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- W2153177791 endingPage "1936" @default.
- W2153177791 startingPage "1936" @default.
- W2153177791 abstract "The time dependent response of a polar solvent to a changing charge distribution is studied in solvation dynamics. The change in the energy of the solute is measured by a time domain Stokes shift in the fluorescence spectrum of the solute. Alternatively, one can use sophisticated non-linear optical spectroscopic techniques to measure the energy fluctuation of the solute at equilibrium. In both methods, the measured dynamic response is expressed by the normalized solvation time correlation function, S(t). The latter is found to exhibit unique features reflecting both the static and dynamic characteristics of each solvent. For water, S(t) consists of a dominant sub-50 fs ultrafast component, followed by a multi-exponential decay. Acetonitrile exhibits a sub-100 fs ultrafast component, followed by an exponential decay. Alcohols and amides show features unique to each solvent and solvent series. However, understanding and interpretation of these results have proven to be difficult, and often controversial. Theoretical studies and computer simulations have greatly facilitated the understanding of S(t) in simple systems. Recently solvation dynamics has been used extensively to explore dynamics of complex systems, like micelles and reverse micelles, protein and DNA hydration layers, sol–gel mixtures and polymers. In each case one observes rich dynamical features, characterized again by multi-exponential decays but the initial and final time constants are now widely separated. In this tutorial review, we discuss the difficulties in interpreting the origin of the observed behaviour in complex systems." @default.
- W2153177791 created "2016-06-24" @default.
- W2153177791 creator A5000289328 @default.
- W2153177791 creator A5083996598 @default.
- W2153177791 date "2010-01-01" @default.
- W2153177791 modified "2023-09-27" @default.
- W2153177791 title "Solvation dynamics in dipolar liquids" @default.
- W2153177791 cites W1849749336 @default.
- W2153177791 cites W1963791150 @default.
- W2153177791 cites W1965484091 @default.
- W2153177791 cites W1968760701 @default.
- W2153177791 cites W1971789162 @default.
- W2153177791 cites W1972625236 @default.
- W2153177791 cites W1974462193 @default.
- W2153177791 cites W1976481362 @default.
- W2153177791 cites W1978351494 @default.
- W2153177791 cites W1979143340 @default.
- W2153177791 cites W1980996086 @default.
- W2153177791 cites W1984399113 @default.
- W2153177791 cites W1984954249 @default.
- W2153177791 cites W1988797087 @default.
- W2153177791 cites W1988973012 @default.
- W2153177791 cites W1990021352 @default.
- W2153177791 cites W1991775910 @default.
- W2153177791 cites W1991938759 @default.
- W2153177791 cites W1994146881 @default.
- W2153177791 cites W1998647310 @default.
- W2153177791 cites W1998995503 @default.
- W2153177791 cites W1999305768 @default.
- W2153177791 cites W1999449827 @default.
- W2153177791 cites W2000847446 @default.
- W2153177791 cites W2002836236 @default.
- W2153177791 cites W2003308933 @default.
- W2153177791 cites W2005799144 @default.
- W2153177791 cites W2006984843 @default.
- W2153177791 cites W2007437320 @default.
- W2153177791 cites W2009948094 @default.
- W2153177791 cites W2012677808 @default.
- W2153177791 cites W2012840927 @default.
- W2153177791 cites W2013160138 @default.
- W2153177791 cites W2013256743 @default.
- W2153177791 cites W2013329559 @default.
- W2153177791 cites W2013368541 @default.
- W2153177791 cites W2018874035 @default.
- W2153177791 cites W2021596621 @default.
- W2153177791 cites W2022231452 @default.
- W2153177791 cites W2023194376 @default.
- W2153177791 cites W2028332486 @default.
- W2153177791 cites W2028896809 @default.
- W2153177791 cites W2030822152 @default.
- W2153177791 cites W2031569018 @default.
- W2153177791 cites W2034537976 @default.
- W2153177791 cites W2035374996 @default.
- W2153177791 cites W2036894836 @default.
- W2153177791 cites W2038513243 @default.
- W2153177791 cites W2041931011 @default.
- W2153177791 cites W2042083037 @default.
- W2153177791 cites W2043979193 @default.
- W2153177791 cites W2045211165 @default.
- W2153177791 cites W2045773045 @default.
- W2153177791 cites W2045904178 @default.
- W2153177791 cites W2045919136 @default.
- W2153177791 cites W2046286471 @default.
- W2153177791 cites W2046463507 @default.
- W2153177791 cites W2046515692 @default.
- W2153177791 cites W2051987063 @default.
- W2153177791 cites W2052865946 @default.
- W2153177791 cites W2054330893 @default.
- W2153177791 cites W2054539037 @default.
- W2153177791 cites W2054643582 @default.
- W2153177791 cites W2055442639 @default.
- W2153177791 cites W2056084445 @default.
- W2153177791 cites W2056229232 @default.
- W2153177791 cites W2056873954 @default.
- W2153177791 cites W2057135030 @default.
- W2153177791 cites W2057631161 @default.
- W2153177791 cites W2059041585 @default.
- W2153177791 cites W2060284732 @default.
- W2153177791 cites W2063462994 @default.
- W2153177791 cites W2063477764 @default.
- W2153177791 cites W2064108459 @default.
- W2153177791 cites W2064426328 @default.
- W2153177791 cites W2068267942 @default.
- W2153177791 cites W2068326432 @default.
- W2153177791 cites W2070066380 @default.
- W2153177791 cites W2075080731 @default.
- W2153177791 cites W2076004384 @default.
- W2153177791 cites W2076438562 @default.
- W2153177791 cites W2077444299 @default.
- W2153177791 cites W2080693374 @default.
- W2153177791 cites W2083185034 @default.
- W2153177791 cites W2084939745 @default.
- W2153177791 cites W2086435381 @default.
- W2153177791 cites W2087050367 @default.
- W2153177791 cites W2087937597 @default.
- W2153177791 cites W2089608829 @default.
- W2153177791 cites W2089699052 @default.
- W2153177791 cites W2090041356 @default.