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Barycentric derivative

Corynebacterium fig. 4.39 halophilic 1.1.27 Nitrosobacter, Nitrosomonas 3.122 barium sulphate table 1.3 barometric distribution 1.1.20 barycentric derivative 1.6.5... [Pg.733]

The events arrival times were recorded and transform to an inertial frame, the solar barycentre system. For this transformations we used the TEMPO software (Manchester et al.). The ephemeris (frequency, first frequency derivative and reference time) applicable to these observations were provided by Jodrell Bank ephemeris data base. [Pg.294]

An examination of the derived flux equations [18] leads to the following conclusions (i) Onsager reciprocity relation (ORR) is obeyed, (ii) All coefficients are scalar, (iii) Higher powers of single force do not occur, (iv) Space derivatives of forces occur in the transport equations, (v) In none of the X, Xj terms, the tensorial order of X and Xj term is the same, (vi) All the X,X terms have the same tensorial order as the fluxes, (vii) Non-linearity arises on account of gradient of barycentric velocity. [Pg.110]

If this is not the case, but if you already have knowledge or expertise about the sensory space derived from your product set, use it You can, for example, process a classification of your products on the basis of a quantitative analysis or a free sorting task. After classification, you can choose a prototype of each cluster as the best representative of this cluster (the closest to the barycentre, for example). [Pg.224]

Since the two determinants of the model space have the same space part and only differ by their spin, the effective Hamiltonian may be written as a spin-dependent Hamiltonian, the space part becoming implicit, but well defined (close to that of the separate atoms). A direct algebraic derivation shows that, if one defines Eq as the barycentre of the configuration (which includes three triplets and one singlet). [Pg.375]

It is evident, as noted above, that only the difference V P - F is perfectly defined once the forces are known, as we can control that fact using equation [3.50] in the case of the electrical field. Equation [3.57] was written in relation to the barycentric motion. Equation [3.54] can also be transformed to reveal the material derivative. We obtain ... [Pg.53]


See other pages where Barycentric derivative is mentioned: [Pg.48]    [Pg.294]    [Pg.149]    [Pg.110]    [Pg.270]    [Pg.28]    [Pg.26]   
See also in sourсe #XX -- [ Pg.5 , Pg.6 ]




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