Analysis of Binding Events and Diffusion in Living Cells
Abstract
It is well known that diffusion is the main mode of transport in living cells, but the
consequences of diffusion in a complex cellular environment are not generally appreciated. In
this thesis, we have investigated several aspects of how diffusion properties influence the
observability of cellular binding kinetics and how they can be used to obtain information about
the environment of proteins and other molecules.
First, the binding kinetics of the coat protein I (COPI) vesicles machinery were investigated.
Three proteins are mainly responsible for the formation of COPI vesicles; coatomer, ARF1 and
ARFGap1. From biochemical studies, it was expected that ARF1 and coatomer would show
similar binding kinetics to the Golgi membranes. This was tested in vivo using GFP constructs
in “fluorescence recovery after photobleaching” (FRAP) experiments. Surprisingly, the recovery
constant of coatomer was twice that of ARF1. We could show that this did not reflect a
difference in the actual binding kinetics, but difference due to a diffusion-limited exchange of
coatomer between the cytosol and the membrane. For this we measured the diffusion coefficient
of all three proteins with fluorescence correlation spectroscopy (FCS). We found that ARF1 and
ARF-GAP1 are highly mobile in the cytosol, whereas coatomer diffuses 5–10 times more
slowly than expected. Using computer simulations we could show that the slow diffusion of
coatomer translates into a two times slower FRAP recovery then expected for the non-diffusion
limited case.
Second, the unexpectedly slow diffusion of coatomer led to the idea of investigating the
diffusion properties of inert tracers in the cytosol of livings cells. Fluorescently labelled dextrans
showed normal diffusion in water, but strong anomalous subdiffusion when microinjected into
cells. It could be ruled out that large scale structures like the cytoskeleton or the endoplasmic
reticulum were responsible for the observed subdiffusion. Instead the emergence of subdiffusion
could be attributed to macromolecular crowding using computer simulations and in vitro
measurements in an artificially crowded solution. The fact that macromolecular crowding leads
to anomalous diffusion can be used as a measure for the extent of crowding for a given solution.
In the third part of this thesis the focus is shifted from diffusion in the cytosol to diffusion in the
membrane. Previously, it had been observed in FCS experiments that Golgi resident
transmembrane proteins show anomalous subdiffusion. Since no consistent explanation for this
phenomenon had been provided previously, we investigated whether the formation of dynamic
oligomers can explain the observed subdiffusion. We constructed a computer model for two
dimensional diffusion of particles that participate in oligomerisation reactions. It could indeed
been shown that for the short time scales relevant for FCS experiments, anomalous diffusion can
be observed. For long times the diffusion crossed over to normal diffusion. The extent of
anomality and the crossover time depended on the equilibrium constant of the binding, the
valence of the monomers and on the kinetics of the binding reaction.
Parts of work
I. Elsner, M., Hashimoto, H., Simpson, J.C., Cassel, D., Nilsson, T., and Weiss, M. (2003). Spatiotemporal dynamics of the COPI vesicle machinery. EMBO Rep 4, 1000-1004 II. Weiss, M., Elsner, M., Kartberg, F., and Nilsson, t. (2004). Anomalous subdiffusion is a measure for cytoplasmic crowding in living cells. Biophys J 87, 3518-3524. III. Elsner, M., Nilsson, T. Weiss, M. (2006). Evidence for Golgi localization by oligomerization - kin recognition revisited. In manuscript.
Degree
Doctor of Philosophy (Medicine)
University
Göteborg University. Sahlgrenska Academy
Institution
Inst of Biomedicine. Dept of Medical Biochemistry and Cell Biology
markus.elsner@medkem.gu.se
Date
2007-03-06Author
Elsner, Markus
Keywords
COPI
Golgi
Diffusion
Glycosyltransferases
Sorting
Molecular
Crowding
Publication type
Doctoral thesis
ISBN
978-91-628-6913-7
Language
eng