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Wall temperatures

Vehicle Fa.ctors. Because knock is a chemical reaction, it is sensitive to temperature and reaction time. Temperature can in turn be affected either by external factors such as the wall temperature or by the amount of heat released in the combustion process itself, which is directiy related to the density of the fuel—air mixture. A vehicle factor which increases charge density, combustion chamber temperatures, or available reaction time promotes the tendency to knock. Engine operating and design factors which affect the tendency to produce knocking are... [Pg.180]

For temperature-dependent viscosity, = viscosity at wall temperature. Where n = 0.4 for heating, 0.3 for cooling. [Pg.484]

Nuj. is the Nusselt number for uniform wall temperature boundary condition. [Pg.484]

The equations presented herein do not include any viscosity correction to reflect the difference between the viscosity at the wall temperature and the bulk fluid temperature. This effect is generally negligible, except at low temperatures for organic fluids having viscosities that are strongly temperature dependent. For such conditions, the values tabulated in Table 2 should be appropriately modified. [Pg.508]

Creep of Thick-walled Cylinders. The design of relatively thick-walled pressure vessels for operation at elevated temperatures where creep caimot be ignored is of interest to the oil, chemical, and power industries. In steam power plants, pressures of 35 MPa (5000 psi) and 650°C are used. Quart2 crystals are grown hydrothermaHy, using a batch process, in vessels operating at a temperature of 340—400°C and a pressure of 170 MPa (25,000 psi). In general, in the chemical industry creep is not a problem provided the wall temperature of vessels made of Ni—Cr—Mo steel is below 350°C. [Pg.86]

The time constants characterizing heat transfer in convection or radiation dominated rotary kilns are readily developed using less general heat-transfer models than that presented herein. These time constants define simple scaling laws which can be used to estimate the effects of fill fraction, kiln diameter, moisture, and rotation rate on the temperatures of the soHds. Criteria can also be estabHshed for estimating the relative importance of radiation and convection. In the following analysis, the kiln wall temperature, and the kiln gas temperature, T, are considered constant. Separate analyses are conducted for dry and wet conditions. [Pg.49]

Fig. 5. The impact of moisture iu the sohds on the temperature profiles of the sohds at a kiln wall temperature of 330°C, 0.5 rpm, and a fill fraction of 3% ... Fig. 5. The impact of moisture iu the sohds on the temperature profiles of the sohds at a kiln wall temperature of 330°C, 0.5 rpm, and a fill fraction of 3% ...
Each k is given by an Arrhenius expression, k = A exp(—F/i T), and the fraction of the tightly bound component is a parameter. For the high temperature results in Figure 6, some charring of toluene was observed at the highest wall temperature (790°C). The fraction of toluene remaining in the bed was deterrnined from gas-phase total hydrocarbon, O2, and CO2 measurements. [Pg.51]

Regenerator Vessel and Internals. The FCCU regenerator is one of the largest vessels ia the refinery (up to 18 m ia diameter) and operates at temperatures up to 775°C. The regenerator is usually a carbon steel vessel lined with refractory iasulation to maintain the wall temperature ia the area of 350°C, which is suitable for carbon steel. The usual refractory thickness ia the regenerator is 10 cm. [Pg.217]

Furnaces for Oil and Natural Gas Firing. Natural gas furnaces are relatively small in size because of the ease of mixing the fuel and the air, hence the relatively rapid combustion of gas. Oil also bums rapidly with a luminous flame. To prevent excessive metal wall temperatures resulting from high radiation rates, oil-fired furnaces are designed slightly larger in size than gas-fired units in order to reduce the heat absorption rates. [Pg.528]

Operabihty (ie, pellet formation and avoidance of agglomeration and adhesion) during kiln pyrolysis of urea can be improved by low heat rates and peripheral speeds (105), sufficiently high wall temperatures (105,106), radiant heating (107), multiple urea injection ports (106), use of heat transfer fluids (106), recycling 60—90% of the cmde CA to the urea feed to the kilns (105), and prior formation of urea cyanurate (108). [Pg.421]

Fig. 2. Profiles of conversion, A, having pressure P and gas temperature T along the reactor length. Residence time, B, where W = maximum wall temperature. To convert kPa to bar, divide by 100. Fig. 2. Profiles of conversion, A, having pressure P and gas temperature T along the reactor length. Residence time, B, where W = maximum wall temperature. To convert kPa to bar, divide by 100.
T Absolute temperature T, for bulk temperature T, for wall temperature T, for vapor temperature for coolant temperature Tg for temperature of emitter T,. for temperature of receiver K ... [Pg.551]

Viscosity for viscosity at wall temperature 11, for viscosity at bulk Pa-s IV(fi-ft)... [Pg.552]

Circular Tubes For horizontal tubes and constant wall temperature, several relationships are available, depending on the Graetz number. For 0.1 < Ngz < 10 Hausens [A//g. Waermetech., 9, 75 (1959)], the following equation is recommended. [Pg.561]

Constant wall temperature Constant heat flux... [Pg.561]

Parallel Plates and Rectangular Ducts The limidng Nusselt number for parallel plates and flat rectangular ducts is given in Table 5-4. Norris and Streid [Tran.s. Am. Soe. Meeh. Eng., 62, 525 (1940)] report for constant wall temperature... [Pg.561]

Equation (5-47b) is based on the work of Bays and McAdams [Jnd. Eng. Chem., 29, 1240 (1937)]. The significance of the term L is not clear. When L = 0, the coefficient is definitely not infinite. When E is large and the fluid temperature has not yet closely approached the wall temperature, it does not appear that the coefficient should necessarily decrease. Within the finite limits of 0.12 to 1.8 m (0.4 to 6 ft), this equation should give results of the proper order of magnitude. [Pg.562]

Monitor exterior wall temperature with infrared optical detection system, and operating instructions for operator response if high temperature signal occurs... [Pg.58]

The thermos phon circulation rate can be as high as 10 to 15 times the coolant evaporation rate. This, in turn, eliminates any significant temperature difference, and the jacket is maintained under isothermal conditions. In this case, the constant wall temperature assumption is satisfied. During starting of the thermosiphon, the bottom can be 20-30°C hotter, and the start of circulation can be established by observing that the difference between the top and bottom jacket temperature is diminishing. Figure 2.2.5 (Berty 1983) shows the vapor pressure-temperature relationship for three coolants water, tetralin, and Dowtherm A. [Pg.39]


See other pages where Wall temperatures is mentioned: [Pg.79]    [Pg.21]    [Pg.181]    [Pg.502]    [Pg.503]    [Pg.504]    [Pg.52]    [Pg.212]    [Pg.66]    [Pg.338]    [Pg.378]    [Pg.515]    [Pg.523]    [Pg.246]    [Pg.269]    [Pg.456]    [Pg.551]    [Pg.565]    [Pg.565]    [Pg.568]    [Pg.638]    [Pg.664]    [Pg.1097]    [Pg.1204]    [Pg.1206]    [Pg.1622]    [Pg.2361]    [Pg.2512]    [Pg.82]    [Pg.35]    [Pg.41]   
See also in sourсe #XX -- [ Pg.5 , Pg.10 ]

See also in sourсe #XX -- [ Pg.63 , Pg.70 ]




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Adiabatic wall temperature

Channel with Constant Temperature of the Wall

Cold-wall temperature

Combustor wall temperatures, high

Constant Wall Temperature

Critical wall temperatures

Cylinder wall temperatures

Fired heaters tube wall temperature

Graetz Problem with a Fixed Wall Temperature

Laminar boundary layer adiabatic wall temperature

Optimal Wall Temperatures

Profile tube wall temperature

Reactor wall temperature

Reformer tubes Wall temperature

Selecting optimal wall temperature

Shielding temperature distribution: wall

Temperature at the wall

Temperature high, single walled carbon

Temperature mean wall

Temperature tube wall

Thermal field-flow fractionation cold-wall temperature

To Wall temperature

Tube with Constant Temperature of the Wall

Turbulent boundary layer adiabatic wall temperature

Wall functions, temperature

Wall surface temperatures, calculation

Wall temperature fluctuations

Wall temperature profile

Wall temperature, calculation

Wall temperature, calculation adiabatic

Wall-temperature classification

Wall-temperature profiles, tubular

Wall-temperature profiles, tubular reactor

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