# Preparation, Characterization, and Luminescence Properties of Orthorhombic Sodium Sulphate

Authors: Y. S. Vidya; B. N. Lakshminarasappa
Journal: Physics Research International
 (2013)

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## Abstract

A highly efficient thermoluminescence Na2SO4 phosphor with thenardite polymorphic structure was prepared by simple slow evaporation technique followed by subsequent calcination at 200°C, 400°C, and 600°C for 4 h and the resultant crystals were characterized by various analytical techniques. All the samples exhibited thermodynamically stable thenardite phase and the grain growth was increased for the calcined samples. SEM analysis indicated the fine distribution of twinned orthogonal prism and pyramidal structure without any agglomeration. The electron spin resonance spectroscopy showed the existence of SO4- radicals as trap centre. The thermoluminescence behavior suggested the charge carrier recombination dynamics in the thenardite sample followed second-order kinetics. The trapping parameters such as activation energy (E), order of kinetics (b), and frequency factor (s) have been determined using Chen’s peak shape method. Further fading of the TL intensity of Na2SO4 showed that thenardite is quite suitable for radiation dosimetry even up to 15 days. The photoluminescence band of Na2SO4 reduced in its intensity after γ-irradiation, suggesting that defects are unstable and decay rapidly.


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## Body

## 1. Introduction

Sulphates are attractive candidates in thermoluminescence (TL) dosimetry for the quantitative measurement of radiation dose. Due to high cost of the most popular TL dosimeters and also due to some competitions attending its reuse such as permanent radiation damage effects and the sensitivity to the annealing temperature much attention focused towards the innovation of new phosphor materials.Sodium sulphate (thenardite), though very simple in chemical composition, has been the subject of various applications. It is used for the production of glasses and paints and for thermal energy storage techniques [1, 2]. Na2SO4 exhibits a variety of phase transitions between its five anhydrous polymorphs (labelled I–V). The phase transformation sequence among the Na2SO4 polymorphs can be described as
(1)V↔473KIII↔503KII↔510KI↔1156KMelt
Na2SO4 forms two naturally occurring minerals mirabilite (Na2SO4 : 10H2O) and thenardite (Na2SO4). Both are in thermodynamic equilibrium at 32°C which may be lowered to 18°C in the presence of foreign ions [3]. At room temperature phase V (thenardite) is reported to be stable while phase III is metastable. Phase I, and II are high-temperature polymorphs however, phase II is reported to have a narrow stability zone. Phase IV is considered to be metastable and its phase relation and structure have yet to be well established [4–7]. Correcher et al. observed the spectra of infrared-stimulated luminescence (IRSL), radioluminescence (RL), and TL of thenardite but they did not identify the origin of the luminescence center related to the IRSL, RL, and TL spectra of thenardite [8]. Sidike et al. studied the photoluminescence (PL) spectra, excitation spectra, and decay curves of natural, heat-treated and γ-irradiated thenardite from Ai-Diang salt lake, Xinjiang, China. From their studies they concluded that the origin of luminescence from their sample is mainly due to the crystal defects [9]. Reliable studies on the PL and TL properties of thenardite are very few to date, to the best of our knowledge.In the present study, the fading, TL, and PL behavior of Na2SO4 phosphor are explained in detail. The phosphor material has been well characterized by powder X-ray diffraction (PXRD), scanning electron microscopy (SEM), Fourier-transform infrared spectroscopy (FTIR) and electron spin resonance spectroscopy techniques (ESR).


## 2. Experimental

### 2.1. Materials Preparation

Na2SO4 material was prepared by slow evaporation technique. For the crystallization experiments, based on the solubility data, sodium sulphate saturated solution with concentration of 50 g/100 mL was prepared and filtered to remove any suspended particles. The fluid is transferred into 2 to 3, 50 mL beakers and allowed to undergo slow evaporation. After 2 days the polycrystalline samples are obtained in the beaker which are collected, crushed, powdered, and calcined at 200°C, 400°C, and 600°C for 4 h in furnace. The resultant powder was cooled and stored in dry place and pressed into pellets (80 kg/cm2). Na2SO4 calcined at 400°C was used for the characterisation TL and PL measurements.


### 2.2. Material Characteristics

The PXRD pattern of sample is obtained using Philips PW/1050/70/76 X-ray diffractometer which was operated at 30 KV and 20 mA using CuKα radiation as the source with a Ni filter at a scan rate of 2°/min and matched the standard data of ICDD card 37–1465 for synthetic thenardite Na2SO4. The PXRD peaks of crystal planes (002), (040), and (220) were selected to determine the lattice parameters and unit cell volume of Na2SO4. The size, shape, and distribution of the grains were examined by SEM analysis using Quanta-200 FEI SEM. FT-IR studies of the sample were performed on a Perkin-Elmer FTIR spectrometer (Spectrum 1000) using KBr as reference standard.ESR measurements were performed at RT with a Varian E-112 ESR spectrometer, SAIF, IIT Bombay, India, in a standard rectangularX-band microwave frequency (9.5 GHz) with sensitivity of 5×1010 ΔH spins. The field scan of 4 mT has been selected to observe ESR lines near the free electron resonance (g=2.00277).TL glow curves were measured with system in the temperature range from 25 to 300°C operating with linear heating rates of 5 K/sec. Prior to the TL measurements, samples (pellets of 1 mm thickness with 5 mm in diameter are used for TL measurements) were exposed toγ-irradiation from a 60Co source to a total dose of 0.02 kGy to 2 kGy at the sample cavity. PL emission and excitation spectra were registered in identical experimental conditions, using Yvon Fluorometer, Jobspectrometer with Xenon lamp source at a excitation wavelength of 340 nm at SAIF, IIT Chennai, India.


## 2.1. Materials Preparation

Na2SO4 material was prepared by slow evaporation technique. For the crystallization experiments, based on the solubility data, sodium sulphate saturated solution with concentration of 50 g/100 mL was prepared and filtered to remove any suspended particles. The fluid is transferred into 2 to 3, 50 mL beakers and allowed to undergo slow evaporation. After 2 days the polycrystalline samples are obtained in the beaker which are collected, crushed, powdered, and calcined at 200°C, 400°C, and 600°C for 4 h in furnace. The resultant powder was cooled and stored in dry place and pressed into pellets (80 kg/cm2). Na2SO4 calcined at 400°C was used for the characterisation TL and PL measurements.


## 2.2. Material Characteristics

The PXRD pattern of sample is obtained using Philips PW/1050/70/76 X-ray diffractometer which was operated at 30 KV and 20 mA using CuKα radiation as the source with a Ni filter at a scan rate of 2°/min and matched the standard data of ICDD card 37–1465 for synthetic thenardite Na2SO4. The PXRD peaks of crystal planes (002), (040), and (220) were selected to determine the lattice parameters and unit cell volume of Na2SO4. The size, shape, and distribution of the grains were examined by SEM analysis using Quanta-200 FEI SEM. FT-IR studies of the sample were performed on a Perkin-Elmer FTIR spectrometer (Spectrum 1000) using KBr as reference standard.ESR measurements were performed at RT with a Varian E-112 ESR spectrometer, SAIF, IIT Bombay, India, in a standard rectangularX-band microwave frequency (9.5 GHz) with sensitivity of 5×1010 ΔH spins. The field scan of 4 mT has been selected to observe ESR lines near the free electron resonance (g=2.00277).TL glow curves were measured with system in the temperature range from 25 to 300°C operating with linear heating rates of 5 K/sec. Prior to the TL measurements, samples (pellets of 1 mm thickness with 5 mm in diameter are used for TL measurements) were exposed toγ-irradiation from a 60Co source to a total dose of 0.02 kGy to 2 kGy at the sample cavity. PL emission and excitation spectra were registered in identical experimental conditions, using Yvon Fluorometer, Jobspectrometer with Xenon lamp source at a excitation wavelength of 340 nm at SAIF, IIT Chennai, India.


## 3. Results and Discussion

### 3.1. Powder X-Ray Diffraction Analysis

Figure1 shows the PXRD pattern of Na2SO4 calcined at different temperatures. The reflections pattern were indexed to phase V thenardite (ICDD card 37–1465).Figure 1
PXRD pattern of thenardite at different calcination temperatures.It is well known that the calcination can improve the crystallinity of the samples. In order to investigate the possible crystallization process of thenardite by increasing the calcining temperature, XRD analyses were carried out on the samples calcined at 200°C, 400°C, and 600°C, respectively. The increase of calcination temperature results in the grain growth of sample due to nucleation in interaction between small crystallite which fuses to form larger particles. The average crystallite size(D) and matrix distortion (ε) are calculated from FWHM of the most intense PXRD peak using (2) and (3), respectively [10, 11],
(2)D=0.9λβcosθ,(3)β=4εtanθ,
where “D” is the average grain size of the crystallites, “λ” is the incident wavelength, “θ” is the Bragg angle, “ε” is the stress factor, and “β” is the diffracted full width at half maximum (in radians) caused by the crystallites. As the calcination temperature increases from 200 to 600°C, the crystallite size increases from 42 to 55 nm (Table 1).Table 1
The crystallite size and stress factor for thenadrite calcined at different temperatures.
Calcined temperature (°C)
Crystallite size (nm)
2θ (degrees)
Stress factor (ε)
200
42
34.07
0.163
400
49
32.28
0.146
600
55
32.13
0.059The crystal structure of thenardite is shown in Figure2.Figure 2
Crystal structure of Na2SO4.Thenardite belongs toFddd space group with octahedral structure of nearly regular SO4 tetrahedra and distorted NaO6 octahedra. The sodium atoms are each surrounded by 6 oxygen atoms each at 2.334 Å, 2.426 Å, and 2.534 Å forming distorted NaO6 octahedra with a two fold axis parallel to c-axis. The O–Na–O angles, 56.15°–134.93°, are greatly distorted from octahedral symmetry [12, 13]. All the sulphate ions are separated from each other by distances >3 Å for two oxygen atoms belonging to different sulphate groups. All S–O distances are equal (1.476±0.001 Å); thus the sulphur atom is fixed in a special point position with 222 point symmetry. Each SO4 tetrahedron shares two of its edges with two different 2.534 Å representing the distances to oxygen’s forming the shared tetrahedral edge. The remaining corners of the NaO6 octahedron are shared with another four SO4 tetrahedron there giving a 3D framework [12, 13].Mirabilite (phase III) also has an orthorhombic crystal structure with space groupCmcm. Its cell parameters are a=7.038 Å, b=9.043 Å, c=5.785 Å, and α=β=γ=90° [14]. The average calculated S–O band length is 1.478 Å. There are two different types of sodium atoms in the phase III bulk structure, giving five different Na–O distances, which are found to be 2.46, 2.37, 2.29, 2.54, and 2.86 Å [15]. The relative lattice energies of phases III and V are –548.91 eV and −1097.97 eV, respectively. Due to the lower lattice energy, Na2SO4 nucleates in thenardite form predominantly in solution phase attributed to thermodynamic constraints.


### 3.2. Scanning Electron Microscopy Studies

The SEM picture of as-prepared thenardite is shown in Figure3.Figure 3
SEM image of Na2SO4 calcined at 400°C.The material showed that the generalized hexagonal habit of grains corresponds to twinned orthorhombic prisms and pyramids without any agglomeration. All the thenardite crystals are distributed uniformly.


### 3.3. FTIR Studies

FTIR spectrum was measured to check the purity of the synthesized phosphor material. Figure4 gives the IR spectra of thenardite calcined at different temperature in the range of 400–4000 cm−1.Figure 4
FTIR spectra of thenardite calcined at different calcination temperatures.In the obtained spectra, it is possible to distinguish clearly the ranges corresponding to the vibrations of theSO42- group and the Na–O vibrations (Table 2).Table 2
The characteristic FTIR spectra of Na2SO4.
Nature of Bond
IR absorption peak (cm−1)
200°C
400°C
600°C
M–O
2847
2854
—
2921
2921
—
3415
3444
3422
S–O
613
613
616
1117
1129
1121The most intense bands due to stretching and bending of S–O bond are situated at 1100 and 600 cm−1, respectively.


### 3.4. Electron Spin Resonance Studies

Unirradiated Na2SO4 samples gave no ESR signals even by applying 5 mW power. The ESR spectrum of Na2SO4 recorded at RT after γ-irradiation is typical powder spectra of spin 1/2 paramagnetic centres with anisotropic g-value (Figure 5).ESR spectra of (a) unirradiated and (b)γ-irradiated Na2SO4 calcined at 400°C recorded at RT.
(a)
(b)The ESR line close and to the left of TCNE marker is due to defect centre. The field scan has been selected to observe ESR lines near the free electron resonance (g=2.00277). The powder spectra are difficult to interpret since hyperfine structure is not observed. A possibility is to make the comparison with other similar compounds. As already known, the most probable radiation products in sulphates are SO3- and SO4- radicals [16, 17]. In the present case this is mainly SO4-, probably formed by natural γ-irradiation as
(4)SO42-→γ-irradiationSO4-+e-The observed principalg-values are g||=2.030 andg⊥=2.0090.Comparing the obtainedg-values of signals with those of SO3- and SO4- in the literature, it is reasonable to relate the signal to the SO4- radical. [18, 19]. The slight differences among published and measured g-values may arise from difference in distortion of the molecular structure or in lattice environment of the radicals.


### 3.5. Thermoluminescence Studies

The TSL glow curves of thenardite sample were recorded at RT for differentγ-ray irradiation from 0.25 to 4 kGy (Figure 6).Figure 6
TL glow curves ofγ-irradiated Na2SO4 (0.025 kGy–4 kGy) calcined at 400°C.The sample has one glow peak at temp ~180°C indicating that only unit set of trap states is being activated within the particular temperature range with its own value of activation energy (Eg) and frequency factor (s) and is slightly shifted towards higher temperature side as the γ-ray dose increases accompanied by the intensification of the peak. The increase in thermal fluctuation enhances the defect sites which enhance the overall heat content of the solid, which might probably shift the TL peak slightly towards higher temperature.Thorough investigation on the TL mechanism using ESR shows that, among all the formed centres, theSO4- ion appears to play an important role throughout the temperature range of TL [20, 21]. Nambi et al. concluded that the nature of the traps involved in TSL is the same as indicated in the ESR spectra on the basis of parallelism exhibited by (i) gamma dose against ESR and TSL signals build-up curves and (ii) RT decay curves of ESR and TSL intensities [22]. The TL peak appearing at 453 K may be caused by the charges released from the SO4- centre. Since the defect centre SO3- decays completely at 573 K, no TL role could be specifically assigned to this centre.The increase in the intensities of the glow peaks with increase of radiation dose can be understood by the fact that more and more traps are responsible for these glow peaks and were getting filled with the increase of irradiation dose and subsequently these traps release the charge carriers on thermal stimulation to finally recombine with their counterparts, thus giving rise to intense glow peaks.


#### 3.5.1. TL Fading

Fading is the unintentional loss of the TL signal and may be caused by optical stimulation. Thermal fading originates from the fact that even at room temperature there is a certain probability of charge carriers escaping from their trapping centres. In general, high-sensitivity materials should be handled carefully and stored in opaque containers to prevent its fading from light exposure. Other types of fading, which are not temperature dependent, are caused by quantum mechanical tunneling of the trapped charge to recombination sites and transitions between localized states, that is, transitions that do not take place via the delocalized bands [23].Initially, the high fading effect of gamma-irradiated samples is due to the recombination of the trapped electrons released at room temperature. After initial fading the sample becomes stable, and new recombination can occur only by heating the sample at elevated temperatures. The effect was studied by irradiating samples with a gamma dose of 2 kGy. One of these irradiated samples was measured immediately (1 h) after irradiation to be considered as a reference. The other samples irradiated with the same dose have been stored at room temperature and the TL signal was recorded at different intervals for nearly 90 days (Figure7).Figure 7
TL fading of thenardite calcined at 400°C exposed to 2 kGy of gamma irradiation for a period of 3 months.About 1.2% fading is observed during the first five days, but thereafter the intensity remained almost constant. However, it is suggested that the irradiation of thenardite phosphor at high doses results in the formation of deep traps which resulted in the fading of TL signal.Thenardite has been tested for its reusability. The thenardite material was given exposure of 1 kGy and a TL glow curve was recorded up to 573 K. It was then quickly cooled to RT by switching off the heater and drawing it out of the sample holder. It was again given the same exposure and the glow curve recording was performed. No change in the intensity of the peak was observed. The cycle was repeated five times with the same sample, but no change in the glow curve structure or the shape was observed. Since the sensitivity of a phosphor did not change after several cycles of exposure and readouts, it can be concluded that the prepared phosphors are obviously desirable for dosimetric applications.


#### 3.5.2. Analysis of TL Glow Curve and Calculation of Trapping Parameters

The trap parameters, such as activation energy and order of kinetics, were calculated for the 430 K glow peak of the thenardite phosphor irradiated with a gamma dose of 2 kGy at RT using the Chen’s set of empirical formulae for the shape of the glow curve [24]. The order of the kinetics can be found by the form factor (μg). A representative diagram of different quantities used in the glow-curve shape method while determining the trap parameters is shown in Figure 8. Theoretically, a value of the geometrical form factor which is close to 0.42 implies first-order kinetics and a value of 0.52 is for second-order kinetics. In the present study, its value lies in the range of 0.48–0.52, suggesting second-order kinetics. This suggests that TL emission involves retrapping of charges. The activation energy (Eg), frequency factor (s), and order of kinetics can be estimated using the following relations:
(5)Eα=Cα(KTm2α)-bα(2KTm),
where α=τ,ω,δ;ω=T2-T1;δ=T2-Tm;τ=Tm-T1(6)Cτ=1.51+3.0(μg-0.42),bτ=1.58+4.2(μg-0.42),Cδ=0.976+7.3(μg-0.42);bδ=0,Cω=2.52+10.2(μg-0.42);bω=1,μg=T2-TmT2-T1,s=(βEkTm2)(exp(E/kTm)1+(b-1)(2kTm/E)),
where k is the Boltzmann constant t=8.6×10-5.Figure 8
Representative diagram of different quantities used in the glow-curve shape method.The frequency factor is known as the attempt-to-escape frequency and is interpreted as the number of times per second that an electron interacts with the crystal lattice of a solid multiplied by transition probability and the change in entropy associated with the transition from a trap to the delocalized band. The expected maximum value of “s” should be similar to the lattice vibrational frequency, that is, 1012–1014 s−1. This frequency factor describes the trap as a potential well and “s” should be the product between the frequency with which the trapped electrons strike the wells of the potential barrier and the reflection coefficient. Thus “s” should be expected to be about of the order of the vibrational frequency of the crystal. Table 3 lists the peak parameters for the thenardite irradiated at different dose of γ-ray exposure. With increase in the dose of γ-ray exposure, the activation energy remains almost the same whereas the frequency factor increases which indicates the increase in vibrational frequency of the crystal lattice.Table 3
Kinetic parameters for the Na2SO4 irradiated at different γ-ray doses.
γ-Ray dose (K Gy)
T
max (°C)
E
g (eV)
s (s−1)
0.25
170
0.18
0.63 × 1012
1.00
172
0.17
0.91 × 1012
2.00
174
0.19
1.24 × 1012
3.00
176
0.20
6.28 × 1012
3.50
180
0.18
7.04 × 1012
4.00
185
0.17
7.16 × 1012
T
max, Eg, and s are the maximum TL glow peak temperature, activation energy, and frequency factor of the Na2SO4, respectively.


### 3.6. Excitation and Photoluminescence Studies of Sodium Sulphate

Optical absorption spectra of thenardite powder sample show a broad absorption bands (Figure8). The absorption peaks occurring at 237 nm were attributed to the SO4- radical. The shoulder at 247 nm and the peak at 262 nm were attributed to absorption by SO3- radical.A PL spectrum of thenardite was attributed to several levels of physical origins: oxygen vacancies, self-trapped excitons, surface states, and localized excitons, and so forth. The electrons and holes in thenardite react with electron donors or acceptors and undergo desired redox reactions. Therefore, generation and relaxation dynamics of electrons and holes are crucial in determining the overall efficiency of luminescence process. Recombination processes are actually a vital factor that determines the luminescence performance of phosphor material.Thenardite is a fluorescent mineral, showing white luminescence under short wave ultraviolet (UV) light and milk-white luminescence under long wave UV light and long phosphorescence [25].Figure9 shows the photoluminescence spectrum of Na2SO4 upon 340 nm excitation. The PL emission spectrum shows that an intense peak at ~702 nm is attributed to excitonic PL arising from intrinsic defects of thenardite. This emission band showed a distinct vibronic structure. The vibronic structure is the characteristic of S2− centre which was observed in the red region. This suggests that the origin of the luminescence from thenardite is due to S2− centre. The emission and excitation spectra due to the S2- centre in synthetic Na2SO4, K2SO4, and Rb2SO4 were observed by some researchers [26–28]. Kushunirenko et al. observed luminescence due to S2− in Na2SO4 at 300, 77, and 4.2 K under 337.1 nm excitation. The emission band with the most intense peak at ~600 nm showed a distinct vibronic structure which is evident even at RT [26]. Belyi et al. prepared synthetic crystals of Na2SO4 : S and Na2SO4 : S, Ca2+ by heating a mixture of Na2SO4, and sulphur and CaCl2 at 1000°C for 2 h [28]. They observed an emission band with a distinct vibronic structure, whose most intense peak was located at ~600 nm under 337.1 nm excitation at 4.2 K and excitation bands with peaks at about 330 nm and 400 nm by monitoring luminescence at 680 nm at 4.2 K.Figure 9
Photoluminescence spectra of Na2SO4 calcined at 400°C (λex=340nm).Theγ-ray irradiated thenardite reduced the intensity of almost all the absorption bands which shows that the intrinsic defects are unstable and decay rapidly. Similarly, they did not change the feature of the PL but reduced the luminescence efficiency. This suggests that the γ-ray irradiation of thenardite may generate a killer centre for luminescence in thenardite. We could not find any dip due to absorption by the killer centre. It seems that γ-ray irradiation has an annealing effect although mechanism is not yet clear.


## 3.1. Powder X-Ray Diffraction Analysis

Figure1 shows the PXRD pattern of Na2SO4 calcined at different temperatures. The reflections pattern were indexed to phase V thenardite (ICDD card 37–1465).Figure 1
PXRD pattern of thenardite at different calcination temperatures.It is well known that the calcination can improve the crystallinity of the samples. In order to investigate the possible crystallization process of thenardite by increasing the calcining temperature, XRD analyses were carried out on the samples calcined at 200°C, 400°C, and 600°C, respectively. The increase of calcination temperature results in the grain growth of sample due to nucleation in interaction between small crystallite which fuses to form larger particles. The average crystallite size(D) and matrix distortion (ε) are calculated from FWHM of the most intense PXRD peak using (2) and (3), respectively [10, 11],
(2)D=0.9λβcosθ,(3)β=4εtanθ,
where “D” is the average grain size of the crystallites, “λ” is the incident wavelength, “θ” is the Bragg angle, “ε” is the stress factor, and “β” is the diffracted full width at half maximum (in radians) caused by the crystallites. As the calcination temperature increases from 200 to 600°C, the crystallite size increases from 42 to 55 nm (Table 1).Table 1
The crystallite size and stress factor for thenadrite calcined at different temperatures.
Calcined temperature (°C)
Crystallite size (nm)
2θ (degrees)
Stress factor (ε)
200
42
34.07
0.163
400
49
32.28
0.146
600
55
32.13
0.059The crystal structure of thenardite is shown in Figure2.Figure 2
Crystal structure of Na2SO4.Thenardite belongs toFddd space group with octahedral structure of nearly regular SO4 tetrahedra and distorted NaO6 octahedra. The sodium atoms are each surrounded by 6 oxygen atoms each at 2.334 Å, 2.426 Å, and 2.534 Å forming distorted NaO6 octahedra with a two fold axis parallel to c-axis. The O–Na–O angles, 56.15°–134.93°, are greatly distorted from octahedral symmetry [12, 13]. All the sulphate ions are separated from each other by distances >3 Å for two oxygen atoms belonging to different sulphate groups. All S–O distances are equal (1.476±0.001 Å); thus the sulphur atom is fixed in a special point position with 222 point symmetry. Each SO4 tetrahedron shares two of its edges with two different 2.534 Å representing the distances to oxygen’s forming the shared tetrahedral edge. The remaining corners of the NaO6 octahedron are shared with another four SO4 tetrahedron there giving a 3D framework [12, 13].Mirabilite (phase III) also has an orthorhombic crystal structure with space groupCmcm. Its cell parameters are a=7.038 Å, b=9.043 Å, c=5.785 Å, and α=β=γ=90° [14]. The average calculated S–O band length is 1.478 Å. There are two different types of sodium atoms in the phase III bulk structure, giving five different Na–O distances, which are found to be 2.46, 2.37, 2.29, 2.54, and 2.86 Å [15]. The relative lattice energies of phases III and V are –548.91 eV and −1097.97 eV, respectively. Due to the lower lattice energy, Na2SO4 nucleates in thenardite form predominantly in solution phase attributed to thermodynamic constraints.


## 3.2. Scanning Electron Microscopy Studies

The SEM picture of as-prepared thenardite is shown in Figure3.Figure 3
SEM image of Na2SO4 calcined at 400°C.The material showed that the generalized hexagonal habit of grains corresponds to twinned orthorhombic prisms and pyramids without any agglomeration. All the thenardite crystals are distributed uniformly.


## 3.3. FTIR Studies

FTIR spectrum was measured to check the purity of the synthesized phosphor material. Figure4 gives the IR spectra of thenardite calcined at different temperature in the range of 400–4000 cm−1.Figure 4
FTIR spectra of thenardite calcined at different calcination temperatures.In the obtained spectra, it is possible to distinguish clearly the ranges corresponding to the vibrations of theSO42- group and the Na–O vibrations (Table 2).Table 2
The characteristic FTIR spectra of Na2SO4.
Nature of Bond
IR absorption peak (cm−1)
200°C
400°C
600°C
M–O
2847
2854
—
2921
2921
—
3415
3444
3422
S–O
613
613
616
1117
1129
1121The most intense bands due to stretching and bending of S–O bond are situated at 1100 and 600 cm−1, respectively.


## 3.4. Electron Spin Resonance Studies

Unirradiated Na2SO4 samples gave no ESR signals even by applying 5 mW power. The ESR spectrum of Na2SO4 recorded at RT after γ-irradiation is typical powder spectra of spin 1/2 paramagnetic centres with anisotropic g-value (Figure 5).ESR spectra of (a) unirradiated and (b)γ-irradiated Na2SO4 calcined at 400°C recorded at RT.
(a)
(b)The ESR line close and to the left of TCNE marker is due to defect centre. The field scan has been selected to observe ESR lines near the free electron resonance (g=2.00277). The powder spectra are difficult to interpret since hyperfine structure is not observed. A possibility is to make the comparison with other similar compounds. As already known, the most probable radiation products in sulphates are SO3- and SO4- radicals [16, 17]. In the present case this is mainly SO4-, probably formed by natural γ-irradiation as
(4)SO42-→γ-irradiationSO4-+e-The observed principalg-values are g||=2.030 andg⊥=2.0090.Comparing the obtainedg-values of signals with those of SO3- and SO4- in the literature, it is reasonable to relate the signal to the SO4- radical. [18, 19]. The slight differences among published and measured g-values may arise from difference in distortion of the molecular structure or in lattice environment of the radicals.


## 3.5. Thermoluminescence Studies

The TSL glow curves of thenardite sample were recorded at RT for differentγ-ray irradiation from 0.25 to 4 kGy (Figure 6).Figure 6
TL glow curves ofγ-irradiated Na2SO4 (0.025 kGy–4 kGy) calcined at 400°C.The sample has one glow peak at temp ~180°C indicating that only unit set of trap states is being activated within the particular temperature range with its own value of activation energy (Eg) and frequency factor (s) and is slightly shifted towards higher temperature side as the γ-ray dose increases accompanied by the intensification of the peak. The increase in thermal fluctuation enhances the defect sites which enhance the overall heat content of the solid, which might probably shift the TL peak slightly towards higher temperature.Thorough investigation on the TL mechanism using ESR shows that, among all the formed centres, theSO4- ion appears to play an important role throughout the temperature range of TL [20, 21]. Nambi et al. concluded that the nature of the traps involved in TSL is the same as indicated in the ESR spectra on the basis of parallelism exhibited by (i) gamma dose against ESR and TSL signals build-up curves and (ii) RT decay curves of ESR and TSL intensities [22]. The TL peak appearing at 453 K may be caused by the charges released from the SO4- centre. Since the defect centre SO3- decays completely at 573 K, no TL role could be specifically assigned to this centre.The increase in the intensities of the glow peaks with increase of radiation dose can be understood by the fact that more and more traps are responsible for these glow peaks and were getting filled with the increase of irradiation dose and subsequently these traps release the charge carriers on thermal stimulation to finally recombine with their counterparts, thus giving rise to intense glow peaks.


### 3.5.1. TL Fading

Fading is the unintentional loss of the TL signal and may be caused by optical stimulation. Thermal fading originates from the fact that even at room temperature there is a certain probability of charge carriers escaping from their trapping centres. In general, high-sensitivity materials should be handled carefully and stored in opaque containers to prevent its fading from light exposure. Other types of fading, which are not temperature dependent, are caused by quantum mechanical tunneling of the trapped charge to recombination sites and transitions between localized states, that is, transitions that do not take place via the delocalized bands [23].Initially, the high fading effect of gamma-irradiated samples is due to the recombination of the trapped electrons released at room temperature. After initial fading the sample becomes stable, and new recombination can occur only by heating the sample at elevated temperatures. The effect was studied by irradiating samples with a gamma dose of 2 kGy. One of these irradiated samples was measured immediately (1 h) after irradiation to be considered as a reference. The other samples irradiated with the same dose have been stored at room temperature and the TL signal was recorded at different intervals for nearly 90 days (Figure7).Figure 7
TL fading of thenardite calcined at 400°C exposed to 2 kGy of gamma irradiation for a period of 3 months.About 1.2% fading is observed during the first five days, but thereafter the intensity remained almost constant. However, it is suggested that the irradiation of thenardite phosphor at high doses results in the formation of deep traps which resulted in the fading of TL signal.Thenardite has been tested for its reusability. The thenardite material was given exposure of 1 kGy and a TL glow curve was recorded up to 573 K. It was then quickly cooled to RT by switching off the heater and drawing it out of the sample holder. It was again given the same exposure and the glow curve recording was performed. No change in the intensity of the peak was observed. The cycle was repeated five times with the same sample, but no change in the glow curve structure or the shape was observed. Since the sensitivity of a phosphor did not change after several cycles of exposure and readouts, it can be concluded that the prepared phosphors are obviously desirable for dosimetric applications.


### 3.5.2. Analysis of TL Glow Curve and Calculation of Trapping Parameters

The trap parameters, such as activation energy and order of kinetics, were calculated for the 430 K glow peak of the thenardite phosphor irradiated with a gamma dose of 2 kGy at RT using the Chen’s set of empirical formulae for the shape of the glow curve [24]. The order of the kinetics can be found by the form factor (μg). A representative diagram of different quantities used in the glow-curve shape method while determining the trap parameters is shown in Figure 8. Theoretically, a value of the geometrical form factor which is close to 0.42 implies first-order kinetics and a value of 0.52 is for second-order kinetics. In the present study, its value lies in the range of 0.48–0.52, suggesting second-order kinetics. This suggests that TL emission involves retrapping of charges. The activation energy (Eg), frequency factor (s), and order of kinetics can be estimated using the following relations:
(5)Eα=Cα(KTm2α)-bα(2KTm),
where α=τ,ω,δ;ω=T2-T1;δ=T2-Tm;τ=Tm-T1(6)Cτ=1.51+3.0(μg-0.42),bτ=1.58+4.2(μg-0.42),Cδ=0.976+7.3(μg-0.42);bδ=0,Cω=2.52+10.2(μg-0.42);bω=1,μg=T2-TmT2-T1,s=(βEkTm2)(exp(E/kTm)1+(b-1)(2kTm/E)),
where k is the Boltzmann constant t=8.6×10-5.Figure 8
Representative diagram of different quantities used in the glow-curve shape method.The frequency factor is known as the attempt-to-escape frequency and is interpreted as the number of times per second that an electron interacts with the crystal lattice of a solid multiplied by transition probability and the change in entropy associated with the transition from a trap to the delocalized band. The expected maximum value of “s” should be similar to the lattice vibrational frequency, that is, 1012–1014 s−1. This frequency factor describes the trap as a potential well and “s” should be the product between the frequency with which the trapped electrons strike the wells of the potential barrier and the reflection coefficient. Thus “s” should be expected to be about of the order of the vibrational frequency of the crystal. Table 3 lists the peak parameters for the thenardite irradiated at different dose of γ-ray exposure. With increase in the dose of γ-ray exposure, the activation energy remains almost the same whereas the frequency factor increases which indicates the increase in vibrational frequency of the crystal lattice.Table 3
Kinetic parameters for the Na2SO4 irradiated at different γ-ray doses.
γ-Ray dose (K Gy)
T
max (°C)
E
g (eV)
s (s−1)
0.25
170
0.18
0.63 × 1012
1.00
172
0.17
0.91 × 1012
2.00
174
0.19
1.24 × 1012
3.00
176
0.20
6.28 × 1012
3.50
180
0.18
7.04 × 1012
4.00
185
0.17
7.16 × 1012
T
max, Eg, and s are the maximum TL glow peak temperature, activation energy, and frequency factor of the Na2SO4, respectively.


## 3.5.1. TL Fading

Fading is the unintentional loss of the TL signal and may be caused by optical stimulation. Thermal fading originates from the fact that even at room temperature there is a certain probability of charge carriers escaping from their trapping centres. In general, high-sensitivity materials should be handled carefully and stored in opaque containers to prevent its fading from light exposure. Other types of fading, which are not temperature dependent, are caused by quantum mechanical tunneling of the trapped charge to recombination sites and transitions between localized states, that is, transitions that do not take place via the delocalized bands [23].Initially, the high fading effect of gamma-irradiated samples is due to the recombination of the trapped electrons released at room temperature. After initial fading the sample becomes stable, and new recombination can occur only by heating the sample at elevated temperatures. The effect was studied by irradiating samples with a gamma dose of 2 kGy. One of these irradiated samples was measured immediately (1 h) after irradiation to be considered as a reference. The other samples irradiated with the same dose have been stored at room temperature and the TL signal was recorded at different intervals for nearly 90 days (Figure7).Figure 7
TL fading of thenardite calcined at 400°C exposed to 2 kGy of gamma irradiation for a period of 3 months.About 1.2% fading is observed during the first five days, but thereafter the intensity remained almost constant. However, it is suggested that the irradiation of thenardite phosphor at high doses results in the formation of deep traps which resulted in the fading of TL signal.Thenardite has been tested for its reusability. The thenardite material was given exposure of 1 kGy and a TL glow curve was recorded up to 573 K. It was then quickly cooled to RT by switching off the heater and drawing it out of the sample holder. It was again given the same exposure and the glow curve recording was performed. No change in the intensity of the peak was observed. The cycle was repeated five times with the same sample, but no change in the glow curve structure or the shape was observed. Since the sensitivity of a phosphor did not change after several cycles of exposure and readouts, it can be concluded that the prepared phosphors are obviously desirable for dosimetric applications.


## 3.5.2. Analysis of TL Glow Curve and Calculation of Trapping Parameters

The trap parameters, such as activation energy and order of kinetics, were calculated for the 430 K glow peak of the thenardite phosphor irradiated with a gamma dose of 2 kGy at RT using the Chen’s set of empirical formulae for the shape of the glow curve [24]. The order of the kinetics can be found by the form factor (μg). A representative diagram of different quantities used in the glow-curve shape method while determining the trap parameters is shown in Figure 8. Theoretically, a value of the geometrical form factor which is close to 0.42 implies first-order kinetics and a value of 0.52 is for second-order kinetics. In the present study, its value lies in the range of 0.48–0.52, suggesting second-order kinetics. This suggests that TL emission involves retrapping of charges. The activation energy (Eg), frequency factor (s), and order of kinetics can be estimated using the following relations:
(5)Eα=Cα(KTm2α)-bα(2KTm),
where α=τ,ω,δ;ω=T2-T1;δ=T2-Tm;τ=Tm-T1(6)Cτ=1.51+3.0(μg-0.42),bτ=1.58+4.2(μg-0.42),Cδ=0.976+7.3(μg-0.42);bδ=0,Cω=2.52+10.2(μg-0.42);bω=1,μg=T2-TmT2-T1,s=(βEkTm2)(exp(E/kTm)1+(b-1)(2kTm/E)),
where k is the Boltzmann constant t=8.6×10-5.Figure 8
Representative diagram of different quantities used in the glow-curve shape method.The frequency factor is known as the attempt-to-escape frequency and is interpreted as the number of times per second that an electron interacts with the crystal lattice of a solid multiplied by transition probability and the change in entropy associated with the transition from a trap to the delocalized band. The expected maximum value of “s” should be similar to the lattice vibrational frequency, that is, 1012–1014 s−1. This frequency factor describes the trap as a potential well and “s” should be the product between the frequency with which the trapped electrons strike the wells of the potential barrier and the reflection coefficient. Thus “s” should be expected to be about of the order of the vibrational frequency of the crystal. Table 3 lists the peak parameters for the thenardite irradiated at different dose of γ-ray exposure. With increase in the dose of γ-ray exposure, the activation energy remains almost the same whereas the frequency factor increases which indicates the increase in vibrational frequency of the crystal lattice.Table 3
Kinetic parameters for the Na2SO4 irradiated at different γ-ray doses.
γ-Ray dose (K Gy)
T
max (°C)
E
g (eV)
s (s−1)
0.25
170
0.18
0.63 × 1012
1.00
172
0.17
0.91 × 1012
2.00
174
0.19
1.24 × 1012
3.00
176
0.20
6.28 × 1012
3.50
180
0.18
7.04 × 1012
4.00
185
0.17
7.16 × 1012
T
max, Eg, and s are the maximum TL glow peak temperature, activation energy, and frequency factor of the Na2SO4, respectively.


## 3.6. Excitation and Photoluminescence Studies of Sodium Sulphate

Optical absorption spectra of thenardite powder sample show a broad absorption bands (Figure8). The absorption peaks occurring at 237 nm were attributed to the SO4- radical. The shoulder at 247 nm and the peak at 262 nm were attributed to absorption by SO3- radical.A PL spectrum of thenardite was attributed to several levels of physical origins: oxygen vacancies, self-trapped excitons, surface states, and localized excitons, and so forth. The electrons and holes in thenardite react with electron donors or acceptors and undergo desired redox reactions. Therefore, generation and relaxation dynamics of electrons and holes are crucial in determining the overall efficiency of luminescence process. Recombination processes are actually a vital factor that determines the luminescence performance of phosphor material.Thenardite is a fluorescent mineral, showing white luminescence under short wave ultraviolet (UV) light and milk-white luminescence under long wave UV light and long phosphorescence [25].Figure9 shows the photoluminescence spectrum of Na2SO4 upon 340 nm excitation. The PL emission spectrum shows that an intense peak at ~702 nm is attributed to excitonic PL arising from intrinsic defects of thenardite. This emission band showed a distinct vibronic structure. The vibronic structure is the characteristic of S2− centre which was observed in the red region. This suggests that the origin of the luminescence from thenardite is due to S2− centre. The emission and excitation spectra due to the S2- centre in synthetic Na2SO4, K2SO4, and Rb2SO4 were observed by some researchers [26–28]. Kushunirenko et al. observed luminescence due to S2− in Na2SO4 at 300, 77, and 4.2 K under 337.1 nm excitation. The emission band with the most intense peak at ~600 nm showed a distinct vibronic structure which is evident even at RT [26]. Belyi et al. prepared synthetic crystals of Na2SO4 : S and Na2SO4 : S, Ca2+ by heating a mixture of Na2SO4, and sulphur and CaCl2 at 1000°C for 2 h [28]. They observed an emission band with a distinct vibronic structure, whose most intense peak was located at ~600 nm under 337.1 nm excitation at 4.2 K and excitation bands with peaks at about 330 nm and 400 nm by monitoring luminescence at 680 nm at 4.2 K.Figure 9
Photoluminescence spectra of Na2SO4 calcined at 400°C (λex=340nm).Theγ-ray irradiated thenardite reduced the intensity of almost all the absorption bands which shows that the intrinsic defects are unstable and decay rapidly. Similarly, they did not change the feature of the PL but reduced the luminescence efficiency. This suggests that the γ-ray irradiation of thenardite may generate a killer centre for luminescence in thenardite. We could not find any dip due to absorption by the killer centre. It seems that γ-ray irradiation has an annealing effect although mechanism is not yet clear.


## 4. Conclusions

Na2SO4 phosphor has been prepared at RT by slow evaporation technique. PXRD pattern showed the presence of an orthorhombic phase while SEM studies showed the presence of uniform distribution of twinned orthorhombic prisms and pyramids. The study of TL characteristics shows that the phosphor exhibits good linearity, low fading, and reusability. An ESR study confirms that SO4- defect centre is responsible for TL glow peak. The PL peaks arise from S2− centres of Na2SO4 and the γ-ray irradiated of thenardite did not change the features of the PL spectra. Fading and reusability test revealed that the prepared phosphor is quite stable up to 15 days and therefore has potential for the use in radiation dosimetry.



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*Source: 641631-2013-12-24.xml*