Journal of Environmental Treatment Techniques 2020, Volume 8, Issue 3, Pages: 1023-1028
1023
Sorption of Malachite Green from Aqueous Solution
using Typha australis Leaves as a Low Cost Sorbent
Abdoulaye Demba N’diaye
1,2 *
, Youssef Aoulad El Hadj Ali
3
, Ould El Moustapha Abdallahi
4
,
Mohamed Abdallahi Bollahi
1
, Mostafa Stitou
3
, Mohamed Kankou
2
and Driss Fahmi
3
1
Laboratoire de Chimie, Service de Toxicologie et de Contrôle de Qualité, Institut National de Recherches en Santé Publique,
Nouakchott, Mauritanie
2
Unité de Recherche Eau, Pollution et Environnement, Département de Chimie, Faculté des Sciences et Technique, Université de Nouakchott Al Aasriya,
Nouakchott, Mauritanie
3
Laboratoire de L’Eau, les Etudes et les Analyses Environnementales, Département de Chimie, Faculté des Sciences, Université Abdelmalek Essadi,
Tétouan, Maroc
4
Institut Supérieur d’Enseignement Technologique, Département des Sciences et Technologies des Aliments, Laboratoire de Biotechnologie Alimentaire,
Rosso, Mauritanie
Received: 12/06/2020 Accepted: 24/06/2020 Published: 20/09/2020
Abstract
Malachite Green (MG) is a carcinogenic and mutagenic dye which is harmful for human and animal cells; its discharge through
wastewater creates major environmental problems. For this reason, we have used Typha australis leaves, an abundant and available plant
along the Senegal River for removing MG from aqueous solution. The adsorption equilibrium isotherms of MG onto Typha australis leaves
as low cost sorbent were studied and modeled. In order to determine the best fit isotherm, the experimental data were fitted to the two-
parameter isotherms (Langmuir, Freundlich and Jovanovic) and three-parameter isotherms (Sips, Redlich Peterson and Toth) by nonlinear
method. The best fitting isotherm was found to be the Langmuir isotherm. The monolayer adsorption capacities were found to be 85.21 and
56.88 mg g
-1
at 21.4 and 31.4 °C, respectively. This homogeneity was also confirmed by the constants of Sips and RedlichPeterson isotherms.
The present study showed that the Typha australis leaves can be effectively used as low cost sorbent for the removal of the MG from its
aqueous solution.
Keywords: Malachite Green, Typha australis, Senegal River, Isotherms, Nonlinear
1 Introduction
1
Malachite Green (MG) is a cationic dye that has been used for
dyeing wool, silk, paper, leather and cotton as well as a biocide
and disinfectant [1-3]. It has become one of the most serious
environmental issues to treat MG dye-contaminated wastewater
because MG dye is toxic and create a serious hazard to the aquatic
system and human health [4].
Many treatment methods have been developed to remove MG
from aqueous solution. These include electrochemical
degradation [5], photo-degradation [6] and photocatalytic
degradation [7]. However, these processes are costly and cannot
effectively be used to treat the wide range of dye wastewater.
Adsorption is accepted as the most efficient technique for
removing pollutants from aqueous solution among many other
methods thanks to its characteristics such as simplicity of design,
high efficiency and economic feasibility [8]. However, the
adsorption of dyes onto activated carbons has attracted many
researchers, but its high cost inhibits its application on a large
Corresponding author: Abdoulaye Demba N’diaye, (a) Laboratoire de Chimie, Service de Toxicologie et de Contrôle de Qualité, Institut
National de Recherches en Santé Publique, Nouakchott, Mauritanie and (b) Unité de Recherche Eau, Pollution et Environnement,
Département de Chimie, Faculté des Sciences et Technique, Université de Nouakchott Al Aasriya, Nouakchott, Mauritanie. E-mail:
abdouldemba@yahoo.fr.
scale [9]. In this reason, researchers have concentrated on finding
alternative natural adsorbents to activated carbon. Natural
adsorbents are preferred for their biodegradable, non-toxic nature,
low commercial value and highly cost-effective nature. A number
of low cost adsorbents are reported in the literature. These include
Lignin [10], Humic acid [10], Prosopis cineraria [11],
organomineral sorbent-iron humate (Janos and Smıdova, 2005)
[12], de-oiled soya [13], citric acid modified rice straw [14], hen
feathers [15], palm ash [16], bottom ash [17], Rattan Sawdust
[18], natural zeolite [19], chlorella-based biomass [20], Sea Shell
powder [21], chemically modified rice husk [22], Castor bean
presscake [23], Cerastoderma lamarcki shell [24] and Annona
squmosa seed [25]. However, sorption potential of most of these
low cost sorbents is generally low.
The objective of our study were to investigate the potential of
using Typha australis leaves, an abundant and available plant
along the Senegal River as a low cost sorbent to remove MG from
aqueous solutions, to model the equilibrium of the process. The
Journal web link: http://www.jett.dormaj.com
J. Environ. Treat. Tech
ISSN: 2309-1185
Journal of Environmental Treatment Techniques 2020, Volume 8, Issue 3, Pages: 1023-1028
1024
retention capacity of MG onto the Typha australis leaves is
investigated with using the nonlinear two-parameter models
(Langmuir, Freundlich and Jovanovic) and three-parameter
models (Sips, Redlich-Peterson and Toth). So, the sorption
parameters obtained using the Typha australis leaves as low cost
sorbent will be compared with the ones presented in the literature.
2 Material and Methods
2.1 Preparation of adsorbate
The stock solution of MG was prepared by dissolving 1 g of
MG in 1 L of distilled water. All working solutions of desired
initial MG concentrations were prepared by diluting the stock
solution with distilled water. Other concentrations are prepared
by dilutions of the stock solution and used to develop the standard
curves using the Spectrophotometer UV1800 Ray Leigh.
2.2 Collection,
Preparation and Characterization of Typha
australis
Typha australis leaves were collected from the south of
Mauritania. The Typha australis leaves were washed thoroughly
with distilled water to remove dirt. The biomass was then air dried
for 3 days followed by drying in an oven at 105 °C for 24 h. The
dried biomass was ground, sieved to obtain particle sizes below
0.5 mm and stored in a dessicator before use [26]. The
physicochemical characteristics of the Typha australis leaf are
reported by [27]. The content of C, H, N, S and O of the Typha
Australis were measured by using an Element Analyzer CHNSO
Flash 2000 EA 1112.
The surface morphology of Typha australis
leaves
before and after adsorption of MG was observed using a
Scanning Electron Microscope (SEM).
2.3 Adsorption experiments
Batch adsorption studies were carried out by contacting 0.2 g
of Typha australis leaves with 100 mL of MG solution of known
initial dye concentration in flasks at a constant agitation speed of
150 rpm at two different solution temperatures 21.4 and 31.4 °C.
The contact was made for 24 h, which is more than sufficient time
to reach equilibrium [28]. After 24 h, the MG solutions were
separated from the adsorbent by centrifugation. The left out
concentration in the supernatant solution was analyzed using a
UV Spectrophotometer 1800 Ray Leigh. The adsorption uptake
at equilibrium time, q
e
, was expressed by equation (1):
m
VCC
q
ei
e
(1)
where q
e
is the amount of MG adsorbed by Typha australis leaves
adsorbent (mg g
-1
), C
i
is the initial liquid-phase concentrations of
MG (mg L
-1
), C
e
is the liquid-phase concentration of MG (mg L
-
1
), V is the solution volume (L) and m is the mass of Typha
australis leaves adsorbent used (g). All batch experiments were
conducted in triplicate and the mean values are reported.
2.4 Equilibrium adsorption isotherms
Two parameter models (Langmuir, Freundlich and
Jovanovic) and three parameter models (Sips, Redlich-Peterson
and Toth) are used to analyze the experimental adsorption data.
Applicability of these models to fit the experimental in predicting
the mechanism of adsorption is accomplished using solver Excel.
The relative parameters of each equation are obtained using Sum
of the Squares of the Errors (SSE) and the coefficient of
determination (R
2
) between the calculated and the experimental
data by nonlinear method. The SSE and R
2
values, by using the
Solver Excel, are determined respectively by following equations
(2) and (3):
SSE=
2
modexp
qq
(2)
2
exp mod
2
2
exp avr
q -q
R =100 1-
q -q




(3)
where q
exp
(mg g
-1
) is equilibrium capacity from the experimental
data, q
avr
(mg g
-1
) is equilibrium average capacity from the
experimental data and q
mod
(mg.g
-1
) is equilibrium from model.
So that R
2
≤ 100 – the closer the value is to 100, the more perfect
is the fit. Langmuir isotherm is valid for monolayer adsorption
onto a surface containing a finite number of identical sites [29].
The nonlinear Langmuir model can be expressed by non linear
equation (4):
eL
eLm
e
CK
CKq
q
1
(4)
where q
e
is the amount of MG adsorbed per unit mass of Typha
australis leaves (mg g
-1
), k
L
is the Langmuir constant related to
the adsorption capacity (L g
-1
), C
e
is the concentration of MG in
the solution at equilibrium (mg L
-1
), q
m
is the maximum uptake
per unit mass of Typha australis leaves (mg g
-1
). The factor of
separation of Langmuir, R
L
, which is an essential factor
characteristic of this isotherm is calculated by using the relation
(5):
)1(
1
0
Ck
R
L
L
(5)
where C
0
is the higher initial concentration of MG and k
L
is the
Langmuir constant related to the adsorption capacity (L g
-1
). The
parameters indicate the shape of the isotherm as follows: R
L
values indicate the type of isotherm. When R
L
= 1 adsorption is
linear; when 0 < R
L
< 1, it is favourable, when R
L
= 0, it is
irreversible, while to be unfavorable, while when R
L
> 1, it is
unfavorable. Freundlich model is commonly used to describe the
adsorption characteristics for a heterogeneous surface [29]. The
nonlinear representation of the Freundlich model is as in equation
(6):
n
eFe
CKq
/1
(6)
where K
F
(mg g
-1
) (L mg
-1
)
n
and 1/n are the Freundlich constants
related to adsorption capacity and sorption intensity, respectively.
Jovanovic adsorption isotherm is similar to that the Langmuir
model with the approximation of monolayer localized adsorption
without lateral interactions. The assumptions in this model are
same in the Langmuir model in addition with the possibility of the
some mechanical contacts between the adsorption and desorbing
Journal of Environmental Treatment Techniques 2020, Volume 8, Issue 3, Pages: 1023-1028
1025
model [29]. The nonlinear Jovanovic model can be expressed by
equation (7):
eJ
CK
me
eqq
1
(7)
where q
m
(mg g
-1
) and K
J
(L mg
-1
) are Jovanovic constants related
to the adsorption capacity and the rate of adsorption, respectively.
Sips isotherm is a combination of the Langmuir and Freundlich
isotherms, which represent systems for which one adsorbed
molecule could occupy more than one adsorption site [30]. The
nonlinear representation of the Sips model is as in equation (8):
)1(
S
S
n
eS
n
eS
me
CK
CK
qq
(8)
where q
m
the Sips maximum adsorption capacity (mg.g
-1
), K
S
the
Sips equilibrium constant (L mg
-1
) and n
S
the Sips model
exponent describing heterogeneity. RedlichPeterson isotherm
model combines elements from both the Langmuir and
Freundlich equation and the mechanism of adsorption is a hybrid
one and does not follow ideal monolayer adsorption. It is used as
a compromise to improve the fit by Langmuir or Freundlich [30].
The nonlinear representation of the RedlichPeterson model is as
in equation (9):
(9)
where K
RP
(L g
-1
) and α
RP
(L mol
-1
) are the Redlich-Peterson
isotherm constants, while n
RP
is the exponent, which lies between
0 and 1. Toth adsorption model is developed to describe the
heterogeneous adsorption systems which satisfy both low and
high end boundary of adsorbate concentration. This model is the
modified form of Langmuir isotherm with the intension of
rectifying the error between the experimental and predicted data
[31]. The nonlinear representation of the Toth model is as in
equation (10):
n
eT
e
me
C
C
qq
/1
1
(10)
where q
m
is the Toth maximum adsorption capacity (mg.g
-1
), α
T
is adsorptive potential constant (mg L
-1
) and n Toth’s
heterogeneity factor.
3 Results and Discussion
3.1 Characterization of Typha australis leaves
The outcome of the ultimate elemental analysis of Typha
australis leaves indicates that oxygen (49.04 %) and carbon
(43.93 %) are the major constituents of Typha australis leaves
along with the quantifiable amount of hydrogen (5.87 %),
nitrogen (0.88 %) and Sulfur (0.28 %). The surface morphology
of Typha australis leaves adsorbent was evaluated according to
the SEM images obtained in Figure 1. There is a change in surface
morphology of the Typha australis leaves before (Figure 1(a)) and
after the adsorption (Figure
1(b)) of MG.
(a)
(b)
Figure 1: Typical SEM micrograph of Typha australis leaves particle
(100 magnification): (a) before MG adsorption and (b) after MG
adsorption.
According to Figure 1(a), the Typha australis leaves before
MG adsorption possesses uneven and irregular surface with
considerable layers of rough heterogeneous pores which offers
high possibility for dye molecules to be adsorbed [32]. Thus, the
SEM image of Typha australis leaves after MG adsorption in
Figure 1(b) reveals smoother surface features with apparent
reduced pore structures, indicating the uptake and entrapment of
MG molecules by the accessible pore vicinities of the Typha
australis leaves surface. Figure 1(b) proves the engagement of
MG onto Typha australis leaves and this may be related to the
presence of carboxylic and hydroxyl groups within Typha
australis leaves, as evidenced by the FTIR spectral reported by
[27], which act as active sites for the adsorption of MG molecules.
3.2 Adsorption isotherm studies
The adsorption isotherm gives an idea of the equilibrium
behavior of an MGTypha australis leaves system. Figures 2 and
3 shows the experimental equilibrium data and the predicted
theorical isotherms for the sorption of MG onto Typha australis
leaves. The isotherm parameters, obtained using nonlinear
method, are given in Table 1 for 21.4 and 31.4 °C. The values of
1/n, K
L
and R
L
are in between zero and one, indicating that the
sorption of MG onto Typha australis leaves sorbent is favorable.
The values of R
2
are compared, Langmuir isotherm are shown to
have higher values than Freundlich and Jovanovic isotherms.
Journal of Environmental Treatment Techniques 2020, Volume 8, Issue 3, Pages: 1023-1028
1026
0
5
10
15
20
25
30
35
40
45
50
0 2 4 6 8 10
q
e
(mg g
-1
)
C
e
(mg L
-1
)
Experimental data
Langmuir
Freundlich
Jovanovic
Figure 2: Langmuir, Freundlich and Jovanovic non linear for Typha
australis leaves at 21.4 °C
Figure 3: Langmuir, Freundlich and Jovanovic non linear for Typha
australis leaves at 31.4 °C
Table 1: Two- parameter isotherm models for MG retention on the
Typha australis leaves
Models
Parameters
21.4 °C
31.4 °C
Langmuir
q
m
85.21
56.88
K
L
0.12
0.38
R
L
0.077
0.026
SSE
2.34
3.71
R
2
(%)
99.85
99.76
Freundlich
1/n
0.67
0.48
K
F
10.58
15.77
SSE
9.57
25
R
2
(%)
99.39
98.41
Jovanovic
q
m
56.38
44.69
K
J
0.176
0.395
SSE
3.04
13.94
R
2
(%)
99.81
99.11
The lowest SSE values further confirmed the suitability of
Langmuir model in describing the equilibrium data, suggesting
the existence of monolayer adsorption of MG onto Typha
australis leaves. This result is consistent with the literature where
it is reported that the adsorption of MG using various adsorbents
is well represented by Langmuir isotherm model [33-38].
The parameters for Sips, RedlichPeterson and Toth
isotherms, obtained using nonlinear method, at 21.4 and 31.4 °C
are given in Table 2. The resulting curves of Sips, Redlich
Peterson and Toth parameters are compared to the experimental
data at Typha australis leaves sorbent for MG removal in Figures
4 and 5. According to table 2, the results show that the
experimental equilibrium data were best represented by the Sips,
isotherm (R
2
99.76). The maximum adsorption capacities
predicted by the Sips and Toth isotherms were lower than the
Langmuir isotherm. Worth mentioning the maximum adsorption
capacities obtained by Sips model, where q
m
was equal to 31.72
and 20.75 mg g
-1
at 21.4 and 31.4 °C, respectively. Values
attained for Typha australis leaves are inferior to that reported by
[38] for MG removal leaves of Typha angustifolia where q
m
equal
to 95.78, 83.53 and 83.07 mg g
-1
at 25, 35 and 45 °C, respectively.
0
5
10
15
20
25
30
35
40
45
50
0 2 4 6 8 10
q
e
(mg g
-1
)
C
e
(mg L
-1
)
Experimental data
Sips
Redlich-Peterson
Toth
Figure 4: Sips, Redlich Peterson and Toth non linear for Typha
australis leaves at 21.4 °C
0
5
10
15
20
25
30
35
40
45
50
0 2 4 6 8 10
q
e
(mg g
-1
)
C
e
(mg L
-1
)
Experimental data
Sips
Redlich-Peterson
Toth
Figure 5: Sips, Redlich Peterson and Toth non linear for Typha
australis leaves at 31.4 °C
Table 2: Three- parameter isotherm models for MG retention on the
Typha australis leaves
Models
Parameters
21.4 °C
31.4 °C
Sips
q
m
31.72
20.75
K
S
0.55
1.79
n
S
1.27
1.48
SSE
2.17
1.06
2
R )%(
99.87
99.94
Redlich-Peterson
K
RP
10.88
25.27
α
RP
0.14
0.59
n
RP
0.96
0.89
SSE
2.32
2.36
2
R)%(
99.85
99.85
Toth
q
m
1.33
1.94
α
T
0.124
0.379
n
T
0.125
0.091
SSE
2.34
3.70
2
R)%(
99.85
99.76
The Sips and RedlichPeterson isotherm constants (n
S
and
n
RP
) is nearly 1, this means that the equilibrium isotherm behaves
as Langmuir, not as Freundlich isotherm. So, the application of
the Langmuir, Sips and Redlich- Peterson isotherms showed that
there was effective monolayer sorption and a homogeneous
distribution of active sites on the surface of the Typha australis
leaves sorbent. The monolayer adsorption capacities were found
to be 85.21 and 56.88 mg g
-1
at 21.4 and 31.4 °C, respectively.
These results are comparable with those reported in the literature
using other raw sorbents such as pineapple leaf powder [39],
0
5
10
15
20
25
30
35
40
45
50
0 2 4 6 8 10
q
e
(mg g
-1
)
C
e
(mg L
-1
)
Experimental data
Langmuir
Freundlich
Jovanovic
0
5
10
15
20
25
30
35
40
45
50
02 46 8 10
q
e
(mg g
-1
)
C
e
(mg L
-1
)
Experimental data
Sips
Redlich-Peterson
Journal of Environmental Treatment Techniques 2020, Volume 8, Issue 3, Pages: 1023-1028
1027
degreased coffee bean [40], Bivalve shell-Zea mays L husk leaf
[41], Chitosan beads [42] and dead leaves of plane tree [43]. A
comparison of q
m
for MG dye using different sorbents which are
previously reported, was performed and presented in Table 3. It
was noted that Typha australis leaves had better sorption capacity
in comparison to other sorbents listed here.
Table 3: Summary of previously published results for the removal of
MG dye from aqueous medium
Adsorbents
q
m
(mg g
-1
)
References
Lignin
31.2
[ 10]
Humic acid
6.4
Rattan sawdust
22.4
[ 18]
Zeolite at 25 °C
23.94
[19]
Zeolite at 35 °C
25.14
Chlorella biomass
18.4
[20]
Sea Shell powder
42
[21]
Activated Rice Husk
12
[ 22]
Castor bean presscake
37
[23]
Cerastoderma lamarcki shell
36
[24]
Annona squmosa seed
26
[25]
Diatomite at 25 °C
23.64
[37]
Diatomite at 35 °C
24.88
Diatomite at 45 °C
27.10
Typha australis at 21.4 °C
85.21
This study
Typha australis at 31.4 °C
56.88
This study
This, for instance, allows us to legitimately say that the Typha
australis leaves is a better sorbent for the removal of MG. Typha
australis leaves has a good sorption capacity and could be a
reliable sorbent for the removal of MG.
4 Conclusions
The removal of MG dye using Typha australis leaves as
sorbent was systematically investigated at 21.4 and 31.4 °C. The
best fitting isotherm was found to be the Langmuir isotherm. The
monolayer adsorption capacities were found to be 85.21 and
56.88 mg g
-1
at 21.4 and 31.4 °C, respectively. This homogeneity
was also confirmed by the constant of Sips isotherm. The findings
from this study demonstrated that the use of Typha australis
leaves as an alternative low cost sorbent for the removal MG from
colored effluents is feasible. For future studies, the usability of
Typha australis for dyes removal from real wastewater will be
tested and as comparison, a fixed bed column will be employed
to investigate the effect of reactor design.
Acknowledgment
The authors wish to thank Dr Med Abderrahmany Senhoury
from Materials Chemistry Research Unit, Department of
Chemistry, Faculté des Sciences et Technique, Université de
Nouakchott Al Aasriya, Mauritania, for SEM analysis.
Competing interests
The authors declare that there is no conflict of interest that
would prejudice the impartiality of this scientific work.
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