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

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PP-I-26coefficients <strong>of</strong> <strong>the</strong> equation (3). Uniqueness <strong>of</strong> this stationary state is provided with positivity<strong>of</strong> last coefficient σ 4 . In work [4] it is established that for <strong>the</strong> reactions <strong>of</strong> a kind (1) consisting<strong>of</strong> any number <strong>of</strong> intermediate substances and bimolecular and linear stages on intermediatesubstances coefficient σ 1 <strong>of</strong> <strong>the</strong> characteristic equation cannot be negative. Thus instability <strong>of</strong><strong>the</strong> reactions proceeding under five-stage schemes will mean negativity <strong>of</strong> one <strong>of</strong> coefficientsσ 2 or σ 3 a characteristic multinominal (3).With application <strong>of</strong> <strong>the</strong>se conditions in language Maple <strong>the</strong> program <strong>of</strong> <strong>the</strong> analysis <strong>of</strong>self-oscillations has been developed. With its help <strong>the</strong> mechanisms describing self-oscillatoryregimes have been selected from set <strong>of</strong> <strong>the</strong> generated five-stage schemes. Generation <strong>of</strong> allpossible five-stage schemes was carried out by program specially developed by us inlanguage Delphi. The received schemes have been grouped on number <strong>of</strong> stages included in<strong>the</strong>m various molecularity: schemes containing 3 linear and 2 bimolecular stages and schemesconsisting from 2 linear and 3 bimolecular stages.The examples <strong>of</strong> <strong>the</strong> elementary schemes describing self-oscillations in reactions <strong>of</strong>catalytic oxidation СО and Н 2 are below resulted1. CO + O 2 + 2K ↔ KO + KCO 2 ,2. O 2 + KCO 2 ↔ KO 2 + CO 2 ,3. CO + KO 2 ↔ KO + CO 2 ,4. CO + KCO 2 → KCO + CO 2 ,5. KO + KCO ↔ KCO 2 + K;1. H 2 + 2K ↔ 2KH,2. O 2 + K ↔ KO 2 ,3. H 2 + KO 2 ↔ KO + H 2 O,4. O 2 + H 2 + KH ↔ KOH + H 2 O,5. KO + KOH ↔ 2K + H 2 O;1. H 2 + 2K ↔ 2KH,2. O 2 + K ↔ KO 2 ,3. H 2 + KO 2 ↔ KO + H 2 O,4. KO + KH ↔ KOH + K,5. KO + KOH ↔ 2K + H 2 O.Thus we computerize process <strong>of</strong> construction <strong>of</strong> <strong>the</strong> five-stage schemes describing selfoscillationsin kinetics <strong>of</strong> catalytic reactions. The examples confirming applicability <strong>of</strong>simplest received schemes for reproduction <strong>of</strong> self-oscillations in reactions <strong>of</strong> catalyticoxidation <strong>of</strong> carbon monoxide and hydrogen are considered.References1. Fedotov V.Kh., Alexeev B.V., Koltsov N.I., Kiperman S.L. News <strong>of</strong> High Schools. Chemistry and Chem.Technology. 1985. V.28. № 5. P. 66-68.2. Alexeev B.V., Fedotov V.Kh., Koltsov N.I. Reports <strong>of</strong> Rus. Acad. Sci. 1994. V. 337. № 6. P. 761-764.3. Koltsov N.I., Fedotov V.Kh., Alexeev B.V. Kinetics and <strong>Catalysis</strong>. 1995. V.36. №1. P. 51-59.4. Alexeev B.V., Fedotov V.Kh., Koltsov N.I. Reports <strong>of</strong> Rus. Acad. Sci. 1989. V. 306. № 4. P. 884-888.258

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