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Methanol equilibrium

Of course, the usual equilibrium considerations apply. For example, if we add the substance methanol, equilibrium conditions will shift, consuming the added reagent (methanol) and acetic acid to produce more methyl acetate and water, in accord with Le Chatelier s Principle. Thus a large excess of methanol causes most of the acetic acid to be converted to methyl acetate. [Pg.337]

Solvent effects and adduct formation of [VO(acac)2l and other [VO(j8-diketonato)2] complexes have been studied by several methods361,366,52 -532 and in coordinating solvents [VO(acac)2] is known to add a sixth ligand according to equation (36). Older reports include a spectrophotometric and calorimetric study of [VO(acac)2] and [VO(tfacac)2] adducts.521 With [VO(acac)2] in nitrobenzene, the enthalpy change for reaction (36) ranges from 44.3 kJ mol-1 for n-decylamine to 24.3 kJ mol-1 for methanol. Equilibrium constants K were between 1000 and —0.6. [VO(acac)2] is not a sensitive indicator of relative base strength.521 For [VO(acac)2], A0 decreases by —3 G (and go increases by —0.0004) as amine adducts are formed.522... [Pg.505]

Example The reaction CO + 2H2 CH3OH is used to synthesize methanol. Equilibrium is established, and then additional CO is added to the reaction vessel. Predict the impact on each reaction component after CO is added. [Pg.105]

Although the methanol equilibrium has been the subject of extensive investigation, striking discrepancies still exist in the values which have been obtained. The problem of determining the equilibrium either as a function of temperature or at a single temperature has been attacked by three general methods ... [Pg.129]

An unlimited residence time of the reaction parmers under reaction conditions would be necessary to adjust the methanol equilibrium, CO2 or CO being the basis. Transferring this to the practical application case it means that one would require an unlimitedly large reactitm chamber or such a catalyst volume. Therefore on determining of the catalyst volume one tries to approach the methanol equilibrium from the CO conversion, which - as already mentioned -is kinetically favoured, only so far that further conversion increases would be obtained with large catalyst increments only. [Pg.109]

So far talk was always of synthesis gas and it was implied - in silence -that this gas enters a reaction vessel filled with catalyst in which CO2, CO and H2 are then converted to methanol and that during this a gas mixture occurs containing methanol, residual CO2, residual CO and residual H2 approximately in equilibrium as well as all the inert gases contained in the synthesis gas. If one were to apply the coal gas described in the previous section containing by volume 3.0 % CO2, 27 % CO and 64 % H2 at a pressure of 70 bar and a temperature of 250°C in a reaction vessel filled with a methanol catalyst, the conversion of CO2 and CO would commence vehemental and be accompanied by just as vehement a temperature rise. Assumed that methanol equilibrium was reached, a gas mixture would be available at the end of the reaction at a temperature of 337°C and with a composition as follows ... [Pg.110]

D2. Two flash distillation chambers are hooked together as shown in the diagram. Both are at 1 atm pressure. The feed to the first drum is a binary mixture of methanol and water that is 55 mol% methanol. Feed flow rate is 10,000 kmol/h. The second flash drum operates with (V/F)2 = 0.7 and the liquid product composition is 25 mol% methanol. Equilibrium data are given in Table 2-7. [Pg.106]

Figure 1.24 Steam reforming of methanol. Equilibrium composition (P=5 bar, T=280 C) [411]. Reproduced with the permission of Royal Soc. Chem. Figure 1.24 Steam reforming of methanol. Equilibrium composition (P=5 bar, T=280 C) [411]. Reproduced with the permission of Royal Soc. Chem.
Figure 15 shows results for a difficult type I system methanol-n-heptane-benzene. In this example, the two-phase region is extremely small. The dashed line (a) shows predictions using the original UNIQUAC equation with q = q. This form of the UNIQUAC equation does not adequately fit the binary vapor-liquid equilibrium data for the methanol-benzene system and therefore the ternary predictions are grossly in error. The ternary prediction is much improved with the modified UNIQUAC equation (b) since this equation fits the methanol-benzene system much better. Further improvement (c) is obtained when a few ternary data are used to fix the binary parameters. [Pg.66]

Application of the algorithm for analysis of vapor-liquid equilibrium data can be illustrated with the isobaric data of 0th-mer (1928) for the system acetone(1)-methanol(2). For simplicity, the van Laar equations are used here to express the activity coefficients. [Pg.99]

Vapor-Liquid Equilibrium Data Reduction for Acetone(1)-Methanol(2) System (Othmer, 1928)... [Pg.103]

Since an enzyme is a biological catalyst and therefore merely accelerates a reaction, it cannot alter the position of equilibrium in a reversible reaction. The hydrolysis of p-methylglucoside is reversible and emulsin should therefore be capable also of synthesising this compound frc n glucose and methanol. This synthesis can actually be carried out by the action of the enzyme on glucose dissolved in an excess of methanol, the excess of the alcohol throwing the equilibrium over to the left. Owing to experimental difficulties, this reaction is not here described. [Pg.516]

Physical properties of A-4-thiazoline-2-one and derivatives have received less attention than those of A-4-thiazoline-2-thiones. For the protomeric equilibrium, data obtained by infrared spectroscopy favors fbrm 51a in chloroform (55, 96, 887) and in the solid state (36. 97. 98) (Scheme 23). The same structural preference is suggested by the ultraviolet spectroscopy studies of Sheinker (98), despite the fact that previous studie.s in methanol (36) suggested the presence of both 51a and... [Pg.387]

Propylene oxide is a colorless, low hoiling (34.2°C) liquid. Table 1 lists general physical properties Table 2 provides equations for temperature variation on some thermodynamic functions. Vapor—liquid equilibrium data for binary mixtures of propylene oxide and other chemicals of commercial importance ate available. References for binary mixtures include 1,2-propanediol (14), water (7,8,15), 1,2-dichloropropane [78-87-5] (16), 2-propanol [67-63-0] (17), 2-methyl-2-pentene [625-27-4] (18), methyl formate [107-31-3] (19), acetaldehyde [75-07-0] (17), methanol [67-56-1] (20), ptopanal [123-38-6] (16), 1-phenylethanol [60-12-8] (21), and / /f-butanol [75-65-0] (22,23). [Pg.133]

The problem of tautomerism is simpler in the case of 1-substituted pyrazolin-3-ones since only two forms, the OH (140a) and the NH (140b), are possible. The OH form is the more stable and is the only one present in the crystal (Section 4.04.1.3.1). In protic solvents, like water or methanol, the equilibrium position is much more evenly balanced between the OH and NH forms. Finally, 4-hydroxypyrazoles (141) exist as such. A CNDO/2 calculation justifies the result that 4-hydroxy tautomers are relatively more stable than... [Pg.214]

Based on an average tray efficiency of 90 percent for the hydrocarbons, the eqiiilibniim-based model calculations were made with 36 equilibrium stages. The results for the distillate and bottoms compositions, which were very close to those computed by the rate-based method, were a distillate with 0.018 mol % ethylbenzene and less than 0.0006 mol % styrene, and a bottoms product with only a trace of methanol and 0.006 mol % toluene. [Pg.1292]

Reac tion (27-37) can occur in parallel with the methanol reactions, thereby overcoming the equilibrium limitation on methanol formation. Higher alcohols can also be formed, as illustrated by Reaction (27-25), which is apphcable to the formation of either linear or branched alcohols. [Pg.2377]

In the original announcement of the workshop the participants were told that everything was to be taken from methanol synthesis except the kinetics. Some may have interpreted this to mean that the known thermodynamic equilibrium information of the methanol synthesis is not valid when taken together with the kinetics. This was not intended, but... [Pg.138]

Xs are surface fractions (or active centers), free and covered by chemisorbed species of hydrogen, carbon monoxide, and methanol. H, C, and M are activities of hydrogen, carbon monoxide, and methanol. Primes indicate equilibrium values. [Pg.225]

The following table gives exchange rates in methanolic sodium methoxide for a number of hydrocarbons and equilibrium acidities for some. Determine whether there is a correlation between kinetic and thermodynamic acidity in this series of compounds. If so, predict the thermodynamic acidity of the hydrocarbons for which no values are listed. [Pg.442]

Taking known values for the molar refractivities of water and methanol, and again assuming a range of values for the equilibrium constant (k) and the refractive index (ni) of the methanol/water associate, the actual values that fit the equation for these... [Pg.130]

It is seen that the three values for the equilibrium constant (k) range from 0.00443 to 0.00565 with an average value of 0.00504. The two values for the densities of the methanol/water associate are in reasonable agreement and have a magnitude that would be expected for the hydrogen bonded associate. [Pg.131]

Using the average value for the equilibrium constant, the distribution concentration of the different components of a methanol water mixture were calculated for initial methanol concentrations ranging from zero to 100%v/v. The curves they obtained are shown in Figure 28. The molar refractivities of 11.88 is also in accordance with that expected since the molar refractivity s of water and methanol are 3.72 and 8.28 respectively. The refractive index of the associate of 1.3502 is, as would be expected, higher than that of either water or methanol. [Pg.131]

Figure 29. Graph of the Logarithm of the Water/Methanol Association Equilibrium Constant against the Reciprocal of the Absolute Temperature... Figure 29. Graph of the Logarithm of the Water/Methanol Association Equilibrium Constant against the Reciprocal of the Absolute Temperature...
Figure 6-13 shows plots of equilibrium eonversion versus temperature. The plots indieate the eonversion is low at operating temperature T = 473 K (200°C), but ensures rapid reaetion. The eonversion per pass is low, therefore, it is important to maintain a high pressure to aehieve a high eonversion. Modern methanol plants operate at about 250°C and 30-100 atm and give nearly equilibrium eon versions using Cu/ZnO eatalysts. The unreaeted CO and Hj are reeyeled baek into the reaetor. [Pg.485]

Fig ure 6-12. Profiles of equilibrium oonversion Xg versus temperature T for methanol synthesis. (Source Schmidt, L. D., The Engineering of Chemioal Reaotions, Oxford University Press, New York, 1998.)... [Pg.486]

Several interception techniques should be considered to remove methanol. Air stripping is among these methods. The equilibrium relation for stripping from methanol aqueous streams may be approximated by the following expression... [Pg.102]


See other pages where Methanol equilibrium is mentioned: [Pg.322]    [Pg.313]    [Pg.313]    [Pg.271]    [Pg.114]    [Pg.117]    [Pg.322]    [Pg.313]    [Pg.313]    [Pg.271]    [Pg.114]    [Pg.117]    [Pg.27]    [Pg.87]    [Pg.182]    [Pg.265]    [Pg.35]    [Pg.36]    [Pg.145]    [Pg.1316]    [Pg.1323]    [Pg.176]    [Pg.315]    [Pg.145]    [Pg.21]    [Pg.133]    [Pg.135]    [Pg.141]   
See also in sourсe #XX -- [ Pg.304 ]

See also in sourсe #XX -- [ Pg.688 , Pg.689 ]




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Acetone/methanol equilibria

Equilibrium potential methanol oxidation reaction

Equilibrium, methanol synthesis

Methanol equilibrium controlled

Methanol phase equilibria

Methanol vapor-liquid equilibria

Methanol, production equilibrium

Methanol-water equilibrium constant

Methanol—continued equilibrium

Vapor-liquid equilibrium data acetone/methanol

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