Simulation of Formaldehyde Production Process
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Transcript of Simulation of Formaldehyde Production Process
Simulation of Formaldehyde Production ProcessRuhul Amin, Nazibul Islam, Rezwanul Islam, Yusuf Imtiaz, Saeed M., Unaiza M.
Department of Chemical EngineeringBangladesh University of Engineering and Technology, Dhaka-1000, Bangladesh
Abstract
Formaldehyde plays a major role in the synthesis of many important compounds. Worldwide production
of formaldehyde is growing day bay day. There are various industrial processes for the production of
formaldehyde. This article starts with an overview of formaldehyde and the history of formaldehyde
production. Subsequently, production of formaldehyde using silver catalyst is simulated with the help of
Aspen Hysys 7.1. Important parameters such as temperature profile, pressure profile, fluid properties etc
were investigated with this simulation process. The effect of temperature in the reaction was also
examined. The simulation process validated that for maximum conversion to take place, the reaction must
occur in 550C. Finally, 74% formaldehyde was obtained as product.
Key Words: Formaldehyde, Oxidation-dehydrogenation, NRTL, Simulation
1. Introduction
Formaldehyde was discovered in 1859 by a
Russian chemist named Aleksandr Butlerov.
However it was in 1869, that German chemist
August Hofmann developed a practical method
to synthesis formaldehyde from methanol. [1] It is
a colorless gas with a distinctive pungent order.
It is highly flammable with a flashpoint of 500C;
the heat of combustion is 134.1kcal/mol or
4.47kcal/g.[2] Formaldehyde is soluble in a
variety of solvents and is miscible in water. [2, 3]
Formaldehyde is a key chemical component in
many manufacturing processes. It is used as a
building block for the synthesis of more
complex compounds and materials. [4] In
approximate order of decreasing consumption,
products generated from formaldehyde include
urea formaldehyde resin, melamine resin, phenol
formaldehyde resin,poly-oxy-methylene plastics,
1,4-butane-di-ol, and methylene-di-phenyl-di-
iso-cyanate.[5] In biomedical industry,
formaldehyde is used in vaccines, medicines,
plastics and in x-ray machines. The phenolic
molding resins produced from formaldehyde are
used in appliances, electrical control, telephone
and wiring devices. [6] In the automotive and
building industries, formaldehyde-based acetal
resins are used in the electrical system,
transmission, engine block, door panels and
break shoes. [7]
The total annual formaldehyde capacity in 1998
was estimated by 11.3 billion pounds. Since then
and the production capacity around the globe is
1
expanding exponentially reaching a world’s
production of 32.5 million metric tons by 2012. [7, 8] There are two main routes for formaldehyde
production: oxidation-dehydrogenation using a
silver catalyst involving both the complete or
incomplete conversion of methanol; and the
direct oxidation of methanol to formaldehyde
using metal oxide catalysts. [9, 10] In the
oxidation-dehydrogenation route, vaporized
methanol with air is passed over a thin bed of
silver-crystal catalyst at about 6500C.
Formaldehyde is formed by the de-
hydrogenation of methanol. [11, 12] The other route
involves the oxidation of methanol over a
catalyst of molybdenum and iron at 3500C. [13]
This article deals with the detailed study of the
simulation of formaldehyde production from
methanol. Simulation has been done with the
help of Aspen Hysys v7.2. Although simulation
does not give the real world performance or the
real life production environment but if the basic
process is known and related data are available,
it is the best way by which an individual can get
ideas of an industrial process without conducting
any experiment.
2. Methodology
The process of producing formaldehyde from
methanol is simulated in Simulation software
Aspen Hyssy 7.1. Aspen Hysys is a simulation-
software which comes along with excellent
reference & tutorial manuals for simulating a
process. Hysys does not wait until entering
every process condition before beginning
calculation. It calculates as much as it can at all
time and results are always available, even
during calculation. Any changes that one makes
to the data are automatically propagated
throughout the program to anywhere that entry
appears and all necessary recalculations are
instantly carried out. It tends to be a lot easier to
catch errors as one gradually converge the
process simulation.
The Fluid package used in this simulation is
NRTL. The non-random two-liquid model is
known as NRTL equation in short[14]. NRTL is
an activity coefficient model that correlates
the activity coefficients of a compound i with
its mole fractions in the liquid phase concerned.
The concept of NRTL is based on the hypothesis
of Wilson that the local concentration around a
molecule is different from the bulk
concentration. This difference is due to a
difference between the interaction energy of the
central molecule with the molecules of its own
kind Uii and that with the molecules of the other
kind Uij. The energy difference also introduces a
non-randomness at the local molecular level.
The NRTL model belongs to the so-called local-
composition models. Other models of this type
are the Wilson model, the UNIQUAC model,
and the group contribution model UNIFAC.
These local-composition models are not
thermodynamically consistent due to the
assumption that the local composition around
molecule i is independent of the local
composition around molecule j. This assumption
2
is not true, as was shown by Flemmer in
1976[15, 16].
2.1 Process Description
Formaldehyde results from the exothermic
oxidation and endothermic hydrogenation of
methanol. These two reactions occur
simultaneously in commercial units in a
balanced reaction, called auto thermal because
the oxidative reaction furnishes the heat to cause
the dehydrogenation to take place. About 50 to
60 percent of the formaldehyde is formed by the
exothermic reaction. The oxidation requires
1.6m3 of air per kilogram of methanol reacted, a
ratio that is maintained when passing separate
streams of these two materials forward. Fresh &
recycled methanol are vaporized, superheated
and passed into the methanol-air mixer.
Atmospheric air is purified, compressed and pre-
heated to 540C in a finned heat exchanger. The
products leave the converter at 620oC and at 34
to 69 KPa absolute. The converter is a small
water-jacketed vessel containing the silver-
catalyst. About 65 percent of the methanol is
converted per pass. The reactor effluent contains
about 25% formaldehyde, which is absorbed
with the excess methanol and piped to the make
tank. The latter feeds the methanol column for
separation of recycle methanol overhead, the
bottom stream containing the formaldehyde and
a few percent methanol. The water intake adjusts
the formaldehyde to 37% strength (marketed as
formalin). The yield from the reaction is 85 to
90 percent. The catalyst is easily poisoned so
stainless-steel equipment must be used to protect
the catalyst from metal contamination.
2.2 Simplified Block Diagram
Figure 1: Block diagram of the total process
2.3 Set Stoichiometry and Rate of
Reaction
3
As mentioned earlier, Formaldehyde results
from the exothermic oxidation and endothermic
de-hydrogenation of methanol.
CH3OH + 1/2 O2 CH2O + H2O; H = -156 KJ
CH3OH CH2O + H2; H = +85 KJ
So the stoichimetry for Methanol in the 1st and
2nd reaction would be -1
For Formaldehyde it would be +1 for the both
reactions.
For Oxygen it would be -0.5 in the 1st reaction
And for water and Hydrogen it would be +1 for
the 1st and 2nd reaction respectively.
The rate of reaction for the first reaction will be:
−r m1 [
molegcatalysthr
]= k 1 pm1+k 2 pm
Where,
lnk 1=12.50−8774T
And
lnk 2=−17.29+7439T
The rate of reaction for the second reaction will be:
rm2[
molegcatalysthr
]= K 1√ pm1+K 2√ pm
Where,
lnK 1=16.9−12500T
And
lnK 2=25.0−15724T
For all the equations, T is in Kelvin. [8]
2.4 The Simulation Environment
1. First Methanol and feed air are delivered
to a mixer and later preheated to 55⁰ C
and delivered to the reactor.
2. In the first step of the reaction, methanol
reacts with oxygen to give formaldehyde
and water
3. In the 2nd stage some of the methanol
breaks up to formaldehyde and
hydrogen.
4. The vapor from the reactor outlet is
cooled to 10⁰ C and delivered to a
separator.
5. The Hydrogen is separated from the
mixture.
6. The remaining mixture is heated to 100⁰ C and fed to the distillation column.
7. From the distillation column, we get the
liquid product of 83.2% formaldehyde
and a vapor product of 44.1%
formaldehyde.
8. The vapor product is heated to 35⁰ C
and delivered to a storage tank.
4
2.5 Importance of Temperature in
the Simulation
The heated feed that is delivered to the
first reactor is heated to a temperature of
55° C by delivering the feed to a heater.
It is heated to 55° C because this is the
optimum temperature of reactor inlet.
The final top product from the
distillation column is delivered to a
heater before it is stored in the storage
tank. The outlet from the heater is
heated to a temperature between 35-45°
C. At temperatures below 35° C, the
product forms formaldehyde polymer
which is not desired. Storage at
temperatures between 35-45° C further
inhibits the formation of formaldehyde
polymers[2].
3. Results and Discussions
Final composition of Formaldehyde obtained is
74.8%.
Different parameters of the distillation column are shown in different graphs below-
3.1 Temperature Profile of Distillation
Column
Figure 2: Graphical representation of
Temperature vs Tray position from top
From figure 2 we can see that the condenser
temperature is around -2500C. The
temperature rises rapidly from the condenser
and reaches near 1000C at stage 2 that is first
tray after the condenser. From tray 2, the
temperature rise is linear and is around
1100C in the reboiler.
5
0 2 4 6 8 10 12 14 16
-300-250-200-150-100
-500
50100150
Number of Tray
Tem
pera
ture
3.2 Pressure profile of Distillation column
Figure 3: Graphical representation of
Temperature vs Tray position from top
From this graph we can visualize the pressure
profile of the distillation column. Here we see
that the pressure profile is almost linear. The
linear equation for this curve is,
Y=0.6081X+10.551
With, R2= 0.9946
3.3 Light Liquid Composition
Figure 4: Graphical representation of light liquid (mole fraction) vs Tray position from top
Here, we see that there is a slight rise of mole
fraction of the light liquid from condenser to
tray 1. After that up to tray 7 this value remains
somewhat constant. From tray 7, which is the
feed tray we again see a perfect linear increase
in light liquid mole fraction right up to the
reboiler.
3.4 Flow rate vs. Tray Position
Figure 5: Graphical representation of flow vs
Tray position from top
In the case of molar flow, we see that the
vapor flow starts from zero at tray 1 and
increases rapidly up to tray 3. From tray 3
this increase in flow is much sluggish. For
the liquid however, there are rapid increases
in flow from reboiler to tray 1 and also in
tray 7 which is the feed tray. In between
these rapid increases, the flow is somewhat
constant. Finally there is a drastic drop in
the flow of liquid at the reboiler.
6
-1 1 3 5 7 9 11 1302468
101214161820
Number of Tray
Pres
sure
(psia
)
0 2 4 6 8 10 12 14 161000
10000001000000000
10000000000001000000000000000
1E+0181E+0211E+0241E+0271E+030
Light
liqu
id
Tray Number
0 2 4 6 8 10 12 14 160.00E+00
1.00E+03
2.00E+03
3.00E+03
4.00E+03
5.00E+03
6.00E+03
7.00E+03
8.00E+03
Tray position
Net
mol
ar fl
ow(lb
mol
e/hr
)
Liquid
Vapor
3.5 Light Liquid Composition vs. Tray
Position
Figure 6: Graphical representation of composition (light liquid) vs Tray position from
top
For the light liquid, we see that water
composition is higher than Formaldehyde in the
condenser. But from the condenser a gradual
increase in Formaldehyde composition takes
place right up to the reboiler. Evidently the
water composition decreases from the condenser
to reboiler.
3.6 Heavy Liquid Compositon vs. Tray Position
Figure 7: Graphical representation of composition (vapor) vs Tray Position from top
Here we also see that starting from zero in the
condenser; the composition of formaldehyde
gradually increases. In the case of water, the
composition reaches its maximum at tray 2 and
from there it gradually decreases.
3.7 K-values vs tray position
Figure 8: Graphical representation of k-values
vs Tray position from top
In the case of k-values (Distribution Co-
efficient), we see that the distribution co-
efficient of hydrogen (present in the feed)
7
0 2 4 6 8 10 12 14 160
0.1
0.2
0.3
0.4
0.5
0.6
0.7
0.8
Tray Position
Mol
e Fr
actio
n
Formaldehyde(Light)
H2O(Light) 0 2 4 6 8 10 12 14 160
0.1
0.2
0.3
0.4
0.5
0.6
0.7
0.8
Mol
e Fr
ac-
tion
Tray Posi-tion
H2O
0 2 4 6 8 10 12 14 161.00E-671.00E-591.00E-511.00E-431.00E-351.00E-271.00E-191.00E-111.00E-031.00E+05
Tray position
K V
alue
Water
Hydrogen
Formaldehyde
remains constant with respect to water and
formaldehyde. The k-values for the letter two
increase dramatically up to tray 2 from where
they decrease a little and remain perfectly
constant.
3.8 Transports Properties of the
Distillation Column
0 2 4 6 8 10 12 14 160
20
40
60
80
100
120
Colu
mn
Prop
ertie
s
Tray Po-sition
Surface Tension
Molecular weight
Heat capacity
Figure 9: Graphical representation of column
properties vs tray position from top
If we analyze the properties of the light liquid in
the distillation column, we find that the surface
tension decreases dramatically from condenser
to tray 2 and from there, this decrease in surface
tension is gradual.
The molecular weight increases linearly with the
equation:
Y=0.2622X+23.182
And, R2=0.9981
The heat capacity increases with the linear
equation:
Y=0.0643X+3.698
And, R2=0.8865
3.9 Effect of Temperature on Feed
Figure 10: Graphical representation of heated
flow vs temperature of heated feed
In case of the heated feed, the heat flow keeps
increasing with the increase of temperature of
the heated feed. After 45° C the heat flow does
not increase too much with the change in
temperature and becomes constant. So the
heated feed is heated to a temperature of 55° C.
4. Conclusion
The simulation developed by AspenHYSYS is
useful to understand the detailed environment of
the production process of formaldehyde. The
tray-by-tray characteristics of the distillation
column can be visualized using simulation.
8
20 25 30 35 40 45 50 55 60
-1.40E+08
-1.35E+08
-1.30E+08
-1.25E+08
-1.20E+08
-1.15E+08
Temperature of heated feed (°C)
Heat
flow
(kJ/
h)
Similarly the products of the reactors can be
anticipated. Thus using this simulation, one can
easily calculate the material and energy feed
required for the production of any specific
amount of product. This in turn will help to
calculate the cost required to operate a
formaldehyde production plant.
References
1. CECIL H. , Frank B., JOHN W., PETER P. Formaldehyde Fixation The Journal of Histochemistry and Cytochemistry 1985. 33(8): p. 845-853.
2. Inc. S.A., Formaldehyde, Material Safety Data Sheet version 1.10. 2007: Missouri, USA.
3. NCDOL, A Guide to Formaldehyde. North Carolina Dept. of Labor: 1101 Mail Service Center Raleigh, NC 27699-1101.
4. Robert C., CRC Handbook of Chemistry and Physics 62 ed. 1981.
5. Jacqueline I., Seidel A., Encyclopedia of Chemical Technology. 1997, John Wiley and Sons.
6. Natz B., FORMALDEHYDE: FACTS AND BACKGROUND INFORMATION. 2007: Arlington.
7. Bizzari S.N., Formaldehyde. Chemical Industries Newletter 2007.
8. Sanhoob M A., Sulami A., Shehri F., Rasheedi S., Production of Formaldehyde from Methanol Integrated Final Report. 2012, KFUPM.
9. Austin T.G., Shreve's Chemical Process Industries. 5th ed. Chemical Engineering Seris. 1984, United States: McGraw-Hill Book Company.
10. Perry R.H., Green D.W., Perry’s chemical engineers’ Handbook. 7th ed. 1997: McGraw-Hill.
11. Dryden.C.E., Outlines of Chemical Technology for 21st Century. 1997, New York press.
12. Ketta Mc., Encyclopedia of Chemical Technology,. 1997.
13. Mccabe W. L., Smith J.C., Harriot P., Unit Operations in Chemical Engineering. 6th ed. 2001: McGraw Hill.
14. Renon H. Prausnitz J. M., Local Compositions in Thermodynamic Excess Functions for Liquid Mixtures. AIChE Journal, 1968. 14(1): p. 135-144.
15. Flemmer, Collection of Czechoslovak Chemical Communications. 1976. p. 3347.
16. McDermott C.M., Fluid Phase Equilibrium 1ed. Vol. 33. 1977.
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