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Plasma simplified model

Figure 8.7 Simplified model of nicotiniamine (NA) function in plant cells. Iron is transported across the plasma membrane by the Strategy I or Strategy II uptake systems. Once inside the cell, NA is the default chelator of iron to avoid precipitation and catalysis of radical oxygen species. The iron is then donated to proteins, iron-sulfur clusters and haem, while ferritin and iron precipitation are only present during iron excess. (From Hell and Stephan, 2003. With kind permission of Springer Science and Business Media.)... Figure 8.7 Simplified model of nicotiniamine (NA) function in plant cells. Iron is transported across the plasma membrane by the Strategy I or Strategy II uptake systems. Once inside the cell, NA is the default chelator of iron to avoid precipitation and catalysis of radical oxygen species. The iron is then donated to proteins, iron-sulfur clusters and haem, while ferritin and iron precipitation are only present during iron excess. (From Hell and Stephan, 2003. With kind permission of Springer Science and Business Media.)...
The mechanisms reported in the previous sections refer to a simplified model of the plasma. This point will be illustrated in the sections to follow. [Pg.102]

The arterial circulation is a multiply branched network of compliant tubes. The geometry of the network is complex, and the vessels exhibit nonlinear viscoelastic behavior. Flow is pulsatile, and the blood flowing through the network is a suspension of red blood cells and other particles in plasma which exhibits complex non-Newtonian properties. Whereas the development of an exact biomechanical description of arterial hemodynamics is a formidable task, surprisingly useful results can be obtained with greatly simplified models. [Pg.975]

Numerical studies on number densities of various excited states in the Nj plasma have eagerly been carried out all over the world (Guerra et al., 2004 Shakhatov Lebedev, 2008). We also make a numerical code to calculate number densities as functions of the following parameters gas temperature Tsr electron density Ne, total discharge pressure P, and reduced electric field E/N as a rather simplified model (Akatsuka et al., 2008 Ichikawa et al., 2010). [Pg.299]

Figure 1. (A). A diagrammatic representation of a plant cell. The cytoplasm is bounded by the plasma membrane which is itself surrounded by the primary wall. The region where the primary walls of two cells abut one another is called the middle lamella. Air spaces are often present particularly at the junction of cell comers. Abbreviations used—Pla = plastid Chi = chloroplast Mit = mitochondrion Nuc = nucleus Vac = vacuole Cyt = cytoplasm Pdm = plasmodesmata. (B). A simplified model of a possible arrangement of the major wall components. Wall proteins have been omitted for clarity. Abbreviations used HG = homogalacturonan RG-I = rhamnogalacturonan I RG-II = rhamnogalacturonan II B-ester = borate ester cross-link of RG-II XG xyloglucan... Figure 1. (A). A diagrammatic representation of a plant cell. The cytoplasm is bounded by the plasma membrane which is itself surrounded by the primary wall. The region where the primary walls of two cells abut one another is called the middle lamella. Air spaces are often present particularly at the junction of cell comers. Abbreviations used—Pla = plastid Chi = chloroplast Mit = mitochondrion Nuc = nucleus Vac = vacuole Cyt = cytoplasm Pdm = plasmodesmata. (B). A simplified model of a possible arrangement of the major wall components. Wall proteins have been omitted for clarity. Abbreviations used HG = homogalacturonan RG-I = rhamnogalacturonan I RG-II = rhamnogalacturonan II B-ester = borate ester cross-link of RG-II XG xyloglucan...
Putting Wigner s theory in the simplified form (Eq. III. 130), Krisement was able to compare it with the results of the plasma model where, in a first approximation, Pines wave function may be written in the generalized form (Eq. III. 129) with... [Pg.306]

Martin s model (M9) for the effect of plasma protein binding on distribution is highly simplified but illustrates that the therapeutic dose... [Pg.58]

The rates of movement of foreign compound into and out of the central compartment are characterized by rate constants kab and kei (Fig. 3.23). When a compound is administered intravenously, the absorption is effectively instantaneous and is not a factor. The situation after a single, intravenous dose, with distribution into one compartment, is the most simple to analyze kinetically, as only distribution and elimination are involved. With a rapidly distributed compound then, this may be simplified further to a consideration of just elimination. When the plasma (blood) concentration is plotted against time, the profile normally encountered is an exponential decline (Fig. 3.24). This is because the rate of removal is proportional to the concentration remaining it is a first-order process, and so a constant fraction of the compound is excreted at any given time. When the plasma concentration is plotted on a logio scale, the profile will be a straight line for this simple, one compartment model (Fig. 3.25). The equation for this line is... [Pg.60]

To explain the behavior of Gd3+ chelates and for a better understanding of their in vivo fate, it is necessary to know the equilibrium properties of the CAs in the plasma. Since the human plasma is a very complicated system, where a huge number of metal ions and ligands can form complexes of different types, a simplified plasma model must be used in order to approximate to the equilibrium situation, including the speciation of Gd3+. [Pg.108]

The purpose of the recent work just reviewed was to develop and verify a reasonably simplified theoretical approach to heterogeneous reactions in a nonisothermal low pressure plasma. With this purpose in mind, we first considered a simple statistical model of the plasma which has brought about a better understanding of the dependence of the chemical composition of the plasma on energy. Comparison of this model with several real systems which had been experimentally investigated illustrated the applicability of the theoretical ideas to such systems as well as their limitations. [Pg.156]

However, saturation of the transporters underestimates the transport capacity at normal glucose concentrations, particularly, because most models are linear [126] in G. The discrepancy is considerable. The peak plasma glucose is often some 15 mM, so the concentration is tripled, but with a Kglut in Eq. (42) of 5 mM this corresponds only to a 50% increase in transport. Simplifying Eq. (42) gives ... [Pg.186]

Fig.7 Blood compatibility of PEU surfaces modified by MPEO-derived SMAs. A Simplified cascade model for material-induced blood coagulation highlighting three clotting pathways plasma fibrin formation, platelet aggregation, and hemolysis-inflammation, respectively characterized by B-C... Fig.7 Blood compatibility of PEU surfaces modified by MPEO-derived SMAs. A Simplified cascade model for material-induced blood coagulation highlighting three clotting pathways plasma fibrin formation, platelet aggregation, and hemolysis-inflammation, respectively characterized by B-C...

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