Applications of Hobsons Method

Cerofolini has also examined the Hobson method (which he calls the asymptotically correct approximation , with Q = 0 and obtains a transform 

An interesting application of Hobson s method has been made by Rudzinski et by analysing the pressure dependence of chromatographic retention data. They manipulated Hobson s equation, with Q = 0, to obtain  

FigOFe 7 Distribution of adsorption energies for cyclohexane adsorbed on wide-pore silica gel at 126.3 °C. The solid line denotes the function F (U) calculated by using the Fowler-Guggenheim local adsorption isotherm the dashed line denotes F (U) for the Langmuir isotherm 

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