Bios or Ption
Bios or Ption
CHARACTERIZATION OF FLUORIDE
BIOSORPTION USING DEAD MICROBIAL
BIOMASS
A PROJECT REPORT
Submitted by
BACHELOR OF TECHNOLOGY
in
BIOTECHNOLOGY
DEPARTMENT OF BIOTECHNOLOGY
MEPCO SCHLENK ENGINEERING COLLEGE, SIVAKASI
(An Autonomous Institution affiliated to Anna University Chennai)
May 2022
ii
BONAFIDE CERTIFICATE
GLADYS, Ms. G. RAMAPRIYA, who carried out the research under my supervision.
Certified further, that to the best of my knowledge the work reported herein does not form
part of any other project report or dissertation on the basis of which a degree or award was
Abstract
Excessive fluoride consumption (> 2.0 ppm) results in a condition called fluorosis resulting
in staining of teeth or weakening of bones. Thus, it is critical to concentrate on
defluoridation of water. Adsorption has been a conventional method of fluoride biosorption
in aqueous solution. Adsorption is advantageous over other conventional methods like
filtration and membrane separation because of its cost effectiveness and low sludge
formation. Biosorbents are cost-effective, easily obtainable, and ecologically sustainable
sources of adsorbents. In this study, aqueous solution containing fluoride is treated with
dead bacterial biomass. Effect of process conditions like initial fluoride concentration,
biomass dosage, pH, temperature, and contact time were studied one factor at a time. The
process conditions were statistically optimized for fluoride biosorption using Central
Composite Design (CCD) with 30 experiments with 6 center points. The maximum
fluoride biosorption of 95% was observed after 8 hours of biosorption with 20 ppm initial
fluoride concentration, 400 mg L -1 of biomass dosage, at temperature 45℃ and at pH 4.
Biosorption kinetic studies revealed that fluoride biosorption followed a pseudo second-
order kinetics and adsorption isotherm was best described by Freundlich isotherm. The
biosorption efficiency of immobilized biosorbent was also studied using column approach
and a maximum fluoride biosorption of 67% was obtained. Biosorbent was characterized
using Scanning Electron Microscopy (SEM), Fourier Transform Infra-Red Spectroscopy
(FTIR), and Energy Dispersive X-Ray spectroscopy (EDX). This study suggests that dead
bacterial biomass could serve as a potential biosorbent for fluoride biosorption.
ACKNOWLEDGEMENT
First and foremost, we thank God Almighty for showering his blessing in all our
endeavors. We would like to thank Dr. S. Arivazhagan, Principal, Mepco Schlenk
Engineering College, Sivakasi for granting us with the opportunity to carry out our project
in this esteemed institution.
We are extremely indebted to DR. M. L. Stephen Raj, Senior professor and Head of the
Department, Mepco Schlenk Engineering College, Sivakasi, for his valuable suggestions
and support during the course of our research work.
We are extremely indebted and wish to record our deep sense of gratitude and profound
thanks to our research supervisor Mrs. M. Sivasankari, Assistant professor, Department of
Biotechnology, Mepco Schlenk Engineering College, Sivakasi, for her keen interest, inspir-
ing guidance, constant encouragement with our work during all stages, to bring this thesis
into fruition and also for being a constant pillar of support in number of ways throughout
this period.
We owe our thanks to Mrs. A. Arul Jayanthi, Mr. M. Sankar, Staff members,
Technicians, and all friends, who had supported us throughout our project work.
Finally, we extend our indebtedness towards our beloved parents for their support which
made this project a successful one.
S. JAYASREE
V. MARY GLADYS
G. RAMAPRIYA
v
TABLE OF CONTENTS
CONTENTS PAGE NO
Bonafide certificate ii
Abstract iii
Acknowledgement iv
List of figures x
CHAPTER 1 INTRODUCTION
1.1 CHEMICAL NATURE OF FLUORINE 1
1.2 FLUORIDE SOURCES
1.2.1 Natural sources 2
1.2.2 Anthropogenic sources 2
1.3 FLUORINE ADSORPTION IN HUMAN BODY 3
1.4 ADVANTAGES OF FLUORINE INTAKE 3
1.5 HEALTH IMPACTS OF CONSUMING 4
FLUORINATED WATER
1.6 REMOVAL OF FLUORIDE IN DRINKING WATER 4
CHAPTER 5 CONCLUSION 46
CHAPTER 6 REFERENCE 47
viii
LIST OF TABLES
4.6.4 The actual and predicted values of RSM model for fluoride 37
biosorption
x
LIST OF FIGURES
LIST OF EQUATIONS
℃ Degree Celsius
g gram
ml milli litre
nm nano meter
cm centimeter
psi pounds per square inch
rpm rotation per minute
M Molar
kV kilovolt
1
CHAPTER 1
INTRODUCTION
Fluorine is widely distributed in nature and it is the 13th most abundant element on the
planet (Mason & Moore, 1982). Fluoride is the most electronegative of other chemical
elements. Therefore, it combines with other elements and does not occur in the
elemental state (Ponikvar, 2008). It is the lightest halogen and can exist as a diatomic
gas. Fluorine is distributed universally in soils, plants and animals including humans.
It is an essential element in humans for the formation of tooth enamel but when it
exceeds the permissible limit it is harmful to humans (World Health Organization and
Safety, 1996). Fluorine is considered as one of the significant ground water
contaminants and consuming fluorine contaminated water can cause both long-term
and short-term effects on human health. So, developing a highly efficient and cost-
effective technique for fluorine removal in drinking water is a serious concern in the
society and it has an impact on the overall development in growing nations.
Fluorine is an element of the halogen group which is placed at VIIA in the periodic
table. Fluorine exists as yellow green pungent gas with the atomic number 9 and with
the molecular weight of 18.999 g/mol. It is univalent and the stereochemistry of
fluorine resembles that of OH because of their similarity in ionic radii (O’Donnell,
1975). It is the most electronegative element in the periodic table (Kapp, 2005) and the
inorganic form of fluorine can either exists freely or it is bound to the mineral matrix.
Fluorine has an electronic configuration, 1s2 2s2 2p5. It needs to gain only one electron
2
in its outer shell to attain the stable electronic configuration. This property of fluorine
makes it a highly electronegative species. The high reactivity of fluorine results from
its high electronegativity, low dissociation energy and greater bond strength of the
compounds it forms. So, fluorine generally exists in combined form with other
elements.
In the developing countries the native fluoride content in the soil is widely affected by
the application of fertilizers and from industrial pollutants. The fluorine content in the
soil is enriched from different sources and the main sources include coal burning, oil
refining, steel production, chemical production, clay production, Aluminum smelting,
glass and enamel manufacture, brick and ceramic manufacturing, distribution of
fluoride-containing fertilizers and pesticides, wastes from sewage and sludges,
production of uranium hexafluoride (UF6 ) and uranium trifluoride (UF3 ) from the
nuclear industry. Phosphatic fertilizers are the most important sources of fluoride
contamination to agricultural lands and it may elevate the soil fluoride content by 5-
3
10 ppm (Fuge & Andrews, 1988) ( Reimann & Caritat, 2011). The main source of
fluorine contamination in water is from the industries and leaching from the minerals.
In human the main route of fluoride adsorption is via the gastrointestinal tract. Fluoride
ions are released from the soluble compounds such as sodium fluoride, hydrogen
fluoride, fluor silicic acid and sodium mono-fluorophosphate are completely absorbed
by passive diffusion. Fluoride is released into the blood stream by absorption from
both stomach and intestine. It is absorbed in the form of weak acid hydrogen fluoride
(HF), which employs that the fluoride in the acidic environment of the stomach lumen
is readily converted into HF (Whitford & Pashley, 1984). Once, it is adsorbed into the
blood circulation fluorine highly retains in the Ca rich areas like bones and teeth.
Studies suggest that the sufficient intake of fluorine can prevent tooth decay and helps
in the strengthening of bones. Fluorine protects the tooth decay by remineralization
and demineralization (World Health Organization and Safety, 1996). Less than 1.5
ppm of fluorine in drinking water has benefits such as
At trace amount, fluoride is beneficial for the maintenance of healthy bones and teeth
in humans (Boldaji et al., 2009). The deficiency of fluoride causes development of
dental carries, lack of enamel formation and bone fragility (Ayenew, 2008). However
excessive intake of fluoride through drinking water influences the metabolism of Ca
and P in human body (Kumar et al., 2008). This results in hyperparathyroidism which
increases the secretion of thyroid hormones. It causes depletion of Ca in bones and
excess concentration of Ca in blood and it leads to health problems such as dental and
skeletal fluorosis, neurological damage, thyroid disorder, Alzheimer’s disease,
infertility as well as liver and kidney damages (Nigri et al., 2017). Dental fluorosis is
characterized by the appearance of yellowish stains on the tooth and this may occur
when a developing tooth is exposed to high concentration of fluoride. Skeletal
fluorosis results in weakening of bones and malformation of skeleton. In this case, the
bones will become hardened and less elastic increasing the risk of bone fracture.
Fluoride contamination in water mainly happens through industrial effluents with high
fluoride concentration from semiconductors manufacturing, electroplating, glass and
5
ceramic production, aluminum smelters and coal fired power plants (Bhatnagar et al.,
2011). It is also released into the water naturally by weathering of fluoride containing
rocks (Ma et al., 2017). So, technologies such as nanofiltration (Jadhav et al., 2016),
membrane separation (Ndiaye et al., 2005), electro-coagulation (Sandoval et al.,
2014), reverse osmosis (Colla et al., 2016), adsorption (Ali, 2014), ion exchange
process (Markovski et al., 2017), chemical coagulation and precipitation (He et al.,
2015) etc. have been adapted for defluorination of water. However, there are various
disadvantages such as high cost, energy consumption and production of secondary
contaminants after treatment in these methods (Gentili & Fick, 2017). Among these
techniques, adsorption has many advantages in water treatment because of its cost
effectiveness, regeneration of adsorbents, easy implementation, and maintenance
(Chen et al., 2010).
There is a need for development of potential biosorbents because they are naturally
abundant, and they have less harmful effects on environment. Biosorbents can be
prepared either from plant and animal sources (Das et al., 2014) (Kanaujia et al., 2015)
or microbial sources such as bacteria, fungi, algae (Gupta & Rastogi, 2008)
(Vijayaraghavan & Yun, 2008) (Wang & Chen, 2006). So, in this study bacterial
isolates from fluorine contaminated region are used as the source for preparation of
biosorbents. The present study focusses on optimizing the process parameters such as
initial fluoride concentration, biosorbent dosage, contact time, pH and temperature for
effective fluoride removal. Batch and column mode of study was performed for
fluoride removal. In addition to that adsorption kinetics and isotherms was constructed
for studying the fluoride biosorption. Finally, the biosorbent was characterized using
FTIR, SEM and EDX analysis.
6
CHAPTER 2
REVIEW OF LITERATURE
Precipitation Adsorption
2.2 ADSORPTION
Adsorption is a surface phenomenon which causes the transfer of molecules from the
bulk fluid to the solid surface. Compared with other methods, adsorption is a cheap
and reusable method. Generally, there are two types of adsorptions which is physical
adsorption and chemical adsorption. Physical adsorption is caused by intermolecular
forces like van der Waals and the adsorption is weak. Chemical adsorption is caused
by the formation of chemical bonds and it is more stable and firmer than physical
adsorption (Artioli, 2008). Generally, in adsorption chemical adsorption and physical
adsorption takes place simultaneously.
2.2.1 Biosorption
that has gained attention in the scientific community over the past three decades.
Biosorption is the property of certain biomaterials to bind and concentrate selected
ions or other molecules from aqueous solutions on its surface. Plant, animal and
microbial biomass can be used for biosorbent preparation.
The overall incentives of biosorption for wastewater treatment (Torres, 2020) are:
So far, an industrially relevant method for removal of toxic metals has not been
achieved yet. Biosorbents with different degrees of metal adsorption capacities,
availability, and selectivity have been shown to be promising for water treatment.
Activated charcoal has a good adsorption property because of its high porosity, surface
area and catalytic activity. However activated charcoal has low affinity and adsorption
capacity for inorganic pollutants like Fluoride. So, to overcome this problem activated
charcoal was modified with different chemical species. Vences et al., (2015) used
granular activated carbon (GAC) anchored with lanthanum oxyhydroxides to remove
fluoride from solution. The adsorption capacity of GAC-La was 5 times higher than
commercially available activated carbon. The adsorption process followed Langmuir
9
isotherm and pseudo second order kinetics with an adsorption capacity of 9.98 mg/g.
In addition to that, a removal efficiency of 92.6 % was obtained in the first hour. Roy
et al., (2017) used calcium-impregnated activated charcoal for fluoride removal and a
removal efficiency of 99.68 % was obtained with a contact time of 40 min. The
adsorption process followed Langmuir isotherm and best fitted with pseudo second
order kinetics with adsorption capacity of 46.32 mg/g.
Biochar is a carbon rich material which is produced by the pyrolysis of biomass with
the absence of oxygen. Biochar for fluoride removal is a widely used method because
of its availability, low cost, and easy production. Li et al., (2016) used poly pyrrole-
grafted peanut shell biological carbon for fluoride removal and a fluoride removal
efficiency of 91.2 % was obtained. The maximum adsorption capacity of 17.15 mg/g
was obtained and best fitted with Langmuir isotherm and pseudo second order kinetics.
Wang et al., (2018) studied fluoride removal by lanthanum-loaded pomelo peel
biochar (PPBC-La). After 9 h of treatment 82% of fluoride removal was obtained. The
adsorption was well described by pseudo second order kinetics and Freundlich
isotherm models.
2.3.3 Polymers
2.3.4 Clay
Defluoridation by adsorption onto cost-effective natural materials like clay was the
most utilized method. Ben et al., (2018) used raw Tunisian clays in the defluoridation
of natural water. The percentage of fluoride removal was 73% for kaolinite and 46%
for smectite was obtained. Mobarak et al., (2018) used modified natural clay which is
modified with decyltrimethylammonium bromide and a combination of hydrogen
peroxide with decyltrimethylammonium bromide. The experimental data were fitted
well with Langmuir model and pseudo-second-order model with a maximum
adsorption capacity of 53.66 mg/g.
2.3.5 Biosorbents
Biosorbents are materials of natural origin like agricultural wastes and microbial
biomasses such as algal, bacterial, fungi and yeast. The advantage of using biosorbents
is that it is readily available, cost effective and no harmful effects on ecosystem. These
biosorbents are effective in treating water because of the availability of surface
functional groups like carboxyl, hydroxyl, sulfuryl groups etc. on their surfaces.
Various chemical and physical treatment like acid and alkali treatment, carbonization,
pyrolysis, or grounding is performed to increase its adsorptive capacity (Torres, 2020).
The adsorptive capacities and characteristics of various biosorbents are given in the
Table 2 below.
11
CHAPTER 3
Water samples collected from the villages of Virudhunagar district were serially
diluted and spread in nutrient agar plates. Isolated colonies were grown in NB medium
and glycerol stocks were maintained in -80℃ for future use. Overnight cultures of 4
bacterial isolates were prepared from the stock cultures and biomasses obtained from
the overnight cultures (NB medium) were used in the preparation of biosorbents. The
overnight cultures were centrifuged at 10,000 rpm for 10 minutes and the pellet was
collected and rinsed with sterile double distilled water. The biomasses were autoclaved
at 121°C, 15 psi for 20 minutes and used as biosorbent for fluoride removal.
14
The biosorbent was chosen based on its % removal of fluoride from the aqueous
solution. From the prepared biosorbents, 100 mg L−1 of each were taken and added to
separate flasks containing 5 ppm of fluoride (F − ) solution. This reaction mixture was
agitated in shaker at 160 rpm for about 24 hours. The solutions were then centrifuged
15
at 10,000 rpm for 10 minutes, and the supernatants were taken as sample. To 5 ml of
samples, 0.5 ml of prepared reagent was added and incubated for 5 minutes in dark.
Then, their absorbance was measured at 525 nm. The % fluoride biosorption is
calculated by the eqn. 3.1.
(Ci − Cf )
% Removal = x 100 (Eq. 3.1)
Ci
Where, Ci is the initial fluoride concentration in the solution (mg L−1) and Cf is the
final fluoride concentration (mg L−1).
The effect of process conditions on fluoride biosorption were determined one factor at
a time. Fluoride biosorption studies were performed in 100 ml conical flasks with a
working volume of 50 ml NaF solution. The effect of initial fluoride concentration of
0.5, 2.5, 5, 7.5 ppm were determined while keeping other parameters constant
(Biosorbent dosage-100 mgL−1, temperature-37°C, pH-7, contact time-8 hours). The
influence of biosorbent dosage on fluoride removal was studied for 100, 200, 400, 600,
800, 1000 mg L−1 doses by keeping other parameters constant (Initial fluoride
concentration-5 ppm, temperature-37°C; pH-7; contact time-8 hours). The influence
of contact time on fluoride removal was studied by collecting samples at the end of
every hour from the reaction mixture (Biosorbent dosage-100 mg L−1, initial fluoride
concentration-5 ppm, pH-7, temperature-37°C). The effect of pH on fluoride removal
was also studied by varying the pH between the range of pH 2-9 while keeping other
parameters constant (Biosorbent dosage-100 mg L−1, initial fluoride concentration-5
ppm, temperature-37°C, contact time-8 hours). The reaction mixture was maintained
at different temperatures (25, 30, 35, 40, 45, 50°C) for studying its influence on
fluoride removal by keeping other parameters constant (Biosorbent dosage-100
mgL−1, initial fluoride concentration-5 ppm, pH-7, contact time-8 hours). The residual
16
(Ce − Ci ) x V
qe = (Eq. 3.2)
w
Initially 2% (w/v) sodium alginate solution was mixed with 0.5% (W/V) of biosorbent
and kept undisturbed for 12 hours. The beads were prepared by dripping the solution
with syringe from a height of 20 cm approximately into 200 ml of 0.2 M CaCl2 solution
(Bouabidi et al., 2018) and the beads prepared were stored for further experiments.
Biosorbent immobilized calcium alginate beads were then packed in a glass column
for fluoride adsorption. 5 ppm of fluoride solution (pH 7 and temperature 37°C) was
topped up to the column at the flow rate of 100 ml h−1 (Simate & Ndlovu, 2015). The
outlets were collected at the end of every hour and the residual fluoride concentration
in the aqueous solution can be estimated by using zirconium oxychloride method with
a spectrophotometer. % Fluoride removal was calculated from the equation (3.1).
17
Response surface methodology (RSM) is used for analyzing the effects of several
independent variables (Mohammad, 2013) on a particular process. It uses quantitative
data obtained from the designed experiments to get the optimum operating conditions
(Tan et al., 2008).
Design expert 13 trial version was used to generate the design for optimization of
fluoride biosorption and statistical analyses. Central composite design was used to
investigate the response function for four independent variables namely initial fluoride
concentration (A; 𝑋1), biosorbent dosage (B; 𝑋2), pH (C; 𝑋3, ), temperature (D; 𝑋4, )
and % fluoride biosorption was taken as the response Y as shown in the Table 4.6.4.
The response of the model can be expressed the following equation (Sahu et al., 2009):
Where, Y is the response, f is the response function, 𝑋𝑖 are the independent variables
and e is the experimental error. RSM approximates f by a suitable polynomial for
independent process variables. The quadratic model for RSM may be expressed as the
following equation (Can et al., 2006):
𝑛 𝑛 𝑛 𝑛
2
𝑌 = 𝛽0 + ∑ 𝛽𝑖 𝑋𝑖 + ∑ 𝛽𝑖𝑖 𝑋𝑖 + ∑ ∑ 𝛽𝑖𝑗 𝑋𝑖 𝑋𝑗 + 𝑒 (Eq. 3.4)
𝑖=1 𝑖=1 𝑖=1 𝑗=1
The biosorbent was analyzed using FTIR to study the functional groups at their
surface. The FTIR spectrum allows us to classify the groups that are present in the
biosorbent which are responsible for binding fluoride from the solution onto
biosorbent. The morphology and porosity of biosorbent before and after adsorption
can be analyzed using Scanning electron microscopy. The surface images of
biosorbent contains information about the surface topography and composition of
biosorbent. Energy Dispersive X-ray Spectrometry was used for elemental analysis of
the biosorbents before and after fluoride adsorption to confirm the fluoride adsorption
(Thakre et al., 2010).
19
CHAPTER 4
Figure 1 shows the highest % fluoride biosorption of the biosorbents prepared using
the isolates obtained from water. Out of the four biosorbents, biosorbent 1 showed
better % fluoride biosorption around 60% which is higher than other biosorbents used
in the experiment and comparable with the defluoridation efficiency of already
reported dead bacterial biomass (Krishna et al., 2018). The bar graph for % fluoride
biosorption of biosorbent was shown in the Fig.4.1.
Fluoride biosorption with varying initial fluoride concentration (0.5, 2.5, 5, 7.5 ppm)
was studied. Maximum fluoride biosorption of 99.49 % was observed with 0.5 ppm
initial fluoride concentration due to high availability of adsorption sites for adsorption.
In the further steps a drop in % biosorption was observed with increasing initial
fluoride concentration (Figure 4.2.1). The rate of adsorption was reduced because the
availability of adsorption sites was limited in a fixed dose of biosorbent as the fluoride
concentration was increased. On the other hand, an increase in adsorption capacity
with an increase in initial fluoride concentration was observed. Maximum adsorption
capacity (2.4487 mg g −1) was observed at 5 ppm, and it is taken as the optimum initial
concentration for fluoride removal. Similar trend has been reported in previous studies
conducted using Jamun leaf ash (Tirkey et al., 2017), wheat straw, sawdust and
activated bagasse carbon of sugarcane (Yadav et al., 2013).
Table 4.2.1: Adsorption capacity and % fluoride biosorption for effect of initial
fluoride concentration
The effect of biosorbent dose (200, 400, 600, 800, 1000 mg L−1) on fluoride
biosorption was studied. Initially, there is an increase in fluoride removal with increase
in biosorbent dose because of the availability of adsorption sites (Kebede et al., 2014).
The defluorination efficiency of biosorbent dosage 400 mg L−1 with adsorption
capacity 4.614 mg g −1 , showed the highest fluoride biosorption (90%). Furthe increase
in biosorbent dosage resulted in a decreased fluoride biosorption. At higher biosorbent
dose, aggregation of particles happens, and the adsorption sites are not exposed for
further adsorption of fluoride (Mereta, 2017). So, there is a decrease in fluoride
biosorption at higher biosorbent dose.
22
Table 4.2.2: Adsorption capacity and % fluoride biosorption for effect of biosorbent
dosage
The effect of contact time on fluoride biosorption was studied at different time
intervals. In this study it was found that the extent of sorption and adsorption capacity
increased with the increase in time up to 8 hours with a maximum fluoride biosorption
of 95%. After this time interval there is no significant increase in the sorption because
of the achievement of sorption equilibrium. At first the increase in sorption was due to
the availability of adsorption sites on the adsorbent surface and after few hours there
was no vacant sites for fluoride adsorption and therefore the sorption was almost
constant (Mondal & Kundu, 2016).
Table 4.2.3: Adsorption capacity and % fluoride biosorption for effect of contact
time
4.2.4 Effect of pH
S.No pH 𝐪𝐞 % Fluoride
(𝐦𝐠 𝐠 −𝟏 ) biosorption
1 2 2.18 43.76
2 3 3.48 69.76
3 4 4.28 85.67
4 5 3.28 65.79
5 6 3.00 60.13
6 7 2.39 47.80
7 8 3.23 64.68
8 9 2.86 57.35
The effect of various temperatures (25, 30, 35, 40, 45, 50°C) on fluoride removal was
studied. The maximum fluoride biosorption (93%) and adsorption capacity of 4.68
(mgg −1 ) was observed at 45°C. Initially, fluoride biosorption increases with the
increase in temperature (until 45°C) because in chemisorption increase in temperature
favors adsorption and increases adsorption capacity (Meena et al., 2005), until it
reaches an equilibrium point. This reaction is endothermic as increasing the
temperature results in favorable adsorption (Lakshmi et al., 2009). There is a decrease
in biosorption at temperatures higher than optimal temperature because of the
structural modification on the biosorbent surface.
Langmuir and Freundlich isotherm models are the most common models used in
describing the adsorption mechanism. Langmuir isotherm model assumes a monolayer
adsorption with no lateral interaction of adsorbate molecules on adsorbent surface. The
linear form of Langmuir isotherm can be expressed as in equation (4.1):
Ce 1 Ce
= + (Eq. 4.1)
qe qmb qm
1
RL = (Eq. 4.2)
(1 + bC0 )
Freundlich isotherm model is applied on a heterogeneous surface and the linear form
of Freundlich isotherm model is given as (eqn.4.3):
1
ln q e = ln K f + ln Ce (Eq. 4.3)
n
Langmuir and Freundlich isotherm constants for the removal of fluoride from aqueous
solution using biosorbent was calculated and shown in the table 4.3.3.
S.No 𝐂𝐞 𝐂𝐞 /𝐪𝐞
1 0.025798 0.00544
2 0.962661 0.062619
3 2.415479 0.093459
4 3.494908 0.087262
29
0.10
0.08
0.06
Ce/qe
0.04
0.02
0.00
-0.5 0.0 0.5 1.0 1.5 2.0 2.5 3.0 3.5 4.0
Ce
S.No ln 𝐂𝐞 ln 𝐪𝐞
1 -3.65747 1.556464
2 -0.03805 2.732638
3 0.881897 3.252125
4 1.251307 3.690152
30
ln qe
2
1
-4 -2 0 2
ln Ce
Langmuir Freundlich
b qm RL R2 Kf n R2
(Lmg −1) (mgg −1 ) (Lmg −1) (mgg −1 )
proximity of R2 value to 1. The equation for pseudo first order kinetics is given in
eqn.4.4 (Ho & McKay, 1998):
t 1 1
= + ( ) x t (Eq. 4.5)
qt k2 qe2 qe
Where, t is the time required for fluoride removal (hrs.), q e is the fluoride adsorbed at
equilibrium (mg g −1 ), q t is the fluoride adsorbed at the time t and k 2 is the second
order kinetic constant (g mg −1 min−1 ).
The regression coefficient (R2 ) obtained for pseudo first order and pseudo second
order kinetic equation is 0.4448 and 0.9825 respectively. From the closeness
regression coefficient (R2 ) to 1, it was concluded that pseudo second order equation
is more suitable in describing the adsorption kinetics than pseudo first order equation.
From the results obtained it was found that adsorption was dominated by
chemisorption (Duran et al., 2011). Pseudo first and second order kinetic model
parameters was calculated and given in the table 4.5.3.
Table 4.4.1: Pseudo first order kinetic parameters for fluoride biosorption
5 5 -1.34725
6 6 -1.03565
7 7 -1.43002
8 8 -2.94798
0.0
-0.5
-1.0
ln(qe-qt)
-1.5
-2.0
-2.5
-3.0
0 1 2 3 4 5 6 7 8 9
t
Figure 4.4.1: Pseudo first order kinetic model for fluoride biosorption
Table 4.4.2: Pseudo second order kinetic parameters for fluoride biosorption
S.No t t/𝐪𝐭
1 1 0.389463
2 2 0.617659
3 3 0.862905
4 4 1.076405
5 5 1.279566
6 6 1.439703
7 7 1.547808
8 8 1.680027
33
2.0
1.5
t/qt 1.0
0.5
0 2 4 6 8
t
Figure 4.4.2: Pseudo second order kinetic model for fluoride biosorption
qe k1 R2 qe h k2 R2
−1 −1
(mg g ) (min−1 )
−1
(mg g ) (mg g min ) (g mg min−1 )
−1 −1
The calcium alginate immobilized biosorbent was packed in the column and aqueous
solution with 5 ppm initial fluoride concentration was fed into the column. Fluoride
removal was estimated in the sample collected at the outlet at the end of each hour.
Maximum fluoride biosorption (68%) was observed at the end of 1 hr. After that there
was a decrease in fluoride biosorption because of the unavailability of adsorption sites
for fluoride in the aqueous solution. The adsorption sites available on the surface of
immobilized biosorbent were readily picking up fluoride ions present in aqueous
solution. As time increases the adsorption sites was preoccupied by fluoride ions in the
solution (Hiremath & Theodore, 2017). So, when time increases there is no availability
of vacant adsorption sites.
The design includes 30 sets of experimental conditions and their response were
measured in terms of % fluoride biosorption. Run 8 (initial fluoride concentration - 1
ppm, biosorbent dosage – 550 mg L-1 pH – 7, temperature – 45°C) showed maximum
fluoride biosorption efficiency of 96.52%. Run 12 (initial fluoride concentration – 5.5
ppm, biosorbent dosage – 550 mg L-1 pH – 12, temperature – 45°C) showed the lowest
% of fluoride biosorption. The design suggested a quadratic polynomial model for the
responses which was shown in the Table 4.6.1. The model was justified based on the
proximity of R2 value to 1.
The ANOVA results for the responses are given in Table 4.6.3. The model F-value of
12.65 and P-values less than 0.0500 indicate model terms are significant. In this case
A, B, C, D, B², C² are significant model terms (Bhaumik & Mondal, 2016) (Ghosh et
al., 2016). The plot between the actual and predicted values was displayed in the
Fig.4.6.1 and the contour plots describing the nature of interaction between the process
parameters are given in Figure 4.6.2 (a-f). Figure 4.6.2a shows that as the fluoride
36
concentration and biomass dose increases, % fluoride biosorption also increases until
a state of equilibrium is achieved. Further increase in the above variables results in
decrease in biosorption efficiency. A similar relationship is obtained with initial
fluoride concentration and pH (Figure 4.6.2b). Figure 4.6.2c shows the interaction
between temperature and initial fluoride concentration. As temperature and fluoride
concentration increases, % biosorption also increases. pH and biosorbent dose directly
influence the biosorption upto a certain value after which a decrease in biosorption
efficiency was noticed (figure 4.6.2d). Figure 6e demonstrates the influence of
temperature and biosorbent dose on fluoride biosorption. pH and temperature should
be optimum to support maximum biosorption (Figure 4.6.2f). Based on the
perturbation graph constructed using the design expert software, the robust operating
conditions (initial fluoride concentration - 5.5 ppm, biosorbent dosage - 550 mg/L, pH
- 7, temperature - 45℃) of the process parameters for increased fluoride biosorption
were determined.
Sum of Mean
Source df F-value p-value
Squares Square
Model 5050.65 14 360.76 12.65 < 0.0001 Significant
A-Initial
fluoride 569.53 1 569.53 19.98 0.0004
concentration
B-Biosorbent
241.49 1 241.49 8.47 0.0108
dosage
C-pH 610.07 1 610.07 21.40 0.0003
D-
144.64 1 144.64 5.07 0.0397
Temperature
AB 16.98 1 16.98 0.5958 0.4522
AC 0.0931 1 0.0931 0.0033 0.9552
AD 96.31 1 96.31 3.38 0.0860
BC 14.63 1 14.63 0.5132 0.4848
BD 36.42 1 36.42 1.28 0.2761
CD 0.5337 1 0.5337 0.0187 0.8930
A² 10.49 1 10.49 0.3680 0.5531
B² 1287.13 1 1287.13 45.15 < 0.0001
C² 2179.56 1 2179.56 76.45 < 0.0001
D² 44.51 1 44.51 1.56 0.2306
Residual 427.63 15 28.51
not
Lack of Fit 353.44 9 39.27 3.18 0.0865
significant
Pure Error 74.20 6 12.37
Cor Total 5478.29 29
38
Figure 4.6.1: Comparison between the actual values and the predicted values of
RSM model for fluoride biosorption
Table 4.6.4: The actual and predicted values of RSM model for fluoride
biosorption
FTIR analysis is used for studying the functional groups present on the biosorbent
surface that plays an important role in fluoride adsorption. The FTIR spectrum of
biosorbent before sorption shows distinct peak at 3421.72, 2106.27, 1643.35, 1402.25,
1332.81, 1224.80, 1074.35 and 536.21 cm−1 . The band at 3421.72 cm−1 represents
the presence of O-H stretching vibrations of alcoholic hydroxyl group. The bands at
1643 cm−1 and 1402.25 cm−1 may be attributed to the asymmetric and asymmetric
vibration of carboxyl group respectively (Mustapha et al., 2019). The band at 1074.35
cm−1 was due to the C-O-C vibration. After fluoride biosorption there was a shift in
the bands from 3421.72, 1643.35, 1402.25, 1224.80, 1074.35 and 536.21 cm−1 to
3427.51, 1521.84, 1400.32, 1230.58, 1033.85 and 414.70 cm−1. These shifts in the
bands after sorption indicates their involvement in fluoride adsorption. There is an
appearance of distinct peak at 1116.78 cm−1 after fluoride adsorption because of C-F
interactions which confirms the interaction of fluoride with the functional groups of
biosorbent (Annadurai et al., 2019). The result obtained implies that the fluoride
interacts with functional groups of biosorbent.
44
The SEM images obtained before and after sorption are shown in figure 4.7.2a and
4.7.2b. Figure 4.7.2a, before fluoride biosorption clearly displays the microporous
structure responsible for biosorption and after fluoride biosorption structural
modification of biosorbent takes place because of the deposition of fluoride on its
surface. On further analysis of biosorbent before and after fluoride sorption using EDX
showed a distinct peak of fluoride after biosorption (Mohan et al., 2012), which are
shown in the Fig. 4.7.2c and 4.7.2d .From this study it is confirmed fluoride is adsorbed
by the biosorbent.
45
CHAPTER 5
CONCLUSION
The biosorbent prepared using isolate1 showed highest fluoride biosorption when
compared to other isolates. The process parameters such as initial fluoride
concentration, biosorbent dosage, contact time, and temperature showed its influence
on fluoride biosorption. Immobilized biosorbent also showed better fluoride
biosorption efficiency. In batch and column studies there is fluoride removal of 95%
and 67% respectively. Fluoride biosorption was optimized using Response surface
methodology (RSM) and maximum fluoride biosorption of 96.52% was obtained at
the optimum condition (initial fluoride concentration - 1 ppm, biosorbent dosage - 550
mg L -1, pH - 7, temperature - 45°C). The biosorbents was characterized before and
after fluoride biosorption using FTIR, SEM and EDX analysis.
48
CHAPTER 6
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