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Non-conservative process

The contents of this paper include, with variable emphasis, the topics of a series of lectures whose main title was Routes to Order Capture into resonance . This was indeed the subject of the last section above. The study of this subject has, however, shown that - unlike the restricted three-body problem - capture into resonance drives the system immediately to stationary solutions known as Apsidal corotations . The whole theory of these solutions was also included in the paper from the beginning - that is, from the formulation of the Hamiltonian equations of the planetary motions and the expansion of the disturbing function in the high-eccentricity planetary three-body problem. The secular theory of non-resonant systems was also given. Motions with aligned or anti-aligned periapses, resonant or not, resulting from non-conservative processes (tidal interactions with the disc) in the early phases of the life of the system, seem to be frequent in extra-solar planetary systems. [Pg.286]

Willems, M., E. Wagner, R. Laing, and S. Penman. 1968. Base composition of ribosomal RNA-precursors in the HeLa cell nucleolus further evidence of non-conservative processing. J. Molec. Biol., 32 211-220. [Pg.110]

Figure 2 A linear regression in which the number of electrons conserved in the fabric of the cells is plotted against the number of available electrons per mol of substrate for the growth of S. cerevisiae anaerobically on glucose [A] and aerobically on acetic acid [B], ethanol [C], and glucose [D]. The slope of the line is 0.331, the Y-intercept is -0.072, and the correlation coeflBcient is 0.997. Note that points A and B are almost identical. This is because the respective non-conservative processes both transfer eight available electrons, and because the composition of the cells is the same for both growth processes. Figure 2 A linear regression in which the number of electrons conserved in the fabric of the cells is plotted against the number of available electrons per mol of substrate for the growth of S. cerevisiae anaerobically on glucose [A] and aerobically on acetic acid [B], ethanol [C], and glucose [D]. The slope of the line is 0.331, the Y-intercept is -0.072, and the correlation coeflBcient is 0.997. Note that points A and B are almost identical. This is because the respective non-conservative processes both transfer eight available electrons, and because the composition of the cells is the same for both growth processes.
In retrospect, it should not be surprising that a time independent theory modeled after elasticity theory does not apply to a plastic flow process. Elastic deformation is conservative with the work done on the material stored as elastic strain energy. Plastic deformation is non-conservative with the work done on the material dissipated as heat, or converted into internal defects... [Pg.12]

In the case of combustion of a condensed substance, conservation of enthalpy and similarity occur only in the gas phase and only in part of the space. In the c-phase the diffusion coefficient is much smaller than the thermal diffusivity, and we have heating of the c-phase by heat conduction without dilution by diffusion. The enthalpy of the c-phase at the boundary, for x — 0 (from the side x < 0), is larger than the enthalpy of the c-phase far from the reaction zone and larger than the enthalpy of the combustion products. The advantage of the derivation given here is that the constancy of the enthalpy in the gas phase and its equality to H0 (H0 is the enthalpy of the c-phase far from the combustion zone, at x — —oo) are obtained without regard to the state of the intermediate layers of the c-phase. We should particularly emphasize that the constancy of the enthalpy in the combustion zone occurs only for a steady process. The presence of layers of the c-phase with increased enthalpy opens the possibility in a non-steady process of a temporary change in the enthalpy of the gas and the combustion temperature (on this see 5). [Pg.341]

Poh BT, Ong BT (1984) Dependence of viscosity of polystyrene solutions on molecular weight and concentration. Eur Polym J 20(10) 975-978 Pokrovskii VN (1970) Equations of motion of viscoelastic systems as derived from the conservation laws and the phenomenological theory of non-equilibrium processes. Polym Mech 6(5) 693—702... [Pg.248]

Non-radiative processes can also be distinguished on the basis of the spin multiplicity of the initial and final electronic states. Internal conversion (IC) is the non-radiative crossover between two states of identical multiplicity, while intersystem crossing (ISC) is a process in which spin is not conserved. In both instances, crossover between the states is isoenergetic, regardless of the multiplicity. Subsequent vibrational relaxation (VR) occurs to release excess vibrational energy (see Figure 2.12). [Pg.40]

Some definitions help in the interpretation of chemical phenomena in the ocean. Conservative behaviour signifies that the concentration of a constituent or absolute magnitude of a property varies only due to mixing processes. Components or parameters that behave in this manner can be used as conservative indices of mixing. Examples are salinity and potential temperature, the definitions for which are presented in subsequent sections. In contrast, non-conservative behaviour indicates that the concentration of a constituent may vary as a result of biological or chemical processes. Examples of parameters that behave non-conserv-atively are dissolved oxygen and pH. [Pg.173]

Caesium is said to behave conservatively that is, the bulk of the radionuclide inventory is associated with the water phase and so transport processes are dominated by the bulk movement of sea water. Plutonium and americium, on the other hand, behave non-conservatively the bulk of their inventory is associated with sediments and the transport processes affecting sediments are very important to their behaviour. The proportion of each nuclide present in the water column as suspended particulate is a simple function of value and suspended sediment load (Sholkovitz, 1983), as indicated in Table 8.2. Thus, for the full range of sediment loadings, water column inventories of Cs are dominated by... [Pg.157]

Z-E isomerization via simple geometric inversion (one-bond flip, OBF, Fig. 2.3A) involves the torsional relaxation of the perpendicular excited state via an adiabatic mechanism which implies a non-volume-conserving process. This is not compatible with the ultrafast CTI in polyenes, in particular retinyl chromophores, and two other possible ways of photo-CTI have been proposed over the past 15 years [11]. [Pg.9]

It is believed that the water-soluble acidity in paper can be washed out using water. Alternatively, if water is thought to be too hazardous to use on the paper, then the acidity may be neutralised while still in the paper, possibly by using a non-aqueous deacidifying treatment. Not all the acidity can be washed out of oxidised paper as some of the cellulose will have produced carboxylic acid groups on the cellulose chain. Many conservators at this stage of a conservation process prefer to introduce some alkaline material into the paper to neutralise any acids not washed out and which will remain behind to neutralise any acidity that may develop in the future. [Pg.42]

With respect to the transformation processes open to a given non-equilibrium system the extensive quantities characterizing the system can be distinguished into two groups conserved and non-conserved quantities. So-called conserved quantities cannot be produced or consumed in the transformation processes open to a given system. Therefore, the first term at the right hand side of eqn. (1) is necessarily zero and eqn. (2) can be simply written as ... [Pg.298]

The media with which one has to deal when investigating preparation processes of hydrocarbon systems are invariably multi-phase and multi-component mixtures. Section II thus covers the aspects of the hydromechanics of physical and chemical processes necessary for an understanding of the more specialized material contained in following sections. Among these are transfer phenomena of momentum, heat, mass, and electrical charge conservation equations for isothermal and non-isothermal processes for multi-component and multi-phase mixtures equations of state, and basic phenomenological relationships. [Pg.790]

The reduction of nitrite to ammonia was described for bacteria with a fermentative rather than a respiratory metabolism [125]. However, growth of various bacteria by oxidation of non-fermentable substrates such as formate linked to the reduction of nitrite to ammonia, demonstrated that nitrite ammonification may also function as respiratory energy conserving process [126]. The enzymol-ogy and bioenergetics of respiratory nitrite ammonification have been recently reviewed [17]. In respiratory nitrite ammonification, nitrite is reduced to ammonia without the release of intermediate products, such as NO or N2O, in a six-electron step by a cytochrome c nitrite reductase, the so-caUed NrfA protein [Eq. (10)] [127-131]. [Pg.94]


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Conservative process

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