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Bauer model

Grossmann (1992 65) adapts the Bauer model with the explicit aim of forming a theory of crisis from the essence of capitalist production . Following Marx s employment of the reproduction schemes, prices are assumed to be identical to values, so that deviations of demand from supply are not considered in Grossmann s abstract theory of crisis. Similarly, problems associated with credit, that in practice are always present in economic crises, are not considered relevant at this abstract level of analysis. [Pg.77]

Key to the Bauer model is an assumption that constant capital increases at a higher rate than variable capital - the former increases at 10 per cent per annum and the latter at 5 per cent (ibid. 67). The result is a continual increase in the organic composition of capital, the ratio of constant to variable capital. The rate of surplus value, the ratio of total surplus value to variable capital, is assumed to remain constant at all times. With variable capital increasing at 5 per cent each year, the same increase in the pool of total surplus value takes place, out of which additional increments of constant and variable capital are funded. Capitalist consumption is treated... [Pg.77]

In Figure 6.7 the time constants predicted by the Hayes and the Beck and Bauer models respectively are compared with the corresponding... [Pg.215]

The Andritz-Sprout-Bauer attrition miU (Fig. 20-51) is available in single- and double-runner models with 30- to 91-cm- (12- to 36-in.-) diameter disks and with power ranging up to 750 kW (1000 hp). By the use of a variety of plates and sheirconstruciions these units are represented in such applications as coarse granulating, piilveriz-ing, and shredding. [Pg.1863]

Gurgel and Grenier [13] went on to make direct measurements of the bed thermal conductivity using the Bauer-Schliinder [14] model. This model is the most extensive and complete description of thermal conductivity within a granular bed. Previous models assumed either parallel isotherms perpendicular... [Pg.334]

Dusek (1), Shy (2 and Bauer (3) give examples of modelling the structure-property relation of several networks (Tg, gel point, etc.). Examples are described of models on solvent evaporation, calculation of functionalities, molecular weight of resins (4), etc. [Pg.230]

Other models have also been proposed, such as a relaxation model by Bauer et al. (1978) and a mechanistic model by Re ocreaux (1977). The readers are referred to these references for details. [Pg.258]

Bauer, E. G., G. R. Houdayer, and H. M. Sureau, 1978, A Nonequilibrium Axial Flow Model and Application to Loss-of-Coolant Accident, in Proc. Transient Two-Phase Flow CSN1 Specialists Meeting, 1976, Atomic Energy of Canada 7 429-437. (3)... [Pg.521]

Kheboian C., Bauer C. Accuracy of selective extraction procedures for metal speciation in model aquatic sediments. Anal. Chem 1987 59 1417-1423. [Pg.341]

Cote, G. Jakubiak, A. Bauer, D. Szymanowski, J. Mokili, B. Poitrenaud, C. Modeling of extraction equilibrium for copper(II) extraction bypyridinecarboxylic acid esters from concentrated chloride solutions at constant water activity and constant total concentration of ionic or molecular species dissolved in the aqueous solution. Solvent Extr. [Pg.801]

Fig. 3. A generalized model of amyloid fibril polymorphism based on the formation of straight or coiled fibrils composed of several 4- to 5-nm-wide protofibril subunits. Notice that the flat ribbons containing several protofibril strands may twist (Fig. 2F and G) and may ultimately form tubes (Bauer et al, 1995). Fig. 3. A generalized model of amyloid fibril polymorphism based on the formation of straight or coiled fibrils composed of several 4- to 5-nm-wide protofibril subunits. Notice that the flat ribbons containing several protofibril strands may twist (Fig. 2F and G) and may ultimately form tubes (Bauer et al, 1995).
Using the analytical framework developed by Samuelson and Wolfson (1986 69-70), the Bauer-Grossmann model, considered in Chapter 7, can be represented by a series of simple equations.1 The first relationship to be specified is that between net income (v,) and variable capital (Vt), where i represents a time subscript. Income consists of variable capital plus surplus value extracted at the rate s ... [Pg.108]

Orzech, Z.B. and Groll, S. (1983) Otto Bauer s scheme of expanded reproduction an early Harrodian growth model , History of Political Economy, 15(4) 529-48. [Pg.124]

Grohn, F., Bauer, B. J. and Amis, E. J. Characterization, modelling and applications of dendritic polymers, in Abstracts to the NIST Workshop on Properties and Applications of Dendritic Polymers. National Institute of Standards and Technology, Gaithersburg, MD, USA, 1998. [Pg.555]

Becker, D., Rigassi, T., and Bauer-Brandl, A., Effectiveness of binders in wet granulation A comparison using model formulations of different tabletability, Drug Dev. Ind. Pharm., 23 791-808 (1997). [Pg.292]

Also, in support of the Litt model, Plate and Shibaev observed that hydrated membranes behave in a fashion as brushlike polymers. This suggested to these authors that Nafion has a multilayer structure such that water forms aggregates in lamellar domains,and this view was said to be supported by the results of the neutron diffraction and Moss-bauer specroscopic experiments of Timashev. ... [Pg.334]

Bauer et al. describe the use of a noncontact probe coupled by fiber optics to an FT-Raman system to measure the percentage of dry extractibles and styrene monomer in a styrene/butadiene latex emulsion polymerization reaction using PLS models [201]. Elizalde et al. have examined the use of Raman spectroscopy to monitor the emulsion polymerization of n-butyl acrylate with methyl methacrylate under starved, or low monomer [202], and with high soUds-content [203] conditions. In both cases, models could be built to predict multiple properties, including solids content, residual monomer, and cumulative copolymer composition. Another study compared reaction calorimetry and Raman spectroscopy for monitoring n-butyl acrylate/methyl methacrylate and for vinyl acetate/butyl acrylate, under conditions of normal and instantaneous conversion [204], Both techniques performed well for normal conversion conditions and for overall conversion estimate, but Raman spectroscopy was better at estimating free monomer concentration and instantaneous conversion rate. However, the authors also point out that in certain situations, alternative techniques such as calorimetry can be cheaper, faster, and often easier to maintain accurate models for than Raman spectroscopy, hi a subsequent article, Elizalde et al. found that updating calibration models after... [Pg.223]

A theoretical model (Beck and Bauer, 1989), based on ethanol inhibition alone as the limiting factor in gas-solid fluidized bed fermenters run with recirculating inert gas, suggested that the potential of this technique has not been fully explored. Hayes (1998) suggested significant improvements to the model and provided experimental confirmation of its validity. [Pg.186]

The methods most generally used for the calculation of activity coefficients at intermediate pressures are the Wilson (1964) and UNIQUAC (Abrams and Prausnitz, 1975) equations. Wilson s equation was used by Sato et al. (1985) to predict the composition of fhe condensate gas stripped from a packed bed fermenter at 30°C, whilst Beck and Bauer (1989) used the UNIQUAC equation, with temperature-dependent parameters given by Kolbe and Gmehling (1985), for their model of an anaerobic gas-solid fluidized bed fermenter at 36°C. In this case it was necessary to go beyond the temperature range of fhe source data down to 16°C in order to predict the composition of the fluidizing gas leaving the condenser. [Pg.210]

The model of Beck and Bauer (1989) predicts the ethanol productivity, and the ethanol concentrations in the bed and the condensate, assuming equilibrium conditions in an anaerobic gas-solid fluidized bed fermenter using a partial condenser (see Figure 6.6). This model does not predict the build-up of ethanol in the bed nor the increase in the rate of ethanol production at the partial condenser. Rather, it is assumed that this start-up phase is already complete, and that the ethanol concentration in the bed and the rate of ethanol production at the partial... [Pg.210]

Beck and Bauer (1989) used an empirical kinetic model (derived by Rottenbacher et al. (1985a) for the commercial baker s yeast strain DHW DZ in submerged culture) to define the maximum possible rate of ethanol production in the bed as a function of the dry mass of yeast in the bed and the mole fraction of ethanol in the liquid phase of the bed, thus... [Pg.211]

In the model of Beck and Bauer (1989) the ethanol concentration in the condensate is always many times greater than that in the bed. In contrast, Hayes (1998) assumed equilibrium condensation of ethanol and... [Pg.212]

Bauer, W., The use of gas/solid fluidization for biocatalysed reactions experiments and modelling, in Ostergaard, K. and Sorensen, A., (eds.). Proceedings of the Fifth International Conference on Fluidization, Elsinore, Denmark, 1986. Engineering Foundation, New York, 619-626. [Pg.220]

Rottenbacher, L., Schofiler, M. and Bauer, W., Mathematical modelling of alcoholic fermentation in a gas/solid bioreactor - combined effects of solids mixing and non-steady-state kinetics. Proceedings of the First IFAC Symposium on Modelling and Control of Biotechnological Processes, Noordwijkerhout, 1985b, 151-157. [Pg.223]


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See also in sourсe #XX -- [ Pg.76 , Pg.80 , Pg.81 , Pg.83 , Pg.85 ]




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Bauer model 87 structure

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