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Reflux, enthalpy total

In industry many of the distillation processes involve the separation of more than two components. The general principles of design of multicomponent distillation towers are the same in many respects as those described for binary systems. There is one mass balance for each component in the multicomponent mixture. Enthalpy or heat balances are made which are similar to those for the binary case. Equilibrium data are used to calculate boiling points and dew points. The concepts of minimum reflux and total reflux as limiting cases are also used. [Pg.679]

Derivatives or rates of change of tray and condenser-reflux drum hquid holdup with respecl to time are sufficiently small compared with total flow rates that these derivatives can be approximated by incremental changes over the previous time step. Derivatives of liquid enthalpy with respect to time eveiywhere can oe approximated in the same way. The derivative of the liquid holdup in the reboiler can likewise be approximated in the same way except when reflux ratios are low. [Pg.1339]

Binary minimum reflux so calculated implies feed enthalpy just equal to the above started vapor V and liquid L. Any increase or decrease in that enthalpy must be matehed by inerease or decrease in total heat content of overhead reflux. Note that the Underwood" binary reflux equation essentially computes the flash versus specifi-eation composition relationship along with enthalpy correction. [Pg.51]

Mujtaba (1989) used CMH model to simulate the operations considered by Domenech and Enjalbert (1974). Since the overall stage efficiency in the experimental column was 75%, the number of theoretical plates used by Mujtaba was 3. The column was initialised at its total reflux steady state values. Soave-Redlich-Kwong (SRK) model was used for the VLE property calculations. Vapour phase enthalpies were calculated using ideal gas heat capacity values and the liquid phase enthalpies were calculated by subtracting heat of vaporisation from the... [Pg.72]

Only a few modifications of the algorithm were required to make it applicable to absorption and reboiled absorption. The changes were mainly in the handling of the enthalpy and total mass balance equations to accommodate different specification combinations involving the reflux, heat duties, and top and bottom product flow rates. The results of two example problems, one each for absorption and reboiled absorption, are shown in Table II. [Pg.145]

For the DOF, important process variables include temperature, pressure, mass (mole) component flow rates, concentration and total flow rates, specific enthalpies, heat flow, work, and flow ratios (e.g., recycle, feed/product, reflux). The number of process variables to describe a stream containing N,p species is given by = N,p + 2. [Pg.1337]

The distillation column had a total condenser and the feed plate was located in the middle of the column, N/2, where N is equal to the total number of stages. An equimolar feed was used for each example and the total flow rate of the feed was fixed at 100 moles per hour. Examples were solved with 4, 6, 8, 10, and 12 components. The identity of the particular set of components used for each example is given in tabular form below. The temperature of the feed for each example was 100°F, and a column pressure of 300 lb/in2 abs was used for all examples. The reflux ratio was held fixed at 2, and the product rates were set at 50% of the feed rate for all examples. The ideal solution K values and enthalpies were taken from Tables B-l and B-2. [Pg.194]

Total condenser, P = 1 atm, boiling-point liquid feed, N = 13, /= 6, F = 0.1078 g mol/min, D = 0.0208 g mol min. Use a reflux ratio of 10. The holdup is taken as 1.0 liters for the reboiler and 0.3 liter for each plate md the condenser. The molar densities of the liquids acetic acid, ethyl alcohol, water, and CThyl acetate were 17.470, 17.129, 55.49, and 10.22 moles per liter respectively. The mole frac S>n average of these was used as the molar density of the mixture. Use the vapor-liquid equilibrium, enthalpy, and reaction rate data given in Tables B-19 through B-21. [Pg.284]

Boiling point liquid feed, partial condenser, column pressure = 300 lb/in2 abs, 3 rectifying plates, and 8 stripping plates plus a reboiler. The column is at total reflux in both the rectifying and stripping section. The feed rate F = 100, and D = B = 50 mol/h. Use the equilibrium and enthalpy data given in Tables B-l and B-2 of App. B. [Pg.343]

D3. A distillation column separating ethanol from water is showm Pressure is 1 k cm. Instead of having a condenser, a stream of pure liquid ethanol is added directly to the column to serve as the reflux. This stream is a saturated liquid. The feed is 40 wt % ethanol and is at -20 °C. Feed flow rate is 2000 kg h. We desire a distillate concentration of 80 wt % ethanol and a bottoms conposition of 5 wt % ethanol. A total reboiler is used, and the boilup is a saturated vapor. The cooling stream is input at C = 1000 kg h. Find the external boilup rate, V. Note Set up the equations, solve in equation form for V including explicit equations for all required terms, read off all required enthalpies from the enthalpy conposition diagram IFigure 2-4V and then calculate a numerical answer. [Pg.138]

The energy requirements in the reboiler or still pot Qr and the total condenser can be estimated from energy balances. For a total condenser Eq. f3-131 is valid, but Vi, h and may all be functions of time (if Xj3 varies the enthalpies will vary). If the reflux is a saturated liquid reflux, then = A. In this... [Pg.369]

Total Reflux. In the case of total reflux the values of Md and Mw are infinite, and lines drawn through them and the enthalpy curves will therefore be vertical. Thus, for this case the diagram shows that the composition of the liquid leaving the plate is equal to the composition of the vapor entering the plate, and the same number of theoretical plates will be obtained by both the constant 0/V method and Ponchon-Savarit methods, regardless of the value of the enthalpies. [Pg.147]

DIustradoo 9.8 A methanol (A)-water (B) solution containing 50 wt % methanol at 26-7 C is to be continuously rectified at 1 std atm pressure at a rate of 5000 kg/h to provide a distillate containing 95% methanol and a residue containing 1.0 % methanol (by wei t). The feed is to be preheated by heat exchange with the residue, which wiU leave Ae system at 37.8 C. The distillate is to be totally condensed to a liquid and the reflux returned at the bubble point. The withdrawn distillate will be separately cooled before storage. A reflux ratio of 1.5 times the minimum will be used. Determine (o) quantity of the products, (b) enthalpy of feed and of... [Pg.388]

Under conditions of total reflux, D is zero, and the ratio given in Eq. (6.62) is infinite, which means that the A point is located an infinite distance above the diagram. When this occurs, the passing vapor streams are determined by drawing vertical lines up from the liquid enthalpy line until they intersect the vapor enthalpy line. Minimum reflux occurs whenever the tie lines and one of the lines connecting the liquid values to the A point coincide with one another. In this situation, the composition never changes, even with an infinite... [Pg.324]


See other pages where Reflux, enthalpy total is mentioned: [Pg.94]    [Pg.18]    [Pg.18]    [Pg.82]    [Pg.290]    [Pg.264]    [Pg.32]    [Pg.94]    [Pg.593]    [Pg.107]    [Pg.205]    [Pg.584]    [Pg.398]    [Pg.247]    [Pg.20]    [Pg.173]    [Pg.259]    [Pg.264]    [Pg.247]   
See also in sourсe #XX -- [ Pg.291 ]




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