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Cooling calibration

Sheet is usually defined as being thicker than film, or thicker than 1 to 4 mm ( 0.003-0.010 in). Sheet thickness can be at least 2 mm (0.5 in.), and widths can be up to 30 m (10 ft). Basically, hot melt from a slit die is directed to a combination of an air knife with two cooling rolls, or, a more popular choice, to a three-cooling-roll stand (Fig. 3-28), which cools, calibrates, and produces a smooth sheet. To aid the chill rolls, end sections of the die are operated at a higher heat than the center (Fig. 3-12c). Cooling rolls require this type of heat control from their ends to the center. [Pg.147]

Menczel and Leslie (1990, 1993) and Menczel (1994, 1997) found three liquid crystal standards suitable for cooling calibration of DSCs ... [Pg.49]

The use of these standards was advantegous, because they had several liquid crystalline transitions well separated from each other. Unfortunately, these standards are no longer available. But ASTM issued a standard procedlure for cooling calibration (E2069-06), and they now recommend the following three liquid crystal standards ... [Pg.49]

Extrusion forces the viscous polymer (at medium pressure) through the heated die into the cooled calibrating unit. Thus extrusion causes larger gradients, both in the degree of crystallization as well as thermal gradients, which result in higher residual stresses. [Pg.352]

HR-ICP-MS EEEMENT-2 (Pinnigan MAT, Germany) equipped with a standard introduction system (quartz water-cooled spray chamber, concentric nebulizer, torch with 1.5 mm i.d. injector and nickel cones) was used for measurements. The following operating conditions were used RP power 1150 W, coolant gas flow rate 16 1 min k auxiliary gas flow rate 0.85 1 min nebulizer gas flow rate 1.2 1 min k Sample uptake rate was 0.8-1 ml min k Measurements were performed with low and middle resolutions. Rh was used as an internal standard. Por calibration working standard solutions were prepared by diluting the multielemental stock solutions CPMS (SPEX, USA) with water to concentration range from 5 ng to 5 p.g I k... [Pg.287]

To get a driving force the cell is pushed towards the cold block, which cools the interface below T, . The solid then starts to grow into the liquid and the growth speed can be measured against a calibrated scale in the microscope eyepiece. When the interface is cooled to 35°C the speed is about 0.6 mm mimk At 30°C the speed is 2.3 mm mimk And the maximum growth speed, of 3.7 mm mim, is obtained at an interface temperature of 24°C (see Fig. 6.3). At still lower temperatures the speed decreases. Indeed, if the interface is cooled to -30°C, there is hardly any growth at all. [Pg.59]

If it is inconvenient to add sulfur tetrafluoride directly from a cylinder, it may first be condensed in a calibrated trap containing a boiling chip and cooled in a acetone-dry ice bath. When cooled to — 78°, 119 g. of sulfur tetrafluoride is about 62 ml. The sulfur tetrafluoride can be added to the cooled flask by allowing it to distil slowly from the trap. [Pg.51]

The price of air-cooled exchangers should be obtained from vendors if possible. If not, then by coirelating in-house historical data on a basis of /ft of bare surface vs. total bare surface. Correction factors for materials of construction. pressure, numbers of tube rows, and tube length must be used. Literature data on air coolers is available (Reference 15). but it should be the last resort. In any event, at least one air-cooled heat exchanger in each project should be priced by a vendor to calibrate the historical data to reflect the supply and demand situation at the expected time of procurement. [Pg.233]

As an example, PL can be used to precisely measure the alloy composition xof a number of direct-gap III-V semiconductor compounds such as Alj Gai j, Inj Gai jfAs, and GaAsjfPj j(, since the band gap is directly related to x. This is possible in extremely thin layers that would be difficult to measure by other techniques. A calibration curve of composition versus band gap is used for quantification. Cooling the sample to cryogenic temperatures can narrow the peaks and enhance the precision. A precision of 1 meV in bandgap peak position corresponds to a value of 0.001 for xin AljfGai j, which may be usefiil for comparative purposes even if it exceeds the accuracy of the x-versus-bandgap calibration. [Pg.378]

The elements of a PM plan include periodic inspection, cleaning, and service as warranted, adjustment and calibration of control system components, maintenance equipment and replacement parts that are of good quality and properly selected for the intended function. Critical HVAC system components that require PM in order to maintain comfort and deliver adequate ventilation air include a outdoor air intake opening, damper controls, air filters, drip pans, cooling and heating coils, fan belts, humidification equipment and controls, distribution systems, exhaust fans. [Pg.211]

To calibrate larger sensors/instruments such as vane anemometers, a wind tunnel is required. A calibration wind tunnel consists of an open or closed tunnel, a fan to deliver the air, a nozzle to shape the velocity profile, and a mesh arrangement to uniform and reduce the flow turbulence. It may be necessary to control the air temperature in the tunnel by means of a heating/cooling sys-... [Pg.1158]

It is convenient to condense sulfur dioxide from a cylinder in a calibrated trap cooled in a dry ice bath. [Pg.7]

The above procedure may be adapted to the determination of molybdenum in steel. Dissolve a 1.00 g sample of the steel (accurately weighed) in 5 mL of 1 1 hydrochloric acid and 15 mL of 70 per cent perchloric acid. Heat the solution until dense fumes are evolved and then for 6-7 minutes longer. Cool, add 20 mL of water, and warm to dissolve all salts. Dilute the resulting cooled solution to volume in a 1 L flask. Pipette 10.0 mL of the diluted solution into a 50 mL separatory funnel, add 3 mL of the tin(II) chloride solution, and continue as detailed above. Measure the absorbance of the extract at 465 rnn with a spectrophotometer, and compare this value with that obtained with known amounts of molybdenum. Use the calibration curve prepared with equal amounts of iron and varying quantities of molybdenum. If preferred, a mixture of 3-methylbutanol and carbon tetrachloride, which is heavier than water, can be used as extractant. [Pg.181]

Accessibility to Cu sites was determined by temperature programmed desorption of NO (NO TPD), using an experimental setup similar to that used for TPR, except the detector was a quadrupole mass spectrometer (Balzers QMS421) calibrated on standard mixtures. The samples were first activated in air at 673 K, cooled to room temperature in air, and saturated with NO (NO/He 1/99, vol/vol). They were then flushed with He until no NO could be detected in the effluent, and TPD was started up to 873 K at a heating rate of 10 K/min with an helium flow of 50 cm min. The amount of NO held on the surface was determined from the peak area of the TPD curves. [Pg.622]

Pd removal was determined as follows. An aliquot of a representative liquid or solid sample was accurately weighed and subsequently digested by refluxing in nitric and/or hydrochloric acid using a closed vessel microwave procedure (CEM MARS5 Xpress or Milestone Ethos EZ). Cooled, digested samples were diluted, matrix matched to standards, and referenced to a linear calibration curve for quantitation an internal standard was employed to improve quantitation. All samples were analyzed by an Inductively Coupled Plasma Mass Spectrometer or ICP/MS (Perkin Elmer SCIEX Elan DRCII) operated in the standard mode. [Pg.54]

Ninhydrin Assays. Ninhydrin tests were performed using a modified procedme of Taylor et al. " APS Silica (10-75 mg) of various loadings (0.857, 0.571, and 0.343 mmol NH2/g Silica) was added to phosphate buffer (5 mL, 100 mM, pH 6.5), and 1 mL of a 5% w/v solution of ninhydrin in ethanol was added to the sluny. After stirring for an hour in a boiling water bath, the mixture was allowed to cool slowly to room temperature. The silica was then filtered and washed three times with 70°C distilled water. The filtrate was collected, added to a volumetric flask, diluted to 100 mL, and the absorbance of this solution at 565 mu was measured using a UV-visible spectrophotometer. The reference solution was prepared as above with unmodified amine-free silica. Calibration standards were prepared with aliquots of a 1 mg/mL solution of APS in ethanol. [Pg.341]

Figure 5 gives the simulation results with the model given for the conditions used by Briggs et al. to obtain Fig. 3. Data points are shown in Fig. 5b, but not in 5a. Mass spectrometer readings were not calibrated, and only normalized data are shown in Fig. 3a. The simulation estimates the shape of the midbed temperature and the SO3 vol% variations successfully. It also reproduces the initial bed temperature lag for the first minute after introduction of the S03/S02 reactant mixture (Fig. 5b), as well as the absence of a lag when air is introduced to the catalyst bed displacing the reactant mixture (Fig. 5a). The model also gives the slow adjustment of the bed temperature after the maximum and minimum temperatures, although the rates of cooling and heating are not correct. The most serious deficiency of the model is that it overestimates the temperature rise and drop by 15 and 8°C, respectively. Figure 5 gives the simulation results with the model given for the conditions used by Briggs et al. to obtain Fig. 3. Data points are shown in Fig. 5b, but not in 5a. Mass spectrometer readings were not calibrated, and only normalized data are shown in Fig. 3a. The simulation estimates the shape of the midbed temperature and the SO3 vol% variations successfully. It also reproduces the initial bed temperature lag for the first minute after introduction of the S03/S02 reactant mixture (Fig. 5b), as well as the absence of a lag when air is introduced to the catalyst bed displacing the reactant mixture (Fig. 5a). The model also gives the slow adjustment of the bed temperature after the maximum and minimum temperatures, although the rates of cooling and heating are not correct. The most serious deficiency of the model is that it overestimates the temperature rise and drop by 15 and 8°C, respectively.

See other pages where Cooling calibration is mentioned: [Pg.694]    [Pg.46]    [Pg.47]    [Pg.389]    [Pg.389]    [Pg.694]    [Pg.46]    [Pg.47]    [Pg.389]    [Pg.389]    [Pg.275]    [Pg.1830]    [Pg.425]    [Pg.430]    [Pg.229]    [Pg.399]    [Pg.190]    [Pg.334]    [Pg.75]    [Pg.45]    [Pg.491]    [Pg.946]    [Pg.424]    [Pg.354]    [Pg.244]    [Pg.258]    [Pg.620]    [Pg.694]    [Pg.523]    [Pg.75]    [Pg.2]    [Pg.491]    [Pg.800]    [Pg.546]    [Pg.229]    [Pg.24]    [Pg.638]    [Pg.103]    [Pg.302]   
See also in sourсe #XX -- [ Pg.46 , Pg.47 , Pg.48 , Pg.49 ]




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