrode

Calculated Zeeman patterns for the perturbed rotational levels of CN

Calculation of the Specific Rotation Rate

Contributions of Internal Rotation to the Thermodynamic Properties

Dynamics of the Rotating Structure

Effects of Rotational Diffusion on Fluorescence Anisotropies The Perrin Equation

Environment of the rotating unit

Experimental study of the rotational diffusion constant

Fast Linear-in-Field Rotation of the Cholesteric Helix

Historical Development of the Co-Rotating Twin Screw

Kinematics of the rotational motion

Lower state rotational combination differences for two consecutive members of the same branch

NMR in the Rotating Frame of Reference

Pendular Ions in FAIMS The Matter of Rotational Hysteresis

Plane-Polarized Light and the Origin of Optical Rotation

Potential and the Gravitational Field due to an Ellipsoid of Rotation

Pulsed NMR in the Rotating Frame of Reference

Relaxation in the Rotating Frame of Reference

Representations of the rotation group

Rotating Wave Solution of the Ginzburg-Landau Equation

Rotating speed of the screw

Rotation of the chain

Rotation of the molecule

Rotation of the polarization plane

Rotation of the polymer chain

Rotation of the vector field

Rotational Compliance of the Nut

Rotational Diffusion of Liquid Crystals in the Nematic Phase

Rotational angular momentum of the nuclei

Rotational correlation times of the

Rotational distributions following the decay of long-lived states

Rotational period of the system

Rotations and vibrations of the diatomic molecule

Rotations of the dispersed

Sample Excitation and the Rotating Frame of Reference

Semicircle Rotation of the Impedance

Separation of the vibrational and rotational wave equations

Statics of the Non-Rotating Structure

Structure of the Spinor Rotation Operator

The Rotating Frame of Reference

The Rotation Barrier of Ethane and Related Topics

The Rotation of Molecules in Crystals

The Rotation of Polyatomic Molecules

The Rotation of Symmetrical-top Molecules

The Rotation of Unsymmetrical-top Molecules

The Specific Rotation of Melezitose

The coupled nature of internal rotations in polymers

The dynamics of rotational motion

The effect of rotation rate

The flagellar motor has a default direction of rotation, counterclockwise

The kinetic energy operators of translation, rotation and vibrations

The method of complex rotation

The rotation of plane-polarized light is known as optical activity

The rotational motion of diatomic molecules

The statistical mechanics of vibration-rotation spectra in dense phases

Translational and rotational dynamics of water molecules in the grooves

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