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Two coordinate

Defectoscope AUGUR)) is a complex device including Notebook PC with additional electronic boards, small-size automatic two-coordinate scanner, set of piezoelectric transducers, up to 25 m communication line (Fig. 1). [Pg.194]

Let us consider tire energy expanded tlirough second order in two sets of displacement coordinates Ax and Aq. The two coordinate systems are related by... [Pg.2345]

If the two coordinate systems are coimected by a non-singnlar transfonnation then, defining A = (B ), the... [Pg.2346]

Single surface calculations with a vector potential in the adiabatic representation and two surface calculations in the diabatic representation with or without shifting the conical intersection from the origin are performed using Cartesian coordinates. As in the asymptotic region the two coordinates of the model represent a translational and a vibrational mode, respectively, the initial wave function for the ground state can be represented as. [Pg.47]

The numerical calculations have been done on a two-coordinate system with q being a radial coordinate and <() the polar coordinate. We consider a 3 x 3 non-adiabatic (vector) mabix t in which and T4, aie two components. If we assume = 0, takes the following form,... [Pg.70]

The two coordinates defined for H4 apply also for the H3 system, and the conical intersection in both is the most symmetric structure possible by the combination of the three equivalent structures An equilateral triangle for H3 and a perfect tetrahedron for H4. These sbnctures lie on the ground-state potential surface, at the point connecting it with the excited state. This result is generalized in the Section. IV. [Pg.340]

The two coordinates that define the plane in which the loop located were discussed in Section n. In loops that encircle a conical intersection, there is always at least one phase-inverting reaction—we can choose its coordinate as the phase-inverting one. Let us assume that this is the reaction connecting A and... [Pg.348]

Figure 20, The potential surface near the degeneracy point of a degenerate E state that distorts along two coordinates and Q. The parameter is the stabilization energy of the ground state (the depth of the moat ), [Adapted from [70]]. Figure 20, The potential surface near the degeneracy point of a degenerate E state that distorts along two coordinates and Q. The parameter is the stabilization energy of the ground state (the depth of the moat ), [Adapted from [70]].
The biradical model suggests a connection between the single coordinate model, emphasizing reactions on a single energy surface, and the two-coordinate model, in which the coupling between states is important. [Pg.389]

By using these parameters, the single coordinate scheme becomes, in practice, a two-coordinate one, the coordinate along which the 8 parameter... [Pg.389]

In Chapter VIII, Haas and Zilberg propose to follow the phase of the total electronic wave function as a function of the nuclear coordinates with the aim of locating conical intersections. For this purpose, they present the theoretical basis for this approach and apply it for conical intersections connecting the two lowest singlet states (Si and So). The analysis starts with the Pauli principle and is assisted by the permutational symmetry of the electronic wave function. In particular, this approach allows the selection of two coordinates along which the conical intersections are to be found. [Pg.770]

I le u. . erlap between the 2pK and 2p orbitals in this new coordinate system is j(2p — 2p ). If tile zei o differential overlap approximation were applied, then different results would be oliLiined for the two coordinate systems unless the overlap in the new, transformed svntem was also ignored. [Pg.109]

Cartesian coordinates, the vector x will have 3N components and x t corresponds to the current configuration of fhe system. SC (xj.) is a 3N x 1 matrix (i.e. a vector), each element of which is the partial derivative of f with respect to the appropriate coordinate, d"Vjdxi. We will also write the gradient at the point k as gj.. Each element (i,j) of fhe matrix " "(xj.) is the partial second derivative of the energy function with respect to the two coordinates r and Xj, JdXidXj. is thus of dimension 3N x 3N and is... [Pg.279]

Attempts to isolate GTF from brewer s yeast have resulted in production of very active concentrates, but the substance is too labile to be obtained in the soHd state (136). However, it has been shown that GTF is a Cr(III) complex containing two coordinated nicotinate radicals and other amino acid anions (146). Active preparations containing similar complexes have been synthesi2ed (147). Chromium deficiency may also lead to atherosclerosis and peripheral neuropathy. [Pg.387]

The other two coordination positions are available for groups of the fiber having free electron pairs, as ia (51) where B is —NH2, —NH—, or —OH. [Pg.437]

Aminoboranes have been used as ligands in complexes with transition metals (66) in one instance giving a rare example of two-coordinate, non-t/ transition-metal complexes. The molecular stmcture of the iron complex Fe[N(Mes)B(Mes)2]2 where Mes = is shown in Figure 1. The... [Pg.263]

A new class of boron—nitrogen compounds was reported in 1975 when the first iminoborane having two-coordinate boron,... [Pg.264]

For halides the cation should have a charge of 2+ rather than 4+ for tetrahedral coordination. The only fluoride compound capable of containing two-coordinate F and four-coordinate cations is Bep2. For ZrF, the radius ratio rule predicts that Zr" " is eight-coordinate if all fluorine atoms are two - c o o rdinate. [Pg.331]

Step 3 Calculate the distance from the center of the flame to a position with coordinates x and z, representing personnel or equipment exposed to radiation from the flame. (Since the limiting case is the one in which the flame is blown over in the direction of the exposed personnel or equipment, they are in the same plane and a two-coordinate system is adequate for describing their relative locations). Note also that all wind directions must be considered, even in locations which have a prevailing wind direction. [Pg.299]

It is not common practice, but quite viable, to inject the flow marker at a predetermined volume offset from the polymer injection. This can be accomplished either with a second injection at a predetermined time into the run or by having two coordinated injection valves separated by a fixed volume of tubing. This approach can avoid many of the pitfalls described earlier. However, the mathematics of this correction is slightly different from that for a coinjected marker. The proper correction for the delayed volume injection is shown in Eq. (3) ... [Pg.550]


See other pages where Two coordinate is mentioned: [Pg.1136]    [Pg.2063]    [Pg.44]    [Pg.45]    [Pg.109]    [Pg.267]    [Pg.339]    [Pg.366]    [Pg.386]    [Pg.388]    [Pg.388]    [Pg.644]    [Pg.271]    [Pg.291]    [Pg.303]    [Pg.116]    [Pg.261]    [Pg.331]    [Pg.331]    [Pg.386]    [Pg.360]    [Pg.117]    [Pg.222]    [Pg.634]    [Pg.99]    [Pg.42]    [Pg.55]    [Pg.86]    [Pg.111]    [Pg.127]   
See also in sourсe #XX -- [ Pg.28 , Pg.273 , Pg.280 , Pg.287 , Pg.308 , Pg.310 ]

See also in sourсe #XX -- [ Pg.29 , Pg.273 , Pg.280 , Pg.283 , Pg.310 ]

See also in sourсe #XX -- [ Pg.29 , Pg.273 , Pg.280 , Pg.283 , Pg.310 ]

See also in sourсe #XX -- [ Pg.29 , Pg.273 , Pg.280 , Pg.283 , Pg.310 ]

See also in sourсe #XX -- [ Pg.29 , Pg.273 , Pg.280 , Pg.283 , Pg.310 ]




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Complexes with coordination numbers one, two or three

Coordination number, two

Coordination numbers two and three

Governing equations in two-dimensional Cartesian coordinate systems

Governing equations in two-dimensional polar coordinate systems

Linear two-coordinate complexes

Reactions involving Two-coordinate Phosphorus

Silver complexes two coordinate

Towards Rotary Motors Pirouetting of a Two-coordinate Ring on its Thread

Tunneling Dynamics for Two Reaction Coordinates

Two coordination

Two coordination

Two space coordinates The ADI method

Two-coordinate Compounds

Two-coordinate molecules

Two-coordinate phosphines

Two-coordinate species

Two-dimensional Cartesian coordinate system

Two-dimensional coordinate space

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