The structuring body : a critical study in the description & explanation of perceptual experience

The aims of the dissertation are to find the right description of the structure of perceptual experience and to explore the ways in which the structure of the body might serve to explain it. In the first two parts, I articulate and defend the claim that perceptual experience seems direct and the claim that its objects seem real. I defend these claims as integral parts of a coherent metaphysically neutral conception of perceptual experience. Sense-datum theorists, certain influential perceptual psychologists, and early modern philosophers (most notably Berkeley) all disputed the claim that perceptual experience seems direct. In Part I, I argue that the grounds on which they did so were poor. The aim is then, in Part II, to give a proper appreciation of the distinctive intentionality of perceptual experience whilst remaining metaphysically neutral. I do so by drawing on the early work of Edmund Husserl, providing a characterisation of the perceptual experience of objects as real, qua mind-independent particulars. In Part III, I explore two possible explanations of the structure characterising the intentionality of perceptual experience, both of which accord a distinctive explanatory role to the body. On one account, perceptual experience is structured by an implicit pre-reflective consciousness of oneself as a body engaged in perceptual activity. An alternative account makes no appeal to the metaphysically laden concept of a bodily self. It seeks to explain the structure of perceptual experience by appeal to anticipation of the structural constraints of the body. I develop this alternative by highlighting the conceptual and empirical basis for the idea that a first-order structural affordance relation holds between a bodily agent and certain properties of its body. I then close with a discussion of the shared background assumptions that ought to inform disputes over whether the body itself (in addition to its representation) ought to serve as an explanans in such an account.

Kontaktmechanik und Strukturierung von festkörperunterstützen Lipidmembranen

Die vorliegende Arbeit beschreibt unter anderem die Realisierung eines Assays aus mikrostrukturierten und selektiv funktionalisierten künstlichen Membransegmenten auf einem Chip. Die Strukturierungsmethode kombiniert die softlithographische Technik des Mikroformens in Kapillaren mit der Vesikelspreittechnik und bietet ein elegantes Verfahren, einzeln adressierbare Lipidsegmente im Mikrometer Regime zu erzeugen. Unter Berücksichtigung des hydrodynamischen Fließverhaltens und der Stabilitätskriterien für PDMS-Elastomere wurden außerdem neue Strukturen entwi-ckelt, die für den kombinierten Einsatz von Rasterkraftmikroskopie und Fluoreszenz-mikroskopie optimiert sind. Die Anwendbarkeit des Lab-On-A-Chip-Devices als Bio-sensor wurde durch zwei prominente Protein-Rezeptor-Bindungsstudien fluores-zenzmikroskopisch und rasterkraftmikroskopisch belegt. Im zweiten Teil der Arbeit sind die mechanischen und adhäsiven Eigenschaften aus-gewählter Lipidsysteme mit einer neuen Charakterisierungstechnik untersucht wor-den, die die Kontaktmechanik von Rastersonden und Lipidmembranen auf Basis der Digitalisierung von Hochgeschwindigkeitskraftkurven und einer automatisierten Multi-parameteranalyse quantitativ erfasst. Dabei konnte die Korrelation zwischen der Ad-häsion und den materialspezifischen Durchbruchlängen und Durchbruchkräften, die charakteristische Stabilitätsparameter der Lipidmembran darstellen, auf Systemen mit variierenden Kopfgruppen und Kettenlängen analysiert werden. Das Verfahren erlaubte zudem die simultane Quantifizierung der elastischen Eigenschaften der Li-piddoppelschichten. Zu den Kraftkurven wurden Simulationen der Systemantwort durchgeführt, die ein tieferes Verständnis der Kontrastentstehung ermöglichen.

Thermal fluctuations and boundary conditions in the lattice Boltzmann method

The lattice Boltzmann method is a popular approach for simulating hydrodynamic interactions in soft matter and complex fluids. The solvent is represented on a discrete lattice whose nodes are populated by particle distributions that propagate on the discrete links between the nodes and undergo local collisions. On large length and time scales, the microdynamics leads to a hydrodynamic flow field that satisfies the Navier-Stokes equation. In this thesis, several extensions to the lattice Boltzmann method are developed. In complex fluids, for example suspensions, Brownian motion of the solutes is of paramount importance. However, it can not be simulated with the original lattice Boltzmann method because the dynamics is completely deterministic. It is possible, though, to introduce thermal fluctuations in order to reproduce the equations of fluctuating hydrodynamics. In this work, a generalized lattice gas model is used to systematically derive the fluctuating lattice Boltzmann equation from statistical mechanics principles. The stochastic part of the dynamics is interpreted as a Monte Carlo process, which is then required to satisfy the condition of detailed balance. This leads to an expression for the thermal fluctuations which implies that it is essential to thermalize all degrees of freedom of the system, including the kinetic modes. The new formalism guarantees that the fluctuating lattice Boltzmann equation is simultaneously consistent with both fluctuating hydrodynamics and statistical mechanics. This establishes a foundation for future extensions, such as the treatment of multi-phase and thermal flows. An important range of applications for the lattice Boltzmann method is formed by microfluidics. Fostered by the "lab-on-a-chip" paradigm, there is an increasing need for computer simulations which are able to complement the achievements of theory and experiment. Microfluidic systems are characterized by a large surface-to-volume ratio and, therefore, boundary conditions are of special relevance. On the microscale, the standard no-slip boundary condition used in hydrodynamics has to be replaced by a slip boundary condition. In this work, a boundary condition for lattice Boltzmann is constructed that allows the slip length to be tuned by a single model parameter. Furthermore, a conceptually new approach for constructing boundary conditions is explored, where the reduced symmetry at the boundary is explicitly incorporated into the lattice model. The lattice Boltzmann method is systematically extended to the reduced symmetry model. In the case of a Poiseuille flow in a plane channel, it is shown that a special choice of the collision operator is required to reproduce the correct flow profile. This systematic approach sheds light on the consequences of the reduced symmetry at the boundary and leads to a deeper understanding of boundary conditions in the lattice Boltzmann method. This can help to develop improved boundary conditions that lead to more accurate simulation results.