See discussions, stats, and author profiles for this publication at: https://www.researchgate.net/publication/314716075 The Increase in the Yield of Light Fractions During the Catalytic Cracking of C13C40 Hydrocarbons Article in Current Organic Synthesis · March 2017 DOI: 10.2174/1570179413666161031121659 CITATIONS READS 6 516 5 authors, including: Nataliya Belinskaya Elena Nikolaevna Ivashkina Tomsk Polytechnic University Tomsk Polytechnic University 41 PUBLICATIONS 135 CITATIONS 99 PUBLICATIONS 445 CITATIONS SEE PROFILE All content following this page was uploaded by Elena Nikolaevna Ivashkina on 29 April 2019. The user has requested enhancement of the downloaded file. SEE PROFILE Send Orders for Reprints to reprints@benthamscience.ae Current Organic Synthesis, 2017, 14, 1-12 1 RESEARCH ARTICLE The Increase in the Yield of Light Fractions During the Catalytic Cracking of C13-C40 Hydrocarbons Elena Ivashkinaa, Galina Nazarovaa*, Emiliya Ivanchina a, Nataliya Belinskaya3a and Stanislav Ivanovb a Institute of Natural Resources, Department of Fuel Engineering and Chemical Cybernetics, National Research Tomsk Polytechnic University, Tomsk, Russia; bChemical and Biochemical Engineering Department, Faculty of Engineering, Western University, London ON, Canada ARTICLEHISTORY Received: November 27, 2015 Revised: December 03, 2015 Accepted: January 12, 2016 DOI: Abstract: The work performed constituted thermodynamic kinetic analysis of the chemical transformations of C13–C40 hydrocarbons during the catalytic cracking process. Laboratory research to determine the structural grouped and individual composition of feedstock and products of catalytic cracking allowed a list to be made of catalytic cracking process reactions. Using Density Functional Theory, the thermodynamic parameters of the process reactions were determined and a formalized scheme of hydrocarbons transformations compiled based upon which the kinetic model of the process was documented and implemented programmatically. The determination of kinetic parameters of the reactions was carried out by solving the inverse kinetic problem using experimental data from an industrial plant and laboratory studies. The use of a kinetic model of catalytic cracking allowed changes in the concentration of the reactants to be calculated as well as the yield and composition of the catalytic cracking products and ensured the selection of optimum conditions for increasing the yield of gasoline and light gas oil fractions based on group composition of raw material for catalytic cracking. Keywords: Advanced petroleum refining, catalytic cracking, group composition of raw materials, kinetic model, light fraction yield, resource efficiency. 1. INTRODUCTION Currently, increasing the depth of oil refining and developing highly efficient catalyst compositions are the main targets for oil refining globally [1-4], since the proportion of hard-to-extract bituminous oil as well as the need for motor fuels (gasoline and diesel) is increasing every year [5, 6]. At the same time, plants have to adjust to significant changes in the properties of raw materials, which is a kind of challenge arising in the design and construction of the new technologies of deep oil processing and in the optimization of processing units in operation. Catalytic cracking is the complex physical and chemical process of converting high molecular weight hydrocarbons into valuable products such as gasoline fraction, light gas oil, and gas through contact with powdered zeolite catalyst in the technological conditions of the process [7]. Catalytic cracking being used in refineries around the world, as well as other processes aimed at the deepening of oil refining, results in a high degree of conversion of raw petroleum products – 85–95% [8-13]. It is important to note that the production of commercial gasoline in large Russian and foreign plants involves 30–40% of catalytic cracking gasoline [14]. At the same time, the content of unsaturated hydrocarbons, benzene, and sulfur in the resulting product is one of the defining criteria in blending gasoline of different grades, the amount of which in commercial gasolines largely depends on the quality of catalytic cracking gasolines. The purpose of this research is to increase the yield of light fractions during the catalytic cracking of C13–C40 hydrocarbons. *Address correspondence to this author at the Institute of Natural Resources, National Research Tomsk Polytechnic University, P.O. Box: 634050, Tomsk, Russia; Tel/Fax: +7-952-181-8788; E-mail: silko@tpu.ru 1570-1794/17 $58.00+.00 The thermodynamic and kinetic laws of the catalytic cracking process can be reflected in a formalized schema of hydrocarbon transformations and serve as a basis for a method that increases the conversion rate and depth of oil refining. Thus, the need to satisfy the needs of the industrial sector in the solution of complex, interrelated, and multi-variable problems in predicting the structure and properties of the products of catalytic cracking, depending on the hydrocarbon composition of the feedstock and technological mode catalytic reactor. A number of mathematical models based on a formalized mechanism for catalytic cracking reactions are commonly used for this purpose. There are different approaches to the formalization of the chemical reactions in the catalytic cracking process with varying levels of detail that determine the adequacy of the calculations performed using the model and depend directly on the stages of the technological process development and the evolution of the catalyst compositions used in catalytic cracking (fixed bed reactor using an amorphous catalyst vs. riser type reactor using a microspherical zeolite catalyst). In the development of a formalized scheme for hydrocarbon conversion in the deep processing of crude oil, it is important to take into account the many factors that equally affect the composition, quantity, and quality of the target products (technological mode of process, feedstock being multi-component, the type of catalyst, the pairing of devices comprising the technological scheme, etc.) [15-17]. In describing the hydrocarbon transformation scheme, some sort of technological aggregation on certain parameters is used. Weekman and Nace [18] on the basis of work of Wei and Prater [19] being among the first to establish a formalized hydrocarbon transformations scheme, identified three groups of substances: process feedstock, gas oil, and residues (dry gas and coke). The conversion of the cracked feedstock has been studied under isothermal conditions in fixed bed, moving bed, and fluidized bed © 2017 Bentham Science Publishers 2 Current Organic Synthesis, 2017, Vol. 14, No. 0 reactors. This approach allowed the yield of gas oil in catalytic cracking to be estimated, and the kinetic parameters were determined using experimental data. The most popular approach to formalizing schemes of chemical transformations in these processes is technological aggregation into pseudo-components, based mainly on fractional composition [2024], but the hydrocarbon composition of the fractions in each group is diverse, and this approach does not take into account the varying reactivity of the hydrocarbons within the selected groups. For example, Corella and Francés in [25] designed a five-lump component scheme in which aggregation was performed, based on boiling points accounting for hydrodynamic effects and catalyst deactivation. Lee et al. in [26] developed a four-lump hydrocarbon transformation scheme by flows in a catalytic cracking unit with a separate catalyst regeneration step. In the group approach, components of the reaction system are formalized in accordance with the molecular structure of the hydrocarbons, and the least probable reactions are excluded from the scheme in order to simplify it. This approach is characterized by information about the reaction mechanism with the averaged reactive ability of hydrocarbon groups. The complexity of the group approach to the processes of deep refining of petroleum feedstock lies in determining the group composition of heavy fractions of the feed stream (fractional composition of 350–570°C). Therefore, preference is given to hybrid models that take into account not only the pseudo-components interaction but also the chemical conversion of main hydrocarbon groups in the feed stream of the catalytic cracking process unit [27-30]. The first efforts in this direction were made by Jacob et al. [31]. The hydrocarbons conversion scheme contains paraffins, naphthenes, aromatic rings, substituted aromatic groups for light and heavy petroleum fractions, and coke+gas and gasoline groups. The model accounts for the dependence of the catalyst activity on time, adsorption of aromatic compounds, and nitrogen poisoning of the catalyst. Subsequently, the hybrid and flow schemes of hydrocarbon conversion in the catalytic cracking process were supplemented and enhanced by dividing the components into different reaction groups, introducing coke deposits on the catalyst into the scheme and hydrodynamic calculations for the flow in the reaction system [32-39]. For example, Oliveira, Biscaia and Gao et al [40, 41] introduced into the scheme a separation of the aromatic crude oil component into resins, asphaltenes, saturated hydrocarbons, and aromatics as well as a separation of the coke formation stage into the two stages of gas formation and a description of the turbulent flow of gas-solid particles and reactions in the reactor. Ivashkina et al. calculation of the thermodynamic parameters of the reactions, it is important to take into account the technological operating conditions of the industrial plant and the effects of the interaction of hydrocarbon molecules with the molecules of the reaction mixture. For that reason, quantum chemical calculations are widely used in studies of oil refining and petrochemical processes [51]—for example, to calculate the electronic structure of molecules, transition states, entropy and enthalpy of substances, heat of adsorption, their connection with the activation energies, etc. [52, 53]. The application of quantum chemistry methods helps to identify mechanisms for the substances' formation on the surface of the catalyst and the stages of transitional states formation [54, 55]. In this paper, thermodynamic and kinetic analysis of the transformations of C13–C40 hydrocarbons in the catalytic cracking process has been performed. The thermodynamic parameters of the catalytic cracking reactions are determined using Density Functional Theory, and the kinetic model is recorded in accordance with a formalized hydrocarbon conversion scheme, developed on the basis of thermodynamic analysis and laboratory research. 2. ABOUT CATALYTIC CRACKING 2.1. Catalytic Cracking Technology The catalytic cracking process is used for the production of gasoline and diesel fractions via catalytic cracking of vacuum distillate hydrocarbons or a mixture of residues of secondary processes (350–570°C fractions). The technological process is implemented in a riser reactor. The main parameters that characterize the reactor operation are the consumption of feedstock by the plant (160–365 m3/h), the pressure in the reactor sludge zone (0.8–1.5) kgf/cm2), the temperature of raw feed (240–350°C), and the product temperature at the exit of the ballistic separator (495–535°C). The catalytic cracking plant products are rich gas and gasoline fraction, light gas oil of catalytic cracking origin (195–310°C fraction), and heavy gas oil (310–420°C fraction) of catalytic cracking processes. Note that the feedstock is characterized by a high concentration of paraffins and naphthenes and promotes high yields of high octane gasoline and liquefied gases due to an intense hydrogen redistribution reaction, in which naphthenic and olefinic hydrocarbons interact to form iso-paraffins and aromatic hydrocarbons (Scheme 1). At the same time, it is important to optimize the speed of hydrogen transport, as it contributes to the formation of aromatic hydrocarbons and, accordingly, coke. Hydrocarbon conversion scheme [31] has also been supplemented by Barbosa et al. in [42] in 3D CFD modeling and studying the effect of gas particles in a turbulent mixture stream on the heat effect of the reaction and the quality and yield of gasoline. Most of today’s models take into account the catalyst deactivation feature [43-47]. Such models allow estimation of the conversion, yield of catalytic cracking products, and amount of coke on the catalyst. A detailed description of the chemical transformations during catalytic cracking, including the catalyst composition and prediction of coke amount on the catalyst surface, is found in works of Froment and Dewachtere et al. [48, 49]. Bidabehere and Sedran [50] developed a catalytic cracking model, taking into account the theory of instantaneous adsorption of diffusion effects, the chemical reaction, and the theory of deactivation. It should be noted that the formalized scheme of hydrocarbon conversion should take into account the thermodynamic parameters of the catalytic cracking reactions, the values of which are practically impossible to find in literature in the case of reactions involving high molecular weight hydrocarbons. At the same time, in the H2 C C H2 H2 C C H2 H2 CH3 H +H C C C C CH 3 3 H CH3 H2 C C H2 CH3 H2 C C H2 H CH3 CH3 + 2H C + HC 2 C 3 H2 CH3 Scheme 1. 2.2. Catalytic Cracking Reactions Chemical transformations of the raw feed being cracked occur according to a carbonium ion mechanism through chemisorption of the raw product hydrocarbon molecules to the surface of the microspherical acid catalyst [56-61]. Carbonium ions are formed by heterolytic C-H bond breaking with the tertiary carbonium ion, which is highly reactive being the most stable (Scheme 2). The Increase in the Yield of Light Fractions During the Catalytic Cracking H+ C CH3 + HX H2C olefin carbonium ion CH3 carbonium ion R2 H+ C RH + C H2 suturated hydrocarbon C H2 R1 suturated hydrocarbon carbonium ion - Cracking reactions of carbonium ion by -bond in relation to the positively charged carbon atom (Scheme 3); R H2 C R1 C H2 R CH2 C H + +H2C R1 Scheme 3. - Reaction of ion isomerization by shifting the hydrogen atom and skeletal isomerization caused by a shift of the methyl group with the primary carbocation isomerized faster than the decomposition by -bond occurs (Scheme 4); H2 C CH+ H3C C H2 +H+ H C CH+ H3C H C H3C CH3 H2 C H-shift H2 C C H2 H-shift C H3C CH3 H2 C CH+ H3C C H CH3 C H CH3 CH+ H CH3 H2 C H3C C+ To determine the group and the structural-group composition of raw materials and light and heavy gas oil of catalytic cracking origin, a liquid-adsorption chromatographic separation on ASK silica gel with a grain size of 0.2–0.3 mm according to VNII NP (AllRussia Research Institute for Oil Processing) methodology was conducted. Hydrocarbon fractions were sequentially extracted by desorption using solvents with different polarity (hexane, hexane and toluene mixture, and ethyl alcohol and toluene mixture). Hydrocarbons were separated by refractive index using an IRF-22 refractometer into a paraffin-naphthenic fraction and an aromatic hydrocarbons fraction. The structural-group composition of paraffinic-naphthenic fractions was determined using the n-d-m method and, for the aromatic hydrocarbons fraction, using the Hazelwood method. The molecular weight of the feedstock and products of catalytic cracking was determined using CRYETTE WR laboratory equipment, which registers the freezing point of the samples. To determine the individual composition of the gasoline fraction, laboratory studies were conducted via gas-liquid chromatography using a CHROMATEC-CRYSTAL 5000 mod. 2 gas chromatographer with a flame ionization detector running Chromatec Analyst software for the management, collection, and processing of chromatographic data, capillary column DB-1, 100·0.25·0.5. H-shift H2 C H-shift CH3 CH+ R2 As analytical equipment to determine the qualitative composition of raw materials used in the catalytic cracking, a Hewlett Packard 6890 Gas Chromatograph System gas chromatography-mass spectrometer with a 5973 Mass Selective Detector running GC ChemStation software was used. CH3 C+ R1 The total sulfur content in the feedstock was determined using the energy dispersive X-ray fluorescence sulfur analyzer SPECTRO-SCAN SL. CH3 -H+ H2 C +H+ -H+ H2 C CH3 H3C H2 C CH3 C H2 H2C CH3 The development of a formalized scheme for hydrocarbon conversion during the catalytic cracking process requires information about the group, quantitative and qualitative composition of the plant feed stream, individual composition of the gasoline fraction, and the structural-group and group composition of light and heavy gas oil. R2 The main reactions of catalytic cracking with carbonium ions H2 C CH3 3. MATERIALS AND METHOD are: CH+ R2 + Scheme 5. Scheme 2. H2 C R2 + H+ + R+ + LH- + H2 carbonium ion RH + L paraffin Lewis acid R+ + R1 CH R+ + X- + H2 paraffin Bronsted acid H2 C CH3 + X- carbonium ion RH + HX H R1 CH R1 H3C acid catalyst Current Organic Synthesis, 2017, Vol. 14, No. 0 3 H2 C CH3 CH3 Scheme 4. - Reactions of aromatic hydrocarbons dealkylation to form aromatic hydrocarbon and carbonium ion (Scheme 5); - Hydrogen redistribution reaction, in which one hydrocarbon is saturated and an increase in the degree of unsaturation of the second hydrocarbons occurs (Scheme 5). The thermodynamic parameters of the catalytic cracking reactions were calculated using Gaussian software, which implements quantum chemistry methods for calculating the electronic structure of molecules. To calculate the thermodynamic parameters of the catalytic cracking reactions, the DFT (Density Functional Theory) method, based on the methods of quantum mechanics, and the semi-empirical PM3 method, which uses parameters obtained from experimental data to simplify calculations, was utilized. The DFT method was chosen as the main method of calculation. The B3LYP (Becke’s density functional theory (B3) model using Lee-Young-Parr (LYP) electron correlation) with basis 3-21G were used as theoretical approximation. Models of the substances involved in the reactions have been built using GaussView software. 4 Current Organic Synthesis, 2017, Vol. 14, No. 0 Ivashkina et al. Table 1. Results of determining molecular weight and the group composition of catalytic cracking feedstock and products. Hydrocarbon groups, % wt. Unit flow Molecular weight, g/mol Paraffins Resins/ Aromatics Naphtenes asphaltenes Raw materials 382.43 65.4 31.10 3.5/0.00 Light gasoil 164.71 21.55 76.14 1.68/0.00 Heavy gasoil 234.15 18.9 703.09 6.00/2.00 Table 2. The results of structural-group composition of catalytic cracking raw materials and products, %. Raw Materials Light gasoil Heavy gasoil Parameter P+N A b P+N a A b P+N a Ab Ca 2.59 27.52 17.10 56.81 1.42 50.79 Cn 31.27 55.73 53.84 43.19 31.56 49.21 Cp 66.14 16.76 29.05 0.00 67.01 0.00 Ka 0.14 1.40 0.44 1.20 0.062 1.90 Kn 2.05 3.90 1.55 2.60 1.53 4.90 2.59 5.3 1.96 3.8 1.59 6.8 Ko a a b. Paraffin and naphtenic fractions; Aromatic fractions Fig. (1). Examples of naphthenic hydrocarbon structure. (methylalkylcyclohexanes, dimethylalkylcyclohexanes bicycloalkanes, et al.). 4. EXPERIMENTAL PART 4.1. Laboratory Investigation of Catalytic Cracking Raw Materials and Products The results of determining the group and structural-group composition of feedstock and products of catalytic cracking using gasadsorption chromatography on silica gel are shown in Tables 1 and 2. The feedstock of the catalytic cracking process has a high content of saturated hydrocarbons, about 61.2% by weight. According to the data on the structural-group composition of the paraffinicnaphthenic fraction of the feedstock obtained by the n-d-m method, the fraction contains some aromatic structures, whose presence in the saturated part is explained by the fact that their sorbability by silica gel is almost equal to that of the naphthenes, and therefore they are washed away with solvent during adsorptive separation. The carbon content in the aromatic structures of the paraffinicnaphthenic fraction is 2.59%. The content of carbon in the naphthenic rings is 31.27%, and the average number of naphthene rings is 2.05. The sulfur content in the feed is low, 0.0461% by weight. According to the results of chromato-mass spectrometry, the paraffinic hydrocarbons of the feedstock are presented by hydro- carbons with the number of carbon atoms of 13–40. Naphthenic hydrocarbons are mono- and poly-cycloalkanes with long alkyl substituents of normal and iso-structure with the number of carbon atoms in the alkyl substituents C1–C25 (Fig. 1). The content of aromatic hydrocarbons in the raw materials for catalytic cracking is 35.57% by weight, and alcohol-benzene resin – 3.23% by weight. Analysis of aromatic concentrates by the Hazelwood method showed that aromatic concentrates are represented predominantly by hybrid structures. Aromatic fractions extracted from the raw material are characterized by a number of naphthene rings (3.9) higher than the average number of aromatic rings (1.4), with the total number of rings in raw materials being 5.3. The carbon content of the paraffin fragments of aromatic concentrates (16.76%) indicates the presence of alkyl-substituted aromatic hydrocarbons and naphthenes with carbon content of aromatic and naphthenic fragments of 27.52% and 55.73%. The simplest representatives of aromatic hydrocarbons in catalytic cracking raw materials are monoalkylbenzenes, methylalkylbenzenes, methylnaphthalenes and substituted naphthalenes, etc. Light gas oil of catalytic cracking origin has a high aromatic content (76.14 wt.%), with a tar content of 1.68 wt.%. According to the structural-group composition of paraffin-naphthenic fractions of light gas oil from catalytic cracking, the carbon content in The Increase in the Yield of Light Fractions During the Catalytic Cracking Current Organic Synthesis, 2017, Vol. 14, No. 0 5 Table 3. The results of group composition of catalytic cracking gasoline fraction, %. Hydrocarbon Group Concentration, % wt. Paraffins 4.42 Isoparaffins 31.16 Olefins 19.13 Naphthenes 10.56 Monoromatics 34.70 Table 4. The compression results of calculation values of Gibbs energy with table values. G, kJ/mol Reaction Table DTF, PM3 C8H18 C4H 10+ C4H8 – 55.12 – 60.79 – 66.62 n-716 2- methylhexane – 2.4 –2.35 10.40 i-C4H10 CH4 + C3H6 – 44.83 – 39.37 –36.93 510 36 + 2 4 –8.56 –13.56 5.82 918 6 12 + 36 –17.97 –28.65 – 45.32 612 66 + 3 2 –87.81 –93.27 –311.9 naphthenic fragments of light gas oil is 53.1%. Naphthene hydrocarbons of light gas oil are mainly represented by monocyclic hydrocarbons since the average number of naphthene rings is 1.55. According to the Hazelwood method, carbon content in aromatic structures of light gas oil is 56.81%. The carbon content of naphthenic fragments of light gas oil is 43.19%. The average number of naphthene rings exceeds the average number of aromatic rings, which indicates that the aromatic concentrates are represented by hybrid structures. Heavy gas oil from catalytic cracking has a high aromatic content of 70.24 wt.%, with the content of alcohol-benzene resins in heavy gas oil being 8.05 wt.%, and reported presence of asphaltenes - 1.76 wt.%) According to the structural-group composition, the content of naphthenic rings exceeds the number of aromatic rings. The average number of rings is 6.8. The group composition of gasoline fractions, as determined by gas chromatography, is presented in Table 3. Gasoline fraction of catalytic cracking origin has a high content of isoparaffins (31.16 wt. %), aromatic hydrocarbons (34.70 wt. %), and olefins (19.13 wt.%). 3.2. Thermodynamic Analysis of Catalytic Cracking Reactions Calculations to determine the thermodynamic parameters of individual hydrocarbon formation involved in the reactions of crude oil catalytic cracking were performed, using quantum chemistry methods. The magnitude of change in the Gibbs energy (G) of the reaction characterizes the probability of their occurrence and is important to justify the level of formalization of the mechanism of the chemical hydrocarbon transformation scheme. The list of forecast reactions in the catalytic cracking process is made based on the analysis of experimental data obtained from an industrial plant, the group composition of raw materials and the products of catalytic cracking process defined by chromatographic separation on silica gel, structural-group composition using n-d-m and Hazelwood methods, and the results of chromato-mass spectrometry and chromatography. After comparing the results of calculation using non-empirical DFT and semi-empirical PM3 methods with table values [62, 63] (Table 4), it was determined that the Gibbs energy values of the catalytic cracking reaction and enthalpy values calculated by DFT present a more adequate result. The list of reactions and the resulting thermodynamic parameters of reactions from the list are shown in Table 5. According to the reported results of the cracking reaction of paraffin wax (Gavg = –74.86 kJ/mol), redistribution of hydrogen (Gavg = –111.76 kJ/mol), dehydrogenation of naphthenes (Gavg = –124.63 kJ/mol), aromatic dealkylation hydrocarbons (Gavg = – 89.04 kJ/mol), and naphthenes (Gavg = –120.4 kJ/mol), and the coke formation reactions (Gavg = –597.2 kJ/mol) are characterized by the highest thermodynamic probability. When creating a formalized scheme of hydrocarbon transformations during the catalytic cracking process, it is important to take into account the contribution of these reactions to the formation of the final products. 4. RESULTS AND DISCUSSIONS 4.1. Formalized Hydrocarbon Conversion Scheme According to the results of laboratory research that aimed to determine the group, structural-group, and qualitative composition of raw materials, group and structural-group composition of light and heavy gas oil, the individual composition of the gasoline fraction, and the results of the thermodynamic analysis, a summary table of the hydrocarbon groups of formalized conversion scheme participating in the catalytic cracking reactions has been compiled (Table 6). Figure 2 shows a detailed diagram of the hydrocarbon conversion with feedstock components and light and heavy gas oil. The area indicated by the dotted line includes gasoline fraction hydrocarbons. 6 Current Organic Synthesis, 2017, Vol. 14, No. 0 Ivashkina et al. Table 5. The calculation results of thermodynamic parameters of reactions (temperature 504 C, pressure 1.08 MPa) Reaction H, kJ/mol G, kJ/mol Cracking of high molecular weight n-paraffins C13–C40 (C16H 34 C8H18+C8H16) 69.4 –74.8 Cracking of high molecular weight i-paraffins C13–C40 (C16H 34 i-8 18 +8 16) 70.5 –70.8 Cracking of medium molecular weight n-paraffins (C7H16 C4H8 +C3H 6) 69.8 –62.3 Isomerization of medium weight paraffins (n-C7H16 i-C7H16) –1.9 –2.3 Cracking of medium molecular weight i-paraffins (3-(3)-(H2)3-3) i-4 10+3 6) 62.1 –63.2 Cracking of olefins (714 5 10 +24) 94.2 –28.3 Hydrogen transfer ((3)3-69+ 5 10 (3)3-63 + i-512+2 H2) 99.3 –111.7 Dealkylation of naphthenes ((1021) 2-610 (10 21)2-64 + 32) 156.0 –120.4 Dealkylation of monoaromatic hydrocarbons ((1021)2-6 4 6 6+2·10 20) 157.8 –89.0 Dehydrogenation of naphthenes ((1021)2-610 (1021)2-6 4 + 32) 221.9 –124.6 Coke formation (polycondensation) (12 C10H8) 5 C24H12+18H2) 104.9 –597.2 Cyclization of olefins to naphthenes (714 714) –53.8 –7.5 Table 6. Summary table of formalized hydrocarbon conversion scheme groups involved in the FCC reactions. Hydrocarbon Groups Qualitative Characteristics Source 13–40 Feedstock, light and heavy gas oil 5–11+ Gasoline fraction Isoparaffinic hydrocarbons 5–11+ Gasoline fraction Olefin hydrocarbons 5–9+ Gasoline fraction 5–10+ Gasoline fraction Cycloparaffinic hydrocarbons Mono-and polynaphthenes with long substituents 1–25 (average number of naphthene Paraffinic hydrocarbons rings – 1.53–2.05) 6–11+ Aromatic hydrocarbons Gasoline fraction Mono and poly structures with long substituents (average number of aromatic rings – 1.20– 1.90). Resins Feedstock, light and heavy gas oil Naphthene-aromatic structures (total number of rings – 3.8–6.8). Feedstock, light and heavy gas oil Feedstock, light and heavy gas oil Fig. (2). Scheme of hydrocarbon conversion in the catalytic cracking process: kj – the rate constant of direct chemical reaction; k-j – the rate constant of the reverse chemical reaction. 4.2. Kinetic Model Development and Determination of Kinetic Parameters The kinetic model is built on the basis of a formalized scheme of hydrocarbon conversion in the catalytic cracking process and is represented by a system of differential equations (1). The expres- sions for the reaction rate constants are written according to the law of mass action. The kinetic model of the catalytic cracking process describes the change in concentration of the reactants depending on contact time with the initial conditions: = 0, Ci = Ci0, where i is the corresponding hydrocarbon. The differential equations system is solved by the 4th order Runge-Kutta method. The Increase in the Yield of Light Fractions During the Catalytic Cracking dC paraffinsHMW = k1C paraffinsHMW k2C paraffinsHMW ; d dC paraffinsMMW = k1C paraffinsHMW k3C paraffinsMMW k4C paraffinsMMW + d + k4Cisoparaffins ; dÑisoparaffins = k C 2 paraffinsHMW + k 4 C paraffinsMMW k 4 Cisoparaffins d k C + k7 Colefins Cnaphthenes ; 5 isoparaffins dÑolefins = k1C paraffinsHMW + k2C paraffinsHMW k6Colefins + k6C 2 gas d k7 Cnaphthenes Ñî lefins + k8CnaphthenesHMW + k9Caromatics k13Cî lefins k9Cmonoaromatics Ñolefins + k13Cnaphthenes + k14Cmonoaromatics k14Cî lefins Ñmonoaromatics ; dÑ gas = 2k3C paraffinsMMW + 2k5Cisoparaffins + 2k6Cî lifins 2k6C 2 gas ; d dÑ naphthenes = k C 8 naphthenesHMW k7 Cnaphthenes Ñî lefins + k13 C olefins d k13 C naphthenes ; dÑ monoaromatics = k7 Cnaphthenes Ñî lefins + k9Caromatics k14 C monoaromatics d k9Cmonoaromatics Ñî lefins + k 14 Cî lefins Ñmonoaromatics ; dÑnaphthenesHMW = k8CnaphthenesHMW k10CnaphthenesHMW ; d dÑaromatics = k C 9 aromatics + k 9 Cmonoaromatics Ñî lefins + k10 CnaphthenesHMW d 2 2k11C aromatics ; dÑ re sin s = k11C 2 aromatics k12Cre sin s ; d dÑcoke = k12Cre sin s d dÑÍ 2 = 3k10CnaphthenesHMW + k11C 2 aromatics + 2k7 Colefins Ñnaphthenes . d Current Organic Synthesis, 2017, Vol. 14, No. 0 7 carbon group; – the duration of contact, sec; Wj – the rate of direct chemical reaction; W-j – the rate of reverse chemical reaction, paraffins HMW and paraffins MMW – paraffins of high (C13–C40) and medium (C5–C11+) molecular weight, and naphthenes HMW – high molecular weight naphthenes. The differential equations system (1): The determination of kinetic parameters of reactions involves finding the reaction rate constants. The determination of kinetic parameters is determined by solving the inverse kinetic problem of the forward chaining method. The activation energy values for the above reactions are selected on the basis of the literature [64-69]. The input data for the inverse kinetic problem are presented in Tables 1, 3, 7, and 8, and include a material balance of the process, the technological conditions, and the composition of the raw materials and the product of the catalytic cracking unit. The rate constants of chemical reactions that are included in the kinetic model are a combination of the constants of all intermediate stages (Table 9, where), and the resulting kinetic model is formalized and quasi-homogeneous. According to Table 9, the reactions of hydrogen redistribution (kdr= 25.48 l·s-1·mol-1), cracking of paraffin (kdr = 4.19·10-1 s-1) and olefin hydrocarbons (kdr =1.51·10-1 s-1), dealkylation of naphthenic (kdr =3.71·10-1 s-1) and aromatic hydrocarbons (kdr =1.82·10-1 s-1) as well as the condensation of aromatic hydrocarbons (kdr = 1.42 l·s1 ·mol-1) and coking (kdr =3.92·10-1 s-1) occur at the highest rate. However, less intense reactions are isomerization of paraffinic hydrocarbons (kdr =2.90·10-4 s-1) and cyclization of olefins (kdr =2.90·10-4 s-1). (1) The system of differential equations (1) uses the following notations: dCi – change in concentration of the respective i-th hydro- 4.3. Evaluate the Adequacy of Kinetic Models Check of the model for adequacy was performed by determining the margin between the calculated and experimental data on product yields and concentration of and hydrocarbon groups that Table 7. Material balance of a catalytic cracking unit. Flows kg/h % Input: Vacuum distillate 272624.00 100.00 160456.32 58.86 Consumption of light gas oil 30851.00 11.32 Consumption of heavy oil 25137.00 9.22 Consumption of wet gas 44089.76 16.17 Coke 11668.30 4.28 Losses 421.60 0.15 Total 272624.00 100.00 Yield: Unstable gasoline consumption Table 8. The parameters of the technological process in the catalytic cracking reactor. Process Parameters 3 Consumption of feedstock by the plant, m /h Density g/cm 3 378.22 0.904 Total steam consumption in the reaction zone of the riser reactor, kg/h Temperature at the reactor inlet, °C Pressure, kgf/cm Value 2 Ratio of catalyst to feedstock 7898.04 303.7 1.44 5.56 8 Current Organic Synthesis, 2017, Vol. 14, No. 0 Ivashkina et al. Table 9. The kinetic parameters of catalytic cracking reactions (temperature 504 C, pressure 1.08 MPa). Rate Constant, s-1 Ea, Reaction kJ/mol Cracking of HMW n-paraffins Cracking of HMW paraffins to form iso-paraffins krr kdr -1 125.4 1.09·10 125.4 4.19·10 – -1 – Cracking of MMW n-paraffins 126.0 9.17·10 – Isomerization of MMW n-paraffins 110.0 2.90·10-4 2.05·10-4 Cracking of MMW i-paraffins 126.0 9.33·10-3 – Cracking of olefins 160.2 1.51·10 2.08·10-3 Redistribution of hydrogen 144.0 25.48* – 119.0 3.71·10 – Dealkylation of aromatics 152.0 1.82·10 1.50·10-5 Dehydrogenation of HMW naphthenes 144.0 6.28·10-2 – Dealkylation of naphthenes Condensation reactions of aromatics -2 -1 -1 -1 * 127.0 1.42 127.0 3.92·10 – Cyclization of olefins 127.0 2.90·10 2.50·10-3 Dealkylation of monoaromatics 152.0 2.03·10-2 2.00·10-6 Formation of coke (polycondensation) – -1* -4 * - l·s-1 ·mol-1 Table 10. Comparison of the calculated and experimental group composition of gasoline for values 1. Hydrocarbon Groups Exp.value Calculated value Discrepancy (abs.) Paraffins 4.42 4.12 0.30 Isoparaffins 31.16 31.9 0.73 Olefins 19.12 19.81 0.68 Naphthenes 10.56 11.78 1.21 Monoaromatics hydrocarbons 34.70 33.02 1.68 Table 11. Process conditions of catalytic cracking reactor. Process Conditions 3 Feedstock consumption, m /h Density of feedstock g/sm 3 Values 1 Values 2 Values 3 378.22 369.99 371.52 0.904 0.9009 0.9002 Total hydrogen consumption in the reaction zone of riser reactor, kg / h 7898.04 7799.9 7803.7 Reactor inlet temperature, ° 303.7 303.2 313.3 Product temperature at the outlet from the ballistic separator, ° 521.4 522.9 521 Pressure, kgs/sm2 1.44 1.33 1.47 The ratio of catalyst: raw materials 5.56 5.50 5.58 Paraffins and naphthenes 65.4 58.6 61.2 Aromatics 31.1 38.6 35.58 Resins/asphaltenes 3.5 2.8 3.23 are part of gasoline fraction (Table 10, 12). Process conditions for calculation are presented in table 11. 3.4. Investigation of Technological Mode Influents on the Light Fraction Yields According to results presented in Tables 10, 11 an maximum absolute calculation error on the kinetic model between calculation and experimental of group composition is 1.68 % wt. and product yield is not more than 0.62 % wt., that is comparable with the error of experimental determination method of these parameters. In order to increase the yield of light fractions from catalytic cracking, calculations were performed using a software-based kinetic model. For example, the duration of contact between the raw material and the catalyst has a significant effect on the products’ yield. The Increase in the Yield of Light Fractions During the Catalytic Cracking Current Organic Synthesis, 2017, Vol. 14, No. 0 9 Table 12. Calculation error between calculation and experimental of product yields. Values 1 Exp. Calculated value value Unstable gasoline 58.86 58.24 Unit flow Values 2 Exp. Calculated value value 0.62 55.99 56.39 Error Values 3 Exp. Calculated value value 0.4 57.15 57.45 0.30 Error Error Light gasoil 11.32 11.41 0.09 12.72 13.13 0.31 11.38 11.56 0.18 Heavy gasoil 9.22 8.98 0.24 10.2 9.5 0.6 9.14 9.1 0.04 Rich gas 16.17 16.55 0.38 16.03 15.95 0.08 16.82 16.97 0.15 Coke 4.28 4.36 0.08 4.55 4.47 0.08 4.98 4.45 0.53 Loses 0.15 0.46 0.31 0.52 0.56 0.04 0.53 0.47 0.06 By increasing the contact duration, the depth of feedstock conversion, gasoline yield, and octane number pass through a maximum (Figs. 3-5), which corresponds to the theoretical concept of the process described in literature [70, 71]. The depth of conversion in this case means the total yield of gas, gasoline, and coke. Octane number of unstable gasoline was calculated on the kinetic model taking into account non-additive depending on the hydrocarbon composition of gasoline [14]. Fig. (5). Dependence of gasoline octane number on contact time. cracking, and the gasoline yield initially increases (to a temperature of 535°C), and then gasoline yield decreases, “overcracking” occurs, and the output of rich gas increases (Fig. 8). The maximum theoretical yield of gasoline is 59.41%. Fig. (3). Dependence of the depth of feedstock conversion on contact time. Fig. (6). Dependence of unstable gasoline yield on reactor temperature. Fig. (4). Dependence of unstable gasoline yield on contact time. Studies on the effect of temperature on the performance of the catalytic cracking process were carried out. The composition of feedstock and products of catalytic cracking are shown in Tables 1 and 3. In the calculations, the other process parameters were not changed and are consistent with the data presented in Table 8. The calculation results are presented in Figures 6-11. According to the calculations, increasing the process temperature increases the depth of conversion of crude oil from catalytic Fig. (7). Dependence of octane number of unstable gasoline on reactor temperature. 10 Current Organic Synthesis, 2017, Vol. 14, No. 0 Ivashkina et al. the coke, light and heavy gas oil yield are presented in Figures 911. To obtain a high yield of unstable gasoline, the process conditions should be organized so as to maintain the temperature at the exit of the ballistic separator at 530°C; this allows for obtaining a high yield of high-octane (94.83) gasoline fraction (59.3%), with a coke yield of 4.51%. Fig. (8). Dependence of rich gas yield on reactor temperature. The yield of light gas oil decreases with increasing temperature in the reactor due to the cracking of gas oil and the formation of gasoline fraction hydrocarbons and gaseous products. When the reactor temperature is maintained at 510°C, there is a high yield of light gas oil (16.53%) and a low coke yield (3.82%). Since the coke yield is an important characteristic that determines the process temperature, yield of the light fractions and the temperature mode of the reactor - regenerator system, the resulting value output of coke will not provide the desired temperature, so this mode is not desirable. A suitable temperature for the technological process aimed at a high yield of light gas (12.09%) will be 520°C, which maintains the yield of gasoline and coke at 4.22% and 57.84%. CONCLUSION Fig. (9). Dependence of light gas oil yield on reactor temperature. This paper describes the development of a formalized scheme for hydrocarbon conversion in the course of vacuum distillate catalytic cracking, based on the results of laboratory research, to determine the quality and quantity of raw materials and products of the catalytic cracking process as well as the thermodynamic parameters of the reactions and the reactivity of the hydrocarbons determined, using quantum chemistry calculation methods. Based on a formalized hydrocarbon conversion scheme, the kinetic model of the process was recorded and implemented programmatically. Kinetic regularities of hydrocarbon conversion, found by solving the inverse kinetic problem, adequately describe the existing laws of the catalytic cracking process. Using the kinetic model of the process, a study was conducted to determine the temperature in the catalytic cracking reactor aimed at achieving a process that yields gasoline fraction and light gas oil fraction. To achieve an optimum yield of high-octane (94.8) gasoline from catalytic cracking (59.30%), it is necessary to maintain the temperature at the exit of the ballistic separator at 530°C. To achieve an optimum yield of light gas oil from catalytic cracking (12.09%), it is necessary to maintain the Fig. (10). Dependence of heavy gas oil yield on reactor temperature. CONFLICT OF INTEREST The authors confirm that this article content has no conflict of interest. ACKNOWLEDGEMENTS The work was supported by a the Government Contract "Science". REFERENCES [1] [2] Fig. (11). Dependence of coke yield on reactor temperature. The yield of light and heavy gas oil decreases with temperature increase since the light gas oil hydrocarbons are further cracked to form light products thus increasing the reaction rate of coke formation and, consequently, the yield of coke. The calculation results on [3] [4] Ramakanta Sahu; Byung Jin Song; Ji Sun Im; Young-Pyo Jeon; Chul Wee Lee. 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