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Differential reactor system

Kinetics of Bound and Free Enzyme. The kinetics of the IME were obtained with the recirculating differential reactor system as described above. The appropriate flow rate, the temperature optimum, and pH optimum as described above were used to most accurately establish the kinetic parameters for this IME emgmie. Substrate solutions from 3 to 150 mM cellobiose in 10 mM sodium acetate were appropriate for this portion of the study. Results were analyzed with the ENZFTT software package (Elsevier Publishers) that permits precise Lineweaver-Burk regressions. [Pg.143]

Enzyme thermistors have also found applications in more research-related topics, such as the direct estimation of the intrinsic kinetics of immobilized bio-catalysts [64]. Here, the enzyme thermistor offered a rapid and direct method for the determination of kinetic constants (K , Km and Vm) for immobilized enzymes. For the system being investigated, saccharose and immobilized invertase, the results obtained with the enzyme thermistor and with an independent differential reactor system were in very good correlation, within a flow-rate range of 1 to 1.5 ml/min. [Pg.27]

Catalytic reactions were performed in two differential reactor systems under 1 atm.. The laboratory reactor consisted of a glass tube heated by a furnace. A glass packing was used as preheater. The catalytic charge was always 200mg. [Pg.245]

The modern HF alkylation processes are also differentiated primarily by the reactor system that is used. The Phillips process employs a gravity acid circulation system and a riser reactor (19). The UOP process uses a pumped acid circulation system and an exchanger reactor (20). [Pg.46]

The differential reactor is the second from the left. To the right, various ways are shown to prepare feed for the differential reactor. These feeding methods finally lead to the recycle reactor concept. A basic misunderstanding about the differential reactor is widespread. This is the belief that a differential reactor is a short reactor fed with various large quantities of feed to generate various small conversions. In reality, such a system is a short integral reactor used to extrapolate to initial rates. This method is similar to that used in batch reactor experiments to estimate... [Pg.53]

The differential reactor is used to evaluate the reaction rate as a function of concentration for a heterogeneous system. It consists of a tube that contains a small amount of catalyst as shown schematically in Figure 4-17. The conversion of the reactants in the bed is extremely small due to the small amount of catalyst used, as is the change in reactant concentration through the bed. The result is that the reactant concentration through the reactor is constant and nearly equal to the... [Pg.244]

Reactor temperature is usually directly controlled by adjusting the slide valve openings or changing the pressure differential between the regenerator and reactor. Mechanical design conditions of the reactor systems can limit operating at more severe conditions. To debottleneck these limitations ... [Pg.282]

A CVD reaction can occur in one of two basic systems the closed reactor or the open reactor (also known as close or open tube). The closed-reactor system, also known as chemical transport, was the first typetobeusedforthe purification of metals. It is a hybrid process which combines vapor-phase transfer with solid-state diffusion. As the name implies, the chemicals are loaded in a container which is then tightly closed. A temperature differential is then applied which provides the driving force for the reaction. [Pg.110]

It follows from the equation above that c, if Fv.rec Fvj This means that for a recycle stream much larger than the feed stream, the catalyst bed operates as a differential reactor, while the whole system gives an outlet concentration differing significantly from that of the feed. This significantly simplifies problems of chemical analysis. In practice, the recycle reactor operates differentially if the recycle ratio Fv.ret/Fv.f is larger than 25. The rate is then given by the overall rate ... [Pg.298]

The principle of the perfectly-mixed stirred tank has been discussed previously in Sec. 1.2.2, and this provides essential building block for modelling applications. In this section, the concept is applied to tank type reactor systems and stagewise mass transfer applications, such that the resulting model equations often appear in the form of linked sets of first-order difference differential equations. Solution by digital simulation works well for small problems, in which the number of equations are relatively small and where the problem is not compounded by stiffness or by the need for iterative procedures. For these reasons, the dynamic modelling of the continuous distillation columns in this section is intended only as a demonstration of method, rather than as a realistic attempt at solution. For the solution of complex distillation problems, the reader is referred to commercial dynamic simulation packages. [Pg.129]

As the recycle ratio through a PFR is increased, changes in temperature and composition across the reactor itself become smaller. Eventually it can be regarded as a differential reactor with approximately constant temperature. Between the fresh inlet to the system and the product withdrawal, substantial differences will develop. The differential operation at virtually constant temperature thus eliminates the main objection to the PFR as a device for obtaining data from which a rate equation can be determined. [Pg.264]

Fig. 4. Schematic of ammonia synthesis reactor. Reprinted with permission from Comp. Chem. Eng., 14, No. 10, 1083-1100, S. Vasantharajan and L. T. Biegler, Simultaneous Optimization of Differential/Algebraic Systems with Error Criterion Adjustment, Copyright 1990, Pergamon Press PLC. Fig. 4. Schematic of ammonia synthesis reactor. Reprinted with permission from Comp. Chem. Eng., 14, No. 10, 1083-1100, S. Vasantharajan and L. T. Biegler, Simultaneous Optimization of Differential/Algebraic Systems with Error Criterion Adjustment, Copyright 1990, Pergamon Press PLC.
Stability and Performance of Bound En me. The stability of the IME was determined by two methods. One measurement of bound activity was obtained using traditional cellulose hydrolysis experiments (described below). In the other method, direct kinetic parameter measurements were obtained using a recirculating differential (RDR) reactor system following the method of Ford et al. (46). [Pg.142]

The two-phase (gas-solid) continuous stirred-tank reactors are represented by laboratory reactors as, for instance, one-pass differential reactors, reactors with forced recirculation, one-pellet reactors, etc. The industrial applications are the fluidized beds.2 Table V presents a list of experimental studies along with a very brief description of each system studied. [Pg.75]

Webb, O.F., T.J. Phelps, P.R. Bienkowski, P.M. Digrazia, G.D. Reed, B. Applegate, D.C. White, and G.S. Sayler. 1991. Development of a differential volume reactor system for soil biodegradation studies. Appl. Biochem. Biotechnol. 28-9(SPR) 5-19. [Pg.208]

The rate of cracking as a function of pressure was studied in the pressure range of 0.4 to 1 atm. in order to test the applicability of the kinetic scheme and to determine the values of the constants k3B0 and G. Operation of the differential reactor at the required pressure was achieved by operating the gas outlet (21, Fig. 3) and the manometer outlet (23, Fig. 3) attached to a large reservoir kept at the required pressure. This made it possible to use the manometer system as before. The condensers were operated at the appropriate temperatures relative to the boiling points of cumene and benzene at the pressure used. [Pg.311]

The visualization method also worked with a 500-L perfusion reactor system for production of recombinant human coagulation factor VIII (hFVIII) in Chinese hamster ovary (CHO) cells [36,37]. Despite the diluted concentration of CHO cells and low titer of hFVIII in the medium, the nose could differentiate between the batch phase, medium replacement phase, and the high and low productivity phases during the five-week long cultivations (Fig. 10). The low concentration of hFVIII makes it credible to believe that there are other components associated with the product formation that the electronic nose responds to. [Pg.79]

Various laboratory reactors have been described in the literature [3, 11-13]. The most simple one is the packed bed tubular reactor where an amount of catalyst is held between plugs of quartz wool or wire mesh screens which the reactants pass through, preferably in plug flow . For low conversions this reactor is operated in the differential mode, for high conversions over the catalyst bed in the integral mode. By recirculation of the reactor exit flow one can approach a well mixed reactor system, the continuous flow stirred tank reactor (CSTR). This can be done either externally or internally [11, 12]. Without inlet and outlet feed, this reactor becomes a batch reactor, where the composition changes as a function of time (transient operation), in contrast with the steady state operation of the continuous flow reactors. [Pg.386]

A cutaway drawing of the rotating-cylinder reactor is shown in Fig. 35. The mechanical aspects of the reactor system were designed to provide temperature control, fluid containment, and process measurements. The apparatus consists of a stainless steel (SS) holder and glass cylinder in which rides an SS piston, sealed by two Viton O-rings. Piston movements is monitored by a linear variable differential transformer (type 250 HCD, Schaevetz Engineering) attached to the piston and fixed relative to the cylinder. [Pg.150]

The multi-mode model for a tubular reactor, even in its simplest form (steady state, Pet 1), is an index-infinity differential algebraic system. The local equation of the multi-mode model, which captures the reaction-diffusion phenomena at the local scale, is algebraic in nature, and produces multiple solutions in the presence of autocatalysis, which, in turn, generates multiplicity in the solution of the global evolution equation. We illustrate this feature of the multi-mode models by considering the example of an adiabatic (a = 0) tubular reactor under steady-state operation. We consider the simple case of a non-isothermal first order reaction... [Pg.265]


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