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Laboratory data

TBP curves are not usually determined directly by batch distillation since achieving complete fractionation in the laboratory is impractical. Instead, standardized batch distillation tests are conducted under closely dehned conditions. Several such tests are specihed by the American Society for Testing and Materials, including procedures D86, D1160, and D2887 (ASTM, 1990). These distillation curves are converted to TBP curves using the methods documented by the American Petroleum Institute (API, 1983). [Pg.63]

If only the average specihc gravity of the mixture is available, the individual pseudocomponent gravities can be estimated. One method involves the Watson characterization factor, Kyf, dehned as [Pg.63]


However, the laboratory data seem to indicate that a constant concentration in the reactor to maintain 63 percent sulfuric acid would be beneficial. Careful temperature control is also important. These two factors would suggest that a continuous well-mixed reactor is appropriate. There is a conflict. How can a well-defined residence time be maintained and simultaneously a constant concentration of sulfuric acid be maintained ... [Pg.52]

Analytical models using classical reservoir engineering techniques such as material balance, aquifer modelling and displacement calculations can be used in combination with field and laboratory data to estimate recovery factors for specific situations. These methods are most applicable when there is limited data, time and resources, and would be sufficient for most exploration and early appraisal decisions. However, when the development planning stage is reached, it is becoming common practice to build a reservoir simulation model, which allows more sensitivities to be considered in a shorter time frame. The typical sorts of questions addressed by reservoir simulations are listed in Section 8.5. [Pg.207]

Manufacturing approaches for selected bioproducts of the new biotechnology impact product recovery and purification. The most prevalent bioseparations method is chromatography (qv). Thus the practical tools used to initiate scaleup of process Hquid chromatographic separations starting from a minimum amount of laboratory data are given. [Pg.42]

According to this method, it is not necessaiy to investigate the kinetics of the chemical reactions in detail, nor is it necessary to determine the solubihties or the diffusivities of the various reactants in their unreacted forms. To use the method for scaling up, it is necessaiy independently to obtain data on the values of the interfacial area per unit volume a and the physical mass-transfer coefficient /c for the commercial packed tower. Once these data have been measured and tabulated, they can be used directly for scahng up the experimental laboratory data for any new chemic ly reac ting system. [Pg.1366]

Scale-up Factors Factors used in thickening will vary, but, typically, a 1.2 to 1.3 multiplier applied to the unit area calculated from laboratory data is sufficient if proper testing procedures have been followed and the samples are representative. [Pg.1681]

All the kernels are empirical, or semiempirical and must be fitted to plant or laboratory data. The kernel proposed by Adetayo and Ennis is consistent with the granulation regime analysis described above (see section on growth) and is therefore recommended ... [Pg.1905]

Remember that the galvanic series was constructed from laboratory data using sea water as the exposure fluid. When there is a question about galvanic corrosion tendencies in actual industrial environments involving fluids substantially different from sea water, appropriate testing of candidate metals in these fluids may be warranted. [Pg.366]

High Chromium Alloys. Field experience and laboratory data indicate that alloys high in chromium offer the best fuel ash corrosion resistance. The table below shows laboratory corrosion rates for engineering alloys which have been exposed to several types of vanadium-sodium fuel ash melts. [Pg.266]

Adsorption — An important physico-chemical phenomenon used in treatment of hazardous wastes or in predicting the behavior of hazardous materials in natural systems is adsorption. Adsorption is the concentration or accumulation of substances at a surface or interface between media. Hazardous materials are often removed from water or air by adsorption onto activated carbon. Adsorption of organic hazardous materials onto soils or sediments is an important factor affecting their mobility in the environment. Adsorption may be predicted by use of a number of equations most commonly relating the concentration of a chemical at the surface or interface to the concentration in air or in solution, at equilibrium. These equations may be solved graphically using laboratory data to plot "isotherms." The most common application of adsorption is for the removal of organic compounds from water by activated carbon. [Pg.163]

The success of designing industrial reactors greatly depends on accurate and reliable laboratory data. These data are derived from the... [Pg.243]

Bingham-plastic slurries require a shear stress diagram showing shear rate vs. shear stress for the slurry in order to determine the coefficient of rigidity, T], which is the slope of the plot at a particular concentration. This is laboratory data requiring a rheometer. These are usually fine solids at high concentrations. [Pg.134]

Several empirical efficiency correlations have been developed from commercial equipment and some laboratory data and serve most of design problems for the average hydrocarbon and chemical systems. They are empirical correlations and the application in new systems is unpredictable. For this reason results for efficiencies are... [Pg.40]

An existing lO-in. I.D. packed tower using 1-inch Berl saddles is to absorb a vent gas in water at 85°F. Laboratory data show the Henry s Law expression for solubility to be y = 1.5x, where y is the equilibrium mol fraction of the gas over water at compositions of x mol fraction of gas dissolved in the liquid phase. Past experience indicates that the Hog for air-water system will be acceptable. The conditions are (refer to Figure 9-68). [Pg.346]

Hufton, J. R, J. L. Bravo, andj. R. Fair, Scale-up of Laboratory Data for Distillation Columns Containing Corrugated Metal-type Structured Packing, Ind. and Eng. Chem. Res., American Chem. Soc., V. 27, No. 11 (1988) p. 2096. [Pg.413]

Let s work with these data. Heartened by your results from your own laboratory data, let us compute the value of the ratio... [Pg.151]

Object in this section is to review how rheological knowledge combined with laboratory data can be used to predict stresses developed in plastics undergoing strains at different rates and at different temperatures. The procedure of using laboratory experimental data for the prediction of mechanical behavior under a prescribed use condition involves two principles that are familiar to rheologists one is Boltzmann s superposition principle which enables one to utilize basic experimental data such as a stress relaxation modulus in predicting stresses under any strain history the other is the principle of reduced variables which by a temperature-log time shift allows the time scale of such a prediction to be extended substantially beyond the limits of the time scale of the original experiment. [Pg.41]

It was shown in laboratory studies that methanation activity increases with increasing nickel content of the catalyst but decreases with increasing catalyst particle size. Increasing the steam-to-gas ratio of the feed gas results in increased carbon monoxide shift conversion but does not affect the rate of methanation. Trace impurities in the process gas such as H2S and HCl poison the catalyst. The poisoning mechanism differs because the sulfur remains on the catalyst while the chloride does not. Hydrocarbons at low concentrations do not affect methanation activity significantly, and they reform into methane at higher levels, hydrocarbons inhibit methanation and can result in carbon deposition. A pore diffusion kinetic system was adopted which correlates the laboratory data and defines the rate of reaction. [Pg.56]

The kinetics of a complex catalytic reaction can be derived from the results obtained by a separate study of single reactions. This is important in modeling the course of a catalytic process starting from laboratory data and in obtaining parameters for catalytic reactor design. The method of isolation of reactions renders it possible to discover also some other reaction paths which were not originally considered in the reaction network. [Pg.48]

Use a separate form for each patient. Complete the form to the best of your abilities. Items 3,4, 7, 8,10.11, and 13 are considered essential and should be completed whenever possible. Parents/Guardians may need to consult the facility where the vaccine was administered for some of the information (such as manufacturer, lot number or laboratory data.)... [Pg.670]

Alexander, C. A. (Batelle Memorial Institute, Columbus Laboratories) data presented at the Libby-Cockcroft Exchange Meeting on Phase Diagrams and Thermodyanmlcs of Fuel Materials, May 20-22, 1968. [Pg.146]

Ammonia is absorbed at 1 bar from an ammonia-air stream by passing it up a vertical tube, down which dilute sulphuric acid is flowing. The following laboratory data are available ... [Pg.621]

Labelling and other pertinent information supplied to investigators (study protoools, non-clinical laboratory data, etc.). [Pg.135]

Relevant Tests/Laboratory Data, Including Dates... [Pg.260]

In process design, it is frequently discovered that many of the basic data needed to rmderstand a process are lacking. Because most crrrrent mathematical models are not sufficiently accrrrate to permit direct scale-up of the process from laboratory data to full plant size, a pilot plant must be constracted. As models are improved, it may become possible to evaluate design decisions with more confidence, and bypass the pilot plant stage. [Pg.152]

Reactor design usually begins in the laboratory with a kinetic study. Data are taken in small-scale, specially designed equipment that hopefully (but not inevitably) approximates an ideal, isothermal reactor batch, perfectly mixed stirred tank, or piston flow. The laboratory data are fit to a kinetic model using the methods of Chapter 7. The kinetic model is then combined with a transport model to give the overall design. [Pg.539]

LIMS/DM, Varian Laboratory Data Systems, Varian Instrument Group, 2700 Mitchell Drive, Walnut Creek, CA 94598. LIMS/2000, Perkin-Elmer Corporation, Analytical Instruments, Main Ave. (MS-12), Norwalk, CT 06856. [Pg.7]


See other pages where Laboratory data is mentioned: [Pg.1237]    [Pg.309]    [Pg.516]    [Pg.85]    [Pg.163]    [Pg.2068]    [Pg.2109]    [Pg.153]    [Pg.292]    [Pg.659]    [Pg.945]    [Pg.142]    [Pg.308]    [Pg.295]    [Pg.1376]    [Pg.74]    [Pg.112]    [Pg.184]    [Pg.205]    [Pg.719]    [Pg.4]    [Pg.159]   
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See also in sourсe #XX -- [ Pg.74 , Pg.75 , Pg.158 , Pg.159 , Pg.201 , Pg.249 ]

See also in sourсe #XX -- [ Pg.2 , Pg.964 ]




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