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Book of Abstracts Book of Abstracts - Universität Konstanz

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A - 19<br />

126<br />

Phase Changes in Clusters: Targets for Experiments<br />

R. Stephen Berry 1 , and Ana Proykova 2<br />

1 Department <strong>of</strong> Chemistry and The James Franck Institute, The University <strong>of</strong> Chicago, Chicago,<br />

Illinois 60637, USA<br />

2 University <strong>of</strong> S<strong>of</strong>ia, Faculty <strong>of</strong> Physics, 5 James Bourchier Blvd, S<strong>of</strong>ia 1126, Bulgaria<br />

It is now well established that some clusters exhibit the finite-system counterparts <strong>of</strong> firstorder<br />

transitions, and that these differ from bulk phase transitions ins<strong>of</strong>ar as clusters may exist<br />

in two or more phases in observable amounts, in thermal equilibrium. It is also apparent from<br />

simulations that bulk second-order transitions may have small-system analogues that have either<br />

one or two local free-energy minima, corresponding to second-order-like or first-order-like<br />

behavior. These findings raise several questions that await experimental study. One is the<br />

observation <strong>of</strong> sharp upper or (more likely) lower temperature bounds for the local stability <strong>of</strong><br />

the unfavored phase. A second is the possibility <strong>of</strong> observing and distinguishing between cases<br />

in which phases persist long enough to exhibit well-defined, measurable characteristics and<br />

cases in which the dynamic equilibrium between the phases is so labile that no well-defined<br />

distinguishable phases can be observed. Still a third challenge is the possibility <strong>of</strong> observing<br />

phase changes or phase coexistence that look first-order-like in small clusters but become<br />

second-order in the large-system limit. With this challenge is the alternative <strong>of</strong> true secondorder-like<br />

behavior in which multiple phases do not coexist because the free energy has only a<br />

single minimum. All <strong>of</strong> these are experimental investigations that will almost certainly require<br />

monodisperse cluster samples, because the phase behavior <strong>of</strong> small clusters is highly variable<br />

and not at all monotonic with cluster size.

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