Full transporter

TMD and NBF (Fig. 1). Therefore, these transporters are termed half transporter (in contrast to full transporter) however, to achieve functional activity they have to form hetero- or homodimers. 

Equation (3.47) calculates the tariffs that have to be paid for import of raw materials. Duty drawbacks are considered by charging tariffs only for raw materials required for production of intermediate (second line) and finished goods (first line) that are not re-exported. The amount of intermediates not re-exported is adjusted for those intermediates that are transformed into goods subsequently re-exported at the same site. The formulation rests on the assumption that only one raw material source is used per site and that if a required intermediate is available locally the local source is used. Prices are converted from the currency used by the raw material supplier to the currency of the consuming site. Same as with the valuation of finished goods for tariff calculation the full transport costs are included in the tariff value of the raw materials and intermediates. Import tariffs for intermediates imported from another site are calculated in equation (3.48). The formulation differs from the one for raw materials because the source of the intermediates is not predetermined and the transfer price does not contain transportation costs. The net volumes of the intermediates which are not re-exported are calculated by subtracting the quantities contained in exported products from the total quantity imported. A non-negativity constraint sets the value to 0 if the respective intermediate is not imported from site s. ... 

This section serves merely to emphasise that for a given cell system, the full transport equation is the sum of those for diffusion, convection and migration. We might write, quite generally,... 

If time dependence is desired, then the full transport (13.20) must be discretised, and a time-march performed. The problem is then a 2D one. As in the previous chapter on 2D systems, one would spread the grid points into one long vector of unknowns, either by stacking the horizontal grid lines end on end, starting (as for the UMDE system in the previous chapter) with the bottom row, or perhaps the verticals. Given the above description and those in Chap. 12, the development of this is straight-forward and will not be further pursued here. 

Wherever the convective and diffusive transport of Reynolds stresses are important (flows that are far from equilibrium), algebraic stress models may prove to be inadequate, and solution of the full transport equations of the Reynolds stresses may become necessary. Extensive efforts have been made to model the terms appearing in the exact transport equations of Reynolds stresses. The redistributive term has been the... 

The dimension of S no longer appears in the optimization problem. So, provided the procedure has access to J at high resolution, it is possible to avoid some of the problems of aggregating fluxes into large regions. Using automatic differentiation techniques, Kaminski et al. (1999) calculated J for a full transport-model grid (8° X 10°) and a network of a few dozen observation sites. At this resolution, over 20 years, we would need to solve for approximately 200,000 flux components, while the parameter approach may use only hundreds of unknowns. 

Figure 2. He-COj separation factors at 25°C from the Full Transport Model compared with the Hard using the Hard Sphere Transport Model.

Full transportability of the vessel by barge or rail, or road, if possible ... 

In a market where there is a need for hundreds or thousands of small modular LFRs, unit costs can be reduced by taking advantage of the benefits of factory fabrication, full transportability, and modular site assembly. This favours the opening of a factory and assembly line for production of a standardized reactor design. In such a scenario, the reactor vendor must make a large investment in the factory and tooling on the basis of an expectation of likelihood of the... 

Tlie PC equation is based on a linearized sediment transport equation. If the full transport equation is considered, for compatible sediments, there is a very small movement of the nourishment centroid in the updrift direction ... 

The minimal functional unit of an ABC transporter consists of two (pseudo)-symmetric halves that comprise a transmembrane (TM) and a nucleotide binding domain (NBD) (Fig. 2). In the case of P-gp and most other eukaryotic ABC transporters, these subdomains are fused to one polypeptide chain On the contrary BCRP is a so-called half-transporter (Fig. 2). Half-transporters express each protein half separately and thus need to homo-dimerize to yield functional full transporters. 

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