Distillation of Acetic Acid Solutions

Unknown
Submitted 1927 | SovietRxiv: ru-192701.07656 | Translated from Russian

Abstract Generated abstract

This study reexamines vapor liquid equilibrium in aqueous acetic acid distillation, a problem important for calculating rectifying columns and marked by discrepancies in earlier measurements at high acid concentrations. Using a modified Rayleigh method, the author distilled small samples from approximately 600 cc boiling solutions, with experiments conducted both under slight vapor superheating and under conditions intended to avoid both condensation and superheating, and determined acetic acid contents by titration with barium hydroxide. The three experimental series agreed closely and produced a smooth relation between the concentration of acetic acid in the boiling liquid and in the distillate. An empirical expression, Pd = 0.725p + 0.275p4, is proposed to represent the observed distillate composition over the full concentration range.

Full Text

V. P. Markov.

Senior Assistant of the Siberian Technological Institute.

Distillation of Acetic Acid Solutions

The question of the distillation of acetic acid solutions has more than once attracted the attention of investigators. The earliest work, that of Roscoe¹), is of only historical interest, since its results do not lie on a smooth curve, which must be attributed to insufficient protection of the liquid being distilled against partial condensation due to heat loss through radiation.

In the next work, in chronological order, by Rayleigh²), the indicated error was eliminated. With the aid of a special steam jacket the vapors were subjected to a certain superheating, and partial condensation of the distillate was not observed. Unfortunately, there is another weak point in the work. The collected samples of distillate were relatively very large (50 cc). During their distillation the composition of the liquid in the flask had time to change appreciably; and since the composition of the vapor and the composition of the liquid are not in a linear dependence on one another, there is no basis for considering the average compositions of the distillate and of the liquid in the flask to be in equilibrium. The influence of this factor may be especially marked at high concentrations, at which, during boiling, the composition changes particularly rapidly.

The postwar period includes the works of Pascal and Mariller. I was unable to obtain the original articles, but in the latter’s work on the dry distillation of wood³) there is a table and a diagram giving the final results of the determinations both of Mariller himself and of Pascal. For low and medium concentrations they agree well both with one another and with Rayleigh’s data; at higher ones \((>70\% \mathrm{CH_3COOH})\), however, there is a considerable discrepancy. The curve of vapor composition according to Mariller’s data has a noticeable downward bend (in comparison with Rayleigh’s data), whereas the curve according to Pascal’s data deviates upward.

The absence of precise data on this question, which is of great importance for the calculation of rectifying columns for acetic acid, led me, in 1919–1920, when Mariller’s work was not yet known in Russia, to undertake an investigation in this direction. The work was carried out in the laboratory for the investigation of the dry distillation of wood under the Tomsk Provincial Council of National Economy, under the general direction of Prof. G. G. Povarnin.

Only a preliminary report on this work was published in the Journal of the Russian Physico-Chemical Society.

The abnormal working conditions in 1919–20, when the temperature in the laboratory fluctuated from \(4\) to \(18^\circ\mathrm{C}\), and in midwinter even below zero, which forced the work to be interrupted until summer, were the reason why I was able to begin checking the observations only in the summer of 1925.

As in 1919–1920, the work was carried out by Rayleigh’s method, modified only in that the collected samples of distillate were so small that during their distillation no appreciable change could occur in the composition of the boiling liquid.

¹) Roscoe, Ann. 125. 325.
²) Rayleigh Phil. Mag. 1902, 528.
³) Ch. Mariller. La carbonisation des bois, lignites et tourbes. Paris 192[[unclear: final digit]].

A flask, of about 1 liter capacity, with 600 cc of an acetic-acid solution, was heated on a wire gauze. To prevent condensation of vapor, the upper part of the flask was surrounded by a copper ring and a cup with an opening for the neck of the flask to pass through. By raising or lowering the ring with the cup, it was possible to intercept, to a greater or lesser degree, the stream of hot combustion products which, washing the upper part of the flask, could not only prevent condensation but, if desired, superheat the vapor.

A checking experiment with boiling water showed that superheating of 3–5° could easily be obtained.

The first series of experiments was carried out with superheated vapor. The steam-delivery tube remained completely dry; on the walls of the flask likewise no streams of liquid were observed, except those arising from splashes due to vigorous boiling.

At the beginning about 50 cc of liquid was distilled off, until the apparatus had become fully heated; then a sample of distillate, about 3 cc, was collected in a bottle with a ground-glass stopper (the volume of the bottle was about 15 cc). At the end of the collection the burner was extinguished and, simultaneously, a new receiver was put in place, into which the last portions of the distillate (2–3 cc) flowed, running back into the flask.

From the distillate sample taken, two samples of 0.6–1.0 gram of liquid were weighed into stoppered flasks of about 60 cc capacity, and the content of acetic acid was determined by titration with a Ba(OH)₂ solution, the concentration of which was about 0.3 N. Phenolphthalein served as the indicator. In the case of insufficient agreement of the results, a third sample was also taken.

In exactly the same way the concentration of acetic acid in the residue from the distillation was determined. Since its weight was about 600 grams, the change in composition during the collection of the distillate under investigation, in view of the small quantity of the latter, could be considered negligible.

After completion of an experiment, a certain quantity of water or of a weaker acetic-acid solution was added to the flask, with the calculation that the acetic-acid content in the distillation flask should be, at high concentrations, 3–5%, and at medium concentrations, 10–12%, lower than in the preceding experiment, and the distillation was again carried out.

For checking the data obtained, a second series of experiments was carried out under somewhat modified conditions.

The heating of the vapor was regulated so that neither condensation of vapors before their entry into the condenser nor superheating was observed.

The sign that this had been achieved was the presence, on the bulb of the thermometer, of a drop of liquid which remained unchanged for several minutes, and the absence of streams of liquid in the flask.

At the moments of the beginning and end of collecting the sample, the temperature of the vapor was noted. Thus here, although rather roughly (the thermometer had divisions of 0.2°), the boiling temperature was also determined.

In all other respects the work did not differ from the preceding series of experiments.

Then an additional series of experiments was carried out for high concentrations; the work was conducted as in the first series.

The results of all three series of observations, presented in the appended tables and diagram, agree excellently with one another and lie on a smooth curve.

The theoretical derivation of a formula expressing the dependence between the composition of the boiling solution and the composition of the distillate is greatly complicated by the fact that, owing to the difference in boiling temperature, there changes both

the number of associated molecules of acetic acid, as well as the degree of its decomposition into ions, and also by the existence of its various hydrates. But, on the other hand, it proved comparatively easy to find an empirical formula that agrees excellently with the experimental data, namely:

\[ P d = 0.725 p + 0.275 p^4 \]

where:

\[ P d = \text{concentration of } \mathrm{CH_3COOH} \text{ in the distillate} \]

\[ p = \text{concentration of } \mathrm{CH_3COOH} \text{ in the boiling liquid.} \]

The values of \(Pd\) for various concentrations are given below in the tables, and on the diagram with the experimental results the corresponding curve has been drawn.

Table of observations of the distillation of acetic-acid solutions

I. With superheating of the vapor.

No. of experiments Run Distillate: total sample, g Distillate: amount consumed, \(\mathrm{Ba(OH)_2}\) Distillate: total \(\mathrm{CH_3COOH}\) Distillate: % content \(\mathrm{CH_3COOH}\) Distillate: mean Liquid in flask: total sample, g Liquid in flask: amount consumed, \(\mathrm{Ba(OH)_2}\) Liquid in flask: total \(\mathrm{CH_3COOH}\) Liquid in flask: % content \(\mathrm{CH_3COOH}\) Liquid in flask: mean Note
1 a 1.1480 47.55 0.7380 64.30 64.01 1.1051 53.80 0.8350 75.59 75.58 Titer \(\mathrm{Ba(OH)_2}\)
1 b 1.4957 65.45 0.9530 63.72 64.01 1.1224 54.65 0.8482 75.57 75.58 Titer \(\mathrm{Ba(OH)_2}\)
2 a 1.1456 44.05 0.6838 59.69 59.53 1.1486 52.58 0.8168 71.12 71.28 \(1\ \mathrm{k.c.}=0.01551\ \mathrm{g}\ \mathrm{CH_3COOH}\)
2 b 1.1022 42.18 0.6546 59.38 59.53 1.1453 52.71 0.8180 71.44 71.28 \(1\ \mathrm{k.c.}=0.01551\ \mathrm{g}\ \mathrm{CH_3COOH}\)
3 a 1.0963 37.00 0.5743 52.37 52.50 1.0838 45.60 0.7087 65.39 65.62 \(1\ \mathrm{k.c.}=0.01551\ \mathrm{g}\ \mathrm{CH_3COOH}\)
3 b 1.1137 37.76 0.5860 52.63 52.50 1.1244 47.68 0.7404 65.85 65.62 \(1\ \mathrm{k.c.}=0.01551\ \mathrm{g}\ \mathrm{CH_3COOH}\)
4 a 1.1238 29.42 0.4565 40.64 40.70 1.1111 37.40 0.5806 52.25 51.32 \(1\ \mathrm{k.c.}=0.01551\ \mathrm{g}\ \mathrm{CH_3COOH}\)
4 b 1.1285 29.63 0.4598 40.76 40.70 1.1150 37.70 0.5850 52.39 51.32 \(1\ \mathrm{k.c.}=0.01551\ \mathrm{g}\ \mathrm{CH_3COOH}\)
5 b 1.1197 28.14 0.4367 39.01 39.15 1.1075 36.15 0.5610 50.67 50.94 \(1\ \mathrm{k.c.}=0.01551\ \mathrm{g}\ \mathrm{CH_3COOH}\)
5 a 1.1215 28.40 0.4407 39.30 39.15 1.0575 34.90 0.5416 51.21 50.94 \(1\ \mathrm{k.c.}=0.01551\ \mathrm{g}\ \mathrm{CH_3COOH}\)
6 a 1.0970 23.92 0.3713 33.84 34.07 1.0859 31.95 0.4959 45.65 45.81 \(1\ \mathrm{k.c.}=0.01551\ \mathrm{g}\ \mathrm{CH_3COOH}\)
6 b 1.1035 24.45 0.3795 34.39 34.07 1.0656 31.57 0.4900 45.97 45.81 \(1\ \mathrm{k.c.}=0.01551\ \mathrm{g}\ \mathrm{CH_3COOH}\)
7 a 1.1173 19.24 0.2986 26.73 26.95 1.0943 25.75 0.3996 36.52 36.70 \(1\ \mathrm{k.c.}=0.01551\ \mathrm{g}\ \mathrm{CH_3COOH}\)
7 b 1.0048 17.58 0.2728 27.16 26.95 1.0757 25.63 0.3977 36.88 36.70 \(1\ \mathrm{k.c.}=0.01551\ \mathrm{g}\ \mathrm{CH_3COOH}\)
8 a 1.0818 12.08 0.1874 17.33 17.27 1.0484 15.53 0.2410 22.99 23.00 Titer \(\mathrm{Ba(OH)_2}\)
8 b 0.8393 9.31 0.1445 17.22 17.27 1.0616 15.73 0.244 23.00 23.00 Titer \(\mathrm{Ba(OH)_2}\)
9 a 1.0985 6.82 0.1058 9.63 9.77 1.0716 9.30 0.1443 13.47 13.41 \(1\ \mathrm{k.c.}=0.01613\ \mathrm{g}\ \mathrm{CH_3COOH}\)
9 b 1.1021 7.04 0.1093 9.91 9.77 1.0666 9.17 0.1423 13.34 13.41 \(1\ \mathrm{k.c.}=0.01613\ \mathrm{g}\ \mathrm{CH_3COOH}\)
10 a 1.1259 62.52 1.0100 89.77 89.91 1.1213 66.00 1.0645 94.97 94.41 \(1\ \mathrm{k.c.}=0.01613\ \mathrm{g}\ \mathrm{CH_3COOH}\)
10 b 1.1265 62.87 1.0142 90.04 89.91 1.1287 65.68 1.0592 93.88 94.41 \(1\ \mathrm{k.c.}=0.01613\ \mathrm{g}\ \mathrm{CH_3COOH}\)
11 a 1.1130 64.07 1.0335 91.20 91.25 1.0962 64.87 1.0465 95.44 95.40 \(1\ \mathrm{k.c.}=0.01613\ \mathrm{g}\ \mathrm{CH_3COOH}\)
11 b 0.7351 41.62 0.6713 91.30 91.25 1.1150 65.90 1.0630 95.35 95.40 \(1\ \mathrm{k.c.}=0.01613\ \mathrm{g}\ \mathrm{CH_3COOH}\)
12 a 1.1265 61.74 0.9958 88.40 88.34 1.0177 59.03 0.9520 93.54 93.51 \(1\ \mathrm{k.c.}=0.01613\ \mathrm{g}\ \mathrm{CH_3COOH}\)
12 b 1.1336 62.00 1.0000 88.28 88.34 1.1295 65.48 1.0563 93.48 93.51 \(1\ \mathrm{k.c.}=0.01613\ \mathrm{g}\ \mathrm{CH_3COOH}\)
13 a 1.1290 61.40 0.9904 87.74 87.56 0.7175 41.05 0.6620 92.28 92.42 \(1\ \mathrm{k.c.}=0.01613\ \mathrm{g}\ \mathrm{CH_3COOH}\)
13 b 0.7634 41.35 0.6670 87.38 87.56 0.7199 41.30 0.6662 92.56 92.42 \(1\ \mathrm{k.c.}=0.01613\ \mathrm{g}\ \mathrm{CH_3COOH}\)

II. Without overheating.

No. of experiments Trial Distillate: weight of sample, g Distillate: amount of spent Ba(OH)₂ Distillate: all CH₃COOH Distillate: % content CH₃COOH Distillate: average Liquid in flask: weight of sample, g Liquid in flask: amount of spent Ba(OH)₂ Liquid in flask: all CH₃COOH Liquid in flask: % content CH₃COOH Liquid in flask: average Note
1 a 0,6500 38,74 0,5005 77,00 76,99 0,7436 49,12 0,6346 85,35 85,38 Titer Ba(OH)₂: 1 c.c. = 0,01292 g CH₃COOH
1 b 0,6360 37,88 0,4899 76,98 76,99 0,6293 41.60 0 5375 85,40 85,38 Titer Ba(OH)₂: 1 c.c. = 0,01292 g CH₃COOH
2 a 0,6835 41,78 0,5398 78,97 78,81 0,6511 43,80 0,5660 86,92 86,90 Titer Ba(OH)₂: 1 c.c. = 0,01292 g CH₃COOH
2 b 0,6837 41,60 0,5375 78,64 78,81 0,6964 46,83 0,6049 86,88 86,90 Titer Ba(OH)₂: 1 c.c. = 0,01292 g CH₃COOH
3 a 0,7815 48,78 0,6303 80,63 80,62 0,6875 47,05 0,6119 88,32 88,31 Titer Ba(OH)₂: 1 c.c. = 0,01292 g CH₃COOH
3 b 0,6966 43,55 0,5628 80,60 80,62 0,6829 46,67 0,6032 88,30 88,31 Titer Ba(OH)₂: 1 c.c. = 0,01292 g CH₃COOH
4 a 0,9118 52,40 0,6770 74,25 74,18 0,7198 46,36 0,5854 83,24 83,32 Titer Ba(OH)₂: 1 c.c. = 0,01292 g CH₃COOH
4 b 0,7605 43,61 0,5635 74,10 74,18 0,5756 37,16 0,4802 83,40 83,32 Titer Ba(OH)₂: 1 c.c. = 0,01292 g CH₃COOH
5 a 0,7343 35,42 0,4576 62,32 62,49 0,6304 36,30 0,4690 74,40 74,22 Titer Ba(OH)₂: 1 c.c. = 0,01292 g CH₃COOH
5 b 0,5749 27,68 0,3189 62,66 62,49 0,7379 42,29 0,5464 74,05 74,22 Titer Ba(OH)₂: 1 c.c. = 0,01292 g CH₃COOH
6 a 0,6983 28,90 0,3734 53,48 53,49 0,7181 36,80 0,4755 66.20 66,22 Titer Ba(OH)₂: 1 c.c. = 0,01292 g CH₃COOH
6 b 0,6472 26,79 0,3461 53,49 53,49 0,6925 35,50 0,4587 66,23 66,22 Titer Ba(OH)₂: 1 c.c. = 0,01292 g CH₃COOH
7 a 0,8466 21,05 0,3354 39,61 39,65 0,8298 27,26 0,4343 52,34 52,42 Titer Ba(OH)₂: 1 c.c. = 0,01593 g CH₃COOH
7 b 0,9902 24,68 0 3930 39,69 39,65 0,9262 30,40 0,4815 52,30 52,42 Titer Ba(OH)₂: 1 c.c. = 0,01593 g CH₃COOH
8 a 1,0595 26,32 0,4178 39,43 39,52 0,9670 31,62 0,5037 52,10 52,12 Titer Ba(OH)₂: 1 c.c. = 0,01593 g CH₃COOH
8 b 1,0431 25,92 0,4129 39,60 39,52 0,8902 29,13 0,4640 52,13 52,12 Titer Ba(OH)₂: 1 c.c. = 0,01593 g CH₃COOH
9 a 1,0670 17,73 0,2824 26,46 26,46 1,0183 22,89 0,3645 35,81 35,76 Titer Ba(OH)₂: 1 c.c. = 0,01593 g CH₃COOH
9 b 1,0597 17,60 0,2804 26,46 26,46 0,9535 21,38 0,3405 35,71 35,76 Titer Ba(OH)₂: 1 c.c. = 0,01593 g CH₃COOH
10 a 0,9423 12,10 0,1932 20,46 20,43 0,9165 15,81 0,2519 27,49 27,42 Titer Ba(OH)₂: 1 c.c. = 0,01593 g CH₃COOH
10 b 0,7434 9,52 0,1513 20,40 20,43 1,0631 18,54 0,2906 27,34 27,42 Titer Ba(OH)₂: 1 c.c. = 0,01593 g CH₃COOH

Composition of the distillate of acetic-acid solutions, calculated by the formula

\[ P_d = 0{,}725\,p + 0{,}275\,p^4 \]

Liquid, % CH₃COOH Distillate, % CH₃COOH Liquid, % CH₃COOH Distillate, % CH₃COOH
5,0 3,63 55,0 42,30
10,0 7,25 60,0 47,06
15,0 10,88 65,0 52,04
20,0 14,54 70,0 57.35
25,0 18,24 75,0 63,11
30,0 21,97 80,0 69,28
35,0 25,79 85,0 76,01
40,0 29,70 90,0 83,29
45,0 34,46 95,0 91,28
50,0 37,97 100,0 100,00

To the article by V. P. Markov.

DIAGRAM

of the results of experiments on the distillation of acetic acid solutions.

Diagram of the results of experiments on the distillation of acetic acid solutions. The vertical axis is labeled “Distillate,” and the horizontal axis is labeled “Boiling liquid”; both axes are marked in percent from 0 to 100.

Vertical axis: Distillate
Horizontal axis: Boiling liquid

Submission history

Distillation of Acetic Acid Solutions