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Boreskov Institute of Catalysis of the Siberian Branch of Russian ...

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OP-I-21DEACTIVATION KINETICS OF PLATINUM-BASED CATALYSTS INDEHYDROGENATION OF HIGHER ALKANESMaryam Saeedizad, Saeed Sahebdelfar, Zahra MansourpourCatalyst Research Group, Petrochemical Research and Technology Company,National Petrochemical Company, P.O. Box 14358, Tehran, IranAbstract: The deactivation <strong>of</strong> promoted Pt /Al 2 O 3 catalyst in dehydrogenation <strong>of</strong> C 10 -C 14normal alkanes to <strong>the</strong> corresponding mono-olefins was studied. A simple kinetic model forcatalyst decay was obtained. The model was based on a reversible main reaction andconcentration-independent, nth-order decay law. It was checked both through integral analysis<strong>of</strong> experimental data and nonlinear estimation functions <strong>of</strong> temperature-time data <strong>of</strong> acommercial plant and <strong>the</strong> model parameters were evaluated. The results <strong>of</strong> both approacheswere consistent. The deactivation rate law was found to be <strong>of</strong> <strong>the</strong> second-order. The activationenergies <strong>of</strong> <strong>the</strong> dehydrogenation and catalyst decay were found to be E A =60 kJ/mol andE d =230 kJ/mol, respectively.Keywords: Dehydrogenation <strong>of</strong> alkanes; Pt/Al 2 O 3 catalyst; Kinetics; Catalyst deactivation.Introduction: In commercial practice, <strong>the</strong> activity <strong>of</strong> dehydrogenation catalyst dropsslowly with time on stream. To achieve a constant conversion, <strong>the</strong> reaction rate is maintainedby a programmed increase <strong>of</strong> <strong>the</strong> feed temperature.The previous deactivation modeling by temperature-time trajectories were based on asingle irreversible primary reaction and nth-order, concentration–independent deactivation [1,2, 3]; however, in this work <strong>the</strong> main reaction was considered to be reversible and itsconsequence on <strong>the</strong> interpretation <strong>of</strong> <strong>the</strong> results was considered. The kinetic parameters wereestimated using commercial temperature-time data and <strong>the</strong> results were compared with those<strong>of</strong> integral method <strong>of</strong> analysis <strong>of</strong> experimental data.Experimental: The reactor tests were performed in a fixed-bed, iso<strong>the</strong>rmal reactor at743 K and 0.7 barg using industrial feedstock with a H 2 /hydrocarbon molar ratio <strong>of</strong> six.HP/PONA column <strong>of</strong> 50 m length, 0.2 mm diameter and 0.5 µm fill thickness and FIDdetector were used for liquid product analysis. The industrial data were provided by acommercial plant for three sets <strong>of</strong> runs, with start <strong>of</strong> run and end <strong>of</strong> run temperatures <strong>of</strong> 743and 768 K, respectively.Modeling: To achieve a constant conversion, Eq. (1) should be satisfied:kA( T ) a(t,T )XAe( T ) ln( 1−XA( T ) / XAe( T ))= kA0X ( T ) ln( 1−X ( t = 0, T ) / X ( T ))Eq. (1)Ae0A0Ae065

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