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![]() Hydration forces and effective potentials The December 2011 issue of Current Opinion in Colloid and Interface Forces contains a section dedicated to hydration forces. My task was to review the use of effective potentials in problems involving charged interfaces. From many lines of evidence it follows that short-range interactions between charged surfaces involve two characteristic lengths, the range of the interaction and the spatial periodicity, both about 2.5 ± 0.5 Å. This is illustrated above using the
data from classical experiments by Pashley and
Israelachvili. |
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![]() The timescale and extent of thermal expansion of the global ocean due to climate change Nevertheless, it would be favourable if the same changes could be evaluated from just the sea surface temperatures because the record could then be extended into the past and projected into the future. We show that the average change in the heat content of the oceans and the corresponding contribution to a change in the sea level can be evaluated from the past sea surface temperatures. Volume expansion leads to 13 cm higher sea level with each degree of surface warming and the characteristic time is about 50 years. See more in a recent volume of open source journal Ocean Science. |
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Split, Croatia2006-2010 I was a professor at the Universityof Split teaching during Spring semesters. |
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During the three years
2002-2004 I was the |
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In the past, I worked in superconducting thin films [1], liquid crystals [2], biological membranes [3], signals in the visual cortex [4], electrical double layers [5] and climate change [6]. Most interesting examples are shown in the pages of past work. I am interested in describing and understanding natural phenomena in quantitative terms, and always like to hear a new question or challenge. Find me at the ANU in Canberra or send an email. |
S. Marčelja, W.E. Masker and R.D. Parks, Electrical conductivity of a two-dimensional superconductor, Physical Review Letters 22 (1969) 124-127.
S. Marčelja, Chain ordering in liquid crystals. I. Even-odd effect, Journal of Chemical Physics 60 (1974) 3599-3604.
S. Marčelja, Chain ordering in liquid crystals. II. Structure of bilayer membranes, Biochimica et Biophysica Acta 367 (1975) 165-176.
S. Marčelja, Mathematical description of the responses of simple cortical cells, Journal of the Optical Society of America 70 (1980) 1297-1300.
S. Marčelja, Exact description of electrical double layers, Langmuir 16 (2000) 6081-6083.
Updated 18/6/2011
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Dept
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