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Arieh Ben-Naim Arieh Ben-Naim
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Arieh Ben-Naim (Jeruzalem, 11 juli 1934) is professor in de fysische chemie aan de Hebreeuwse Universiteit van Jeruzalem. Hij is een modern tegenstander van de term entropie. In een serie boeken betoogt hij dat entropie beter kan worden betiteld als ontbrekende informatie (missing information). Hij geeft ook aan dat de kelvin-temperatuurschaal het gevolg is van de invoering van het begrip entropie. Arieh Ben-Naim (Hebrew: אריה בן-נאים; Jerusalem, 11 July 1934) is a professor of physical chemistry who retired in 2003 from the Hebrew University of Jerusalem. He has made major contributions over 40 years to the theory of the structure of water, aqueous solutions and hydrophobic-hydrophilic interactions. He is mainly concerned with theoretical and experimental aspects of the general theory of liquids and solutions. In recent years, he has advocated the use of information theory to better understand and advance statistical mechanics and thermodynamics.
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Arieh Ben-Naim (Hebrew: אריה בן-נאים; Jerusalem, 11 July 1934) is a professor of physical chemistry who retired in 2003 from the Hebrew University of Jerusalem. He has made major contributions over 40 years to the theory of the structure of water, aqueous solutions and hydrophobic-hydrophilic interactions. He is mainly concerned with theoretical and experimental aspects of the general theory of liquids and solutions. In recent years, he has advocated the use of information theory to better understand and advance statistical mechanics and thermodynamics. Arieh Ben-Naim (Jeruzalem, 11 juli 1934) is professor in de fysische chemie aan de Hebreeuwse Universiteit van Jeruzalem. Hij is een modern tegenstander van de term entropie. In een serie boeken betoogt hij dat entropie beter kan worden betiteld als ontbrekende informatie (missing information). Hij geeft ook aan dat de kelvin-temperatuurschaal het gevolg is van de invoering van het begrip entropie. Wanneer deze temperatuurschaal niet was ingevoerd dan zou de beroemde vergelijking van Boltzmann S = kB · log(W) als S = log(W) zijn geformuleerd en de temperatuur niet in kelvin, maar in de energie eenheid kBT. Dus dan zou 0 °C of 273,15 K, uitgedrukt zijn als 377,12 · 10−23 J.
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