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Cooling Fractionation

An approximate relation for the cooling fraction tfj obtained by El-Masri flO], and derived in Appendix A, is also used. [Pg.57]

We defer to Chapter 5 (and Appendix A) a description of how the required cooling fraction i// (and the heat transferred) can be obtained from heat transfer analysis, following the work of Holland and Thake [12. ... [Pg.60]

For the purpose of the current calculations the cooling flow fractions were assumed to increase linearly with combustion temperature, from 0.05 at 1200 C. Thus, the following values of cooling fraction were assumed 0.05 at 1200°C 0.075 at 1400°C O.lOat 1600 C 0.125 at 1800°C 0.15 at 2000°C. [Pg.65]

The choice of these values is arbitrary. In practice, the cooling fraction will depend not only on the combustion temperature but also on the compressor delivery temperature (i.e. the pressure ratio), the allowable metal temperature and other factors, as described in Chapter 5. But with ip assumed for the first nozzle guide vane row, together with the extra total pressure loss involved (k = 0.07 in Eq. (4.48)), the rotor inlet temperature may be determined. These assumptions were used as input to the code developed by Young [11] for cycle calculations, which considers the real gas properties. [Pg.65]

The cooling fraction obviously increases with combustion temperature, but the compressor pressure ratio (and hence the cooling air temperature Tj) is also critically important. It is seen that the arbitrary assumptions made for i/ in Chapter 4 (linearly increasing with the combustion temperature cot would be approximately valid for a cycle with a pressure ratio just below 30. [Pg.75]

Fig. 5.2 shows that for the single-step cooled CBT plant at a given combustion temperature, the overall efficiency of the cooled gas turbine efficiency increases with pressure ratio initially but, compared with an uncooled cycle, reaches a maximum at a lower optimum pressure ratio. Fig. 5.3 shows that for a given pressure ratio the efficiency generally increases with the combustion temperature even though the required cooling fraction increases. [Pg.75]

At very high combustion temperatures, it is not sufficient that the first blade row alone needs to be cooled. In practice, up to half a dozen rows may be cooled in an industrial gas turbine, if the combustion temperature is high and the allowable blade metal temperature is low. The cooling fractions for each of the cooled rows must be estimated and u.sed in the cycle calculations, which now become complex. [Pg.75]

The reaction mixture is cooled in a water-ice bath, and a saturated aqueous ammonium chloride solution is added at such a rate as to maintain the temperature below 35°C. Ammonium chloride solution is added in portions until addition produces no further exothermic reaction (Note 3). The supernatant solution is decanted through glass wool onto 400 g of ice in a 4-L separatory funnel. The residual solids are washed with three portions of hexane, approximately 1000 nt total, and the washes are decanted into the separatory funnel. After the phases are separated, the aqueous phase is washed with an additional 500-mL portion of hexane. The combined organic extracts are washed with 500 nl of saturated ammonium chloride, and then with 500 nl. of brine. The organic layer is dried over anhydrous magnesium sulfate and filtered. Most of the solvent is removed by a rotary evaporator and the residual oil is distilled at reduced pressure using an ice water-cooled fraction cutting head. After a small forerun, approximately 390-392 g (94% of theory) is collected as a colorless oil, bp 116°C/1.6 nm (lit. 155°C/17 rim). ... [Pg.181]

By cooling fraction 4 to about 10° and centrifuging, about 12 grams of pure p-dichlorobenzene can be obtained. [Pg.300]

Similarly, the problem of the joined heat and mass exchange can be formulated (with integral terms like (3.115) or integral sums like (3.116)) and solved. The results presented in Fig. 3.23 highlight the extending aerothermal boundary layer over the EPR along with K = 3 droplet temperatures for each fraction under study. The droplet fractions are turned out to be differently cooled fraction 3 reaches the wet bulb temperature T, and has not been cooled during the rest of the droplet fall fraction 2 is cooled so slowly that cannot even reach the air temperature T, and fraction 1 tends to a certain temperature between T and T. [Pg.142]

The basic configuration of the injector was an unlike quadlet elements without acoustic cavities. The film cooling fraction were reduced to zero percent of the total fuel flow rate to obtain the high performance. Core elements were designed so that Rupe s optimum spray mixing condition, defined by Eq. (1)=0.5, was obtained at an overall mixture ratio of 1.65 for the NTO/MMH bipropellant. [Pg.470]

Many of the sohd inorganic and organic compounds that are used in the laboratory were purified by fractional crystallization. Generally the method works best if the compound to be purified has a steep solubility curve, that is, if it is considerably more soluble at high temperatures than at low temperatures. Otherwise, much of it will remain dissolved as the solution is cooled. Fractional crystalhzation also works well if the amount of impurity in the solution is relatively small. [Pg.476]

Figure 10.1 Thermal distillation, crude oil. The oil is heated, volatilizing most of the components, which then condense as they cool. Fractions are collected that consist of a mix of hydrocarbons with similar boiling points. [Pg.434]


See other pages where Cooling Fractionation is mentioned: [Pg.538]    [Pg.66]    [Pg.59]    [Pg.60]    [Pg.73]    [Pg.78]    [Pg.538]    [Pg.34]    [Pg.538]    [Pg.863]    [Pg.863]    [Pg.538]    [Pg.538]    [Pg.369]    [Pg.480]    [Pg.198]   
See also in sourсe #XX -- [ Pg.505 ]




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