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Heating period

Method 2. Place 90 g. of sodium benzenesulphonate (Section IV,29) (previously dried at 130-140° for 3 hours) and 50 g. of powdered phosphorus pentachloride (1) in a 500 ml. round-bottomed flask furnished with a reflux condenser heat the mixture in an oil bath at 170-180° for 12-15 hours. Every 3 hours remove the flask from the oil bath, allow to cool for 15-20 minutes, stopper and shake thoroughly until the mass becomes pasty. At the end of the heating period, allow the reaction mixture to cool. Pour on to 1 kilo of crushed ice. Extract the crude benzenesulphonyl chloride with 150 ml. of carbon tetrachloride and the aqueous layer with 75 ml. of the same solvent. Remove the solvent under atmospheric pressure and proceed as in Method 1. The yield is about 170 g., but depends upon the purity of the original sodium benzenesulphonate. [Pg.822]

In the heating phase (assuming t is non-zero), the velocities are periodically rescaled to change the system temperature from the initial temperature Tj to the simulation temperature T2 in increments of the temperature step AT. The heating period for rescaling the velocities, P, is defined by ... [Pg.314]

Dye sublimation requires more heat dissipation and a longer (>10 ms) heating period to make a dark mark than does thermal transfer. Carehil manipulation of heating time and temperature can proportion mark size and dye content to cover a wide density range (0 to ca 2 optical density). [Pg.51]

The checkers found that a 24-hour heating period increased the yield of [Pg.57]

The solid dissolved in the first 5 minutes of the heating period. [Pg.421]

Longer boiling does not affect the yield but causes the product to be somewhat dark-colored. A shorter heating period or lack of mechanical stirring decreases the yield. [Pg.69]

Example 5. Glycolysis of Polyurethanes with Propylene Oxide after Pretreatment with Ethanolamine.55 A rigid polyurethane foam (ca. 100 g) was dissolved in 30 g ethanolamine by heating. Excess ethanolamine was stripped, leaving a clear solution. Infrared and GPC analysis indicated that the clear solution obtained contained some residual polyurethane, aromatic polyurea, aliphatic polyols, aromatic amines, and N,N -bis(f -hydroxyethyljurea. Next the mixture was dissolved in 45 g propylene oxide and heated at 120°C in an autoclave for 2 h. The pressure increased to 40 psi and then fell to 30 psi at the end of the 2-h heating period. The product was a brown oil with a hydroxyl number of485. [Pg.571]

A stirred reactor contains a batch of 700 kg reactants of specific heat 3.8 kJ/kg K initially at 290 K, which is heated by dry saturated steam at 170 kN/m2 fed to a helical coil. During the heating period the steam supply rate is constant at 0.1 kg/s and condensate leaves at the temperature of the steam. If heat losses arc neglected, calculate the true temperature of the reactants when a thermometer immersed in the material reads 360 K. The bulb of the thermometer is approximately cylindrical and is 100 mm long by 10 mm diameter with a water equivalent of 15 g, and the overall heat transfer coefficient to the thermometer is 300 W/m2 K. What would a thermometer with a similar bulb of half the length and half the heat capacity indicate under these conditions ... [Pg.846]

Figure 3.65. Information flow diagram for the heating period. [Pg.216]

The solution of the above model gives the temperature of the mixture at any time during the heating period. [Pg.217]

PERIOD = 1 is the heating period using a steam mass flow rate of Fs. The mass balance on the steam jacket determines the steam density ps, which together with a steam table function determines the temperature of the jacket Tj. [Pg.309]

In running the program, the initial steam heating period is unfortunately rather slow in execution, owing to equation stiffness. [Pg.309]

To reduce stiffness at the beginning, an appropriate initial value of the steam density is calculated in the FORTRAN subroutine START, which uses the halfinterval method for the non-linear algebraic equation. Note that the execution may be very slow because of equation stiffness. Increasing the value of CINT during the initial heating period may terminate ISIM execution. [Pg.309]

Vary the temperature of the heating period limit, T ax note the influence on the concentration profiles. [Pg.315]

Figure 5.22. The temperature of the reactor rises to T1 = 240 during the heating period. T1 is hold for the period Tihoid and then the flow EC is controlled to let T1 follow a ramp decrease. Figure 5.22. The temperature of the reactor rises to T1 = 240 during the heating period. T1 is hold for the period Tihoid and then the flow EC is controlled to let T1 follow a ramp decrease.

See other pages where Heating period is mentioned: [Pg.1907]    [Pg.93]    [Pg.403]    [Pg.775]    [Pg.93]    [Pg.118]    [Pg.350]    [Pg.971]    [Pg.1050]    [Pg.417]    [Pg.328]    [Pg.462]    [Pg.534]    [Pg.829]    [Pg.4]    [Pg.217]    [Pg.935]    [Pg.637]    [Pg.210]    [Pg.193]    [Pg.406]    [Pg.170]    [Pg.227]    [Pg.120]    [Pg.363]    [Pg.966]    [Pg.11]    [Pg.204]    [Pg.162]    [Pg.175]    [Pg.403]    [Pg.775]    [Pg.215]    [Pg.215]    [Pg.309]   
See also in sourсe #XX -- [ Pg.508 ]

See also in sourсe #XX -- [ Pg.565 ]




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