THERMODYNAMIC FUNCTIONS OF ELECTROLYTE SOLUTIONS
عبد الناصر عبد الموجود عثمان;
Abstract
The ionic solution basis lies in the Debye-Hlickel theory<11
of electrolyte solution. This theory is exact in the limit of small concentrations. Many theoretical research have been made to explain the difficulties of the Debye-Hlickel theory and extend it to more general models or higher concentrations. The
modern statistical theory of dilute electrolytes goes back to
the work
of Kirkwood
and
• • (2)
Po1r1er,
Bogo110 ubov,(3)
Mayer,
(5) 0 0 (6) (7,8)
91 001
Haga, Po1r1er, Meeron, Falkenhagen;
and Kelbg
and,
last but not least, to the work of McMillan-Maye :ll The McMillan Mayer theory provides a clear framework for developing approximate calculations of the thermodynamic properties of solutions, and electrolyte solutions in particular.
of electrolyte solution. This theory is exact in the limit of small concentrations. Many theoretical research have been made to explain the difficulties of the Debye-Hlickel theory and extend it to more general models or higher concentrations. The
modern statistical theory of dilute electrolytes goes back to
the work
of Kirkwood
and
• • (2)
Po1r1er,
Bogo110 ubov,(3)
Mayer,
(5) 0 0 (6) (7,8)
91 001
Haga, Po1r1er, Meeron, Falkenhagen;
and Kelbg
and,
last but not least, to the work of McMillan-Maye :ll The McMillan Mayer theory provides a clear framework for developing approximate calculations of the thermodynamic properties of solutions, and electrolyte solutions in particular.
Other data
| Title | THERMODYNAMIC FUNCTIONS OF ELECTROLYTE SOLUTIONS | Other Titles | الدول الثيرموديناميكية للمحاليل الالكتروليتية | Authors | عبد الناصر عبد الموجود عثمان | Issue Date | 1995 |
Attached Files
| File | Size | Format | |
|---|---|---|---|
| B13529.pdf | 956.34 kB | Adobe PDF | View/Open |
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