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May 13-14, 2019 | Prague, Czech Republic

Chemistry and Medicinal Chemistry

9

th

World Congress on

Asian Journal of Biomedical and Pharmaceutical Sciences | Volume 9

ISSN: 2249-622X

New mathematical models for adsorption on heterogeneous surface of

carbonaceous adsorbents

Mirosław Kwiatkowski

AGH University of Science and Technology, Poland

T

he optimal selection of the methods and conditions

for the production of adsorbents requires reliable

and accurate description of the parameters of the

heterogeneous surfaces and physico-chemical processes

occurring on them. Many theories of the adsorption

processes were developed in the past century, which

assume different mechanisms of processes on surfaces

and various simplifications. This work presents the

results of the application of new mathematical models

with the unique numerical fast multivariate numerical

identification procedure as the universal tool for analysing

the heterogeneous surfaces. The mathematical models are

based on general thermodynamics expressing changes of

internal energy ∆H and configurational entropy ∆S due to

the process. To derive the formulas for ∆H and ∆S were

exploited a BET-like approach, in which the adsorption

system is constructed by considering a virtual multistep

adsorption. In the proposed model’s adsorption process is

viewed as a clusterisation of adsorbate molecules in pores,

with a cluster size limited by micropore size. A set of pore

geometry – adsorption energy relationships is derived and

checked by fast multivariant fitting procedure of the model

to adsorption data. The proposed models yield a broader

range of reliable information on the surface structure of

the analysed material, which is particularly useful for the

assessment of the impact of production process conditions

and modifications on the development of both geometrical

and energetic properties of the surface of heterogeneous

catalysts.

e

:

kwiatkow@agh.edu.pl

Asian J Biomed Pharmaceut Sci, Volume:9

DOI: 10.4066/2249-622X-C2-021