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Sedimentation Equilibrium of Mixtures of Charged Colloids

Sedimentation Equilibrium of Mixtures of Charged Colloids

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Chapter 1Introduction1.1 <strong>Sedimentation</strong> <strong>Equilibrium</strong> <strong>of</strong> <strong>Mixtures</strong><strong>of</strong> <strong>Charged</strong> <strong>Colloids</strong>This thesis is not an attempt to gain a Platonic idea by careful inductionand comparisons between diversities. Instead <strong>of</strong> unifying and generalisingexisting theories, we will go the other way. Some good old ideas, known bythe names Thermodynamics, classical statistical mechanics, classical electrostaticsand Newton’s gravity 1 , will be taken as solid laws, with which we willtry to understand complex systems. Systems that contain groups <strong>of</strong> different,interacting objects, in equilibrium.The objects we consider are colloids and salt-ions. <strong>Colloids</strong> are particleswith a size between 10nm and 1µm. These ’big’ particles will be suspendedin a solvent, where they can act like a gas. They interact with gravity andother particles. By the influence <strong>of</strong> gravity, the colloids sediment, while themuch lighter salt-ions do not. By the influence <strong>of</strong> their charge, the colloidsrepel each other and interact with the salt-ions. Our main goal will be todetermine the equilibrium state <strong>of</strong> the system, by looking at the distribution<strong>of</strong> the particles in space, and their ’influence’, the electric field. We will seethat the balance will lead to structures, very different from ’ordinary’ idealgases.Still, the feeling <strong>of</strong> understanding <strong>of</strong>ten leads to wild analogies, and generalisations,although it was not initially intended. Something shown by manyspecialists. Care was taken to keep these ideas from the thesis.1 a 0 th order approximation1

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