Annihilation: The Nova Corps Files by Anthony Flamini, Jeff Christiansen, Ronald Byrd, Michael

By Anthony Flamini, Jeff Christiansen, Ronald Byrd, Michael Hoskin, Mark O'English, Mike Raicht, Stuart Vandal, Chad Anderson, Eric Engelhard, Chris Biggs, Sean McQuaid

Get stuck up on all the gamers within the Annihilation occasion, courtesy of the Xandarian Worldmind records of the Nova Corps!

This stand-alone factor is the nature records for significant cosmic gamers as recorded within the Xandarian Worldmind.


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Extra resources for Annihilation: The Nova Corps Files

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Physicochemical Fundamentals and Thermodynamics ofthe Membrane Transport of Drugs 17 because of its specific binding to cell components. The investigations of MITCHELL [202,203], KEYNES [152], GLYNN [90], USSING and ZERAHN [304], MAIZELS [191], and KABACK and STADTMAN [135], however, prove that this mode of uphill movement can ultimately be excluded, because the actively transported particles are freely movable in the cytoplasm and osmotically effective. Furthermore, cells emptied of their cell content may nevertheless actively accumulate several permeants.

The phenomenologic treatment of the carrier transport follows that of simple diffusion. As is shown by the kinetics, the accelerated membrane passage of a solute A can be described as diffusion of the permeant-carrier complex AC. Therefore the solute flow JA becomes an AC-specific flux, JAC , the permeability coefficient of which, WAC, is greater than the A-specific quantity WA. If the driving force of JA = JAC is expressed in terms of A concentrations, instead of L1 CA = C~ - c~ in simple diffusion of A [cf.

Therefore transport by carrier mechanism and by diffusion are indistinguishable under these conditions (D kinetics according to WILBRANDT and ROSENBERG [325]). The differentiation between these two transport mechanisms is only possible at higher permeant concentrations. It should be noted at low concentrations of A the transport is inversely proportional to the dissociation constant K AC . (c) For c~, c~ ~ K AC , Equation (82) leads to (85) In this case the transport is directly proportional to K AC and depends further on the difference of the reciprocals of the permeant concentrations.

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