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Reaction Kinematics

Up to now there has been no calculation of differential cross sections by a method that is generally valid. We use a formulation due to Konovalov (1993). Understanding of ionisation has advanced by an iterative process involving experiments and calculations that emphasise different aspects of the reaction. Kinematic regions have been found that are completely understood in the sense that absolute differential cross sections in detailed agreement with experiment can be calculated. These form the basis of a structure probe, electron momentum spectroscopy, that is extremely sensitive to one-electron and electron-correlation properties of the target ground state and observed states of the residual ion. It forms a test of unprecedented scope and sensitivity for structure calculations that is described in chapter 11. [Pg.261]

A variant of the crossed-beam geometry, simpler but efficient in some cases, is the beam-gas arrangement. It leads usually to much larger signal than in the crossed-beam configurations, at the expense of a less accurate definition of the reaction kinematics. It is used fairly often to study the total cross-sections of chemiluminescent processes, especially when the species which is to be put into the beam is refractory, as are the transition metals [39, 40]. Reactions of alkaline earth metal atoms have been studied by this technique [41]. [Pg.3007]

CoMPABisoN OF REACTION KINEMATICS. Figure 4 compares the most probable threshold velocity vector diagrams for Reactions 4 and 6. For both diagrams, the velocity vector for the molecular beam is drawn to correspond to the most probable velocity at the temperature of the beam source used in the experiments (300 K for T2 and 77 K for H2). The atomic beam velocity is then drawn so that the relative collision... [Pg.189]

One of the important problems in reaction kinematics is the distribution of energy in the products of reaction. Several investigators have determined the translational energies of the products of certain ion-molecule reactions. Thus, Durup determined the translational energy of the product ion for reactions... [Pg.26]

D. Hyatt and K, Lacmann, Chemical reaction kinematics. VIII. Cross sections of some D-atom transfer reactions in the energy range 1-100 eV, Z. Naturforsch. 23a, 2080-2083 (1968). [Pg.248]

Parenthetically, it should be reiterated that the concept of a reaction complex in the context in which we use it is slightly different from the concept of a reaction complex discussed in connection with crossed-beam studies of ion-molecule reactions in Chapter 12. An analysis of the reaction kinematics leads to the operational definition of a complex as an entity which survives for several rotational periods. Vibrational and rotational frequencies are sufficiently different that isotopic scrambling may take place in less than one rotational period. Consequently, when we discuss the formation of a complex in this chapter based on evidence from isotopic scrambling in labeled reactants, we imply only the occurrence of an intimate collision between the reaction partners and a sufficient lifetime for a number of ion-atom interchanges to occur. For several systems, as will be discussed in subsequent sections, isotopic equilibration is achieved, indicating an appreciable lifetime of the reaction complex. In these cases, the two operational definitions of a reaction complex may be expected to coincide. This is indeed found to be the case for the reactions of ethylene ions with ethylene, to take a specific example. [Pg.142]

If the total energy Et = Ei + Q = Es + E4, it is simple to establish the following relations applying the laws of conservation of energy and momentum and using the reaction kinematics on the reactants and products (as shown in Fig. 7.1). [Pg.272]

Cn is produced in the Pb( Zn,n) cold-fusion reaction with a cross section of 0.5 pb. While the indirect production of Hs proceeds with a cross section that is an order of magnitude lower than that for the direct process, in specific cases there may be disadvantages to the direct method involving, for example, reaction kinematics and radioactive target handling that might make the indirect overshooting reaction attractive in some applications. [Pg.16]

Maximum operating pressure Time constant of reaction Kinematic viscosity... [Pg.58]


See other pages where Reaction Kinematics is mentioned: [Pg.172]    [Pg.340]    [Pg.341]    [Pg.591]    [Pg.183]    [Pg.17]    [Pg.140]    [Pg.893]    [Pg.1610]    [Pg.1724]    [Pg.272]    [Pg.44]    [Pg.53]    [Pg.28]    [Pg.7]    [Pg.37]    [Pg.954]   
See also in sourсe #XX -- [ Pg.272 ]




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