# Aqueous Synthesis of Ru Doped Hematite Nanostructures: A Morphological, Structural, Optical, and Magnetic Study

Authors: Ceboliyozakha Leonard Ndlangamandla; Krish Bharuth-Ram; Osman Muzi Ndwandwe; Balla Diop Ngom; Malik Maaza
Journal: Journal of Nanoparticles
 (2015)

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## Abstract

Hematite nanorods doped with ruthenium were successfully deposited on fluorine doped tin oxide (FTO) glass substrates using aqueous chemical growth. Using complementary surface/interface investigation techniques, the Ru incorporation in the Ru-α-Fe2O3 nanorods was evidenced. The optical band gap was found to be Ru doping concentration dependent: varying from 2.32 (2) to 2.47 (2) eV. These band gap values are well suited for the targeted water splitting process without application of an external bias.


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## Body

## 1. Introduction

Hematite (α-Fe2O3) is the thermodynamically stable crystallographic phase of ferric oxide. It is earth abundant, nontoxic, and photocorrosive resistant and is an efficient photocatalytic material [1]. Because of the bulk band gap of 1.9–2.2 eV, hematite was recognized as an ideal candidate as photoanode material in a Photoelectrochemical Cell (PEC) for the production of hydrogen by solar water splitting process.Thin films of hematite, consisting of crystalline arrays of oriented nanorods [2], have been demonstrated to display efficient photovoltaic properties [2]. In view of the relatively large charge carrier free mean path and e-hole recombination, these oriented nanorods provide better transport and collection of photogenerated electrons, exhibiting substantial photocurrent efficiency. A higher level of engineering of α-Fe2O3 based nanomaterials, such as 3-dimensional and anisotropic oriented arrays, is currently under investigation for additional potential technological applications in electronics, photonics, and magnetic devices. Current methods of preparation of such nanorods involve various approaches, such as chemical vapour deposition [3], sol-gel processes [4], pulsed laser evaporation [5], reactive sputtering [6], hydrothermal techniques [7], spray pyrolysis [8], and aqueous chemical growth (ACG) [9]. In the present study, ACG, also known as Vayssieres method, was adopted to grow hematite nanorods, because it is a simple technique for nanostructure deposition at relatively low temperatures. Advantages of the ACG method include the utilization of nonexpensive equipment, nontoxic reagents, nonhazardous byproducts, and surfactant-free surfaces. The morphology, shape, size, and structure of grown nanostructures can be tailored by adjusting growth parameters, such as the concentration of the solution, the reagent stoichiometry, the temperature, and the pH [10]. The present study focusses on the effects of Ru doping on the optical, morphological, and structural properties of hematite nanorods.


## 2. Experimental Procedure

### 2.1. Material Synthesis

As was mentioned previously, the nanostructured thin films ofα-Fe2O3 were synthesized on fluorine doped tin oxide (FTO) glass substrates using the ACG method. The commercially high grade chemicals (purchased from Industrial Analytical Ltd.) used in the synthesis were ferric chloride (FeCl3), sodium nitrate (NaNO3), and ruthenium chloride (RuCl3·xH2O). The precursor concentrations used in the synthesis were 0.1 Molar of anhydrous FeCl3 and 1 Molar of NaNO3. The deposition temperature was set at 95°C. FTO substrates cut to the required dimensions (25 × 25 mm2) were cleaned by ultrasonic washing and degreased with trichloroethylene, acetone, and methanol consecutively. The clean substrates were immersed into 100 mL aqueous solution (MilliQ, 18.2 MΩ cm) of FeCl3 and NaNO3 (pH of 1.5) and placed in a standard laboratory oven at a constant temperature of 95°C for different deposition times. The pH of 1.5 allows the growth of perpendicularly oriented nanorods with the longest length and the smallest diameter [12, 13]. The resultant thin films were thoroughly washed with deionized water to remove any residual salts and then dried at 95°C for 1 h. The thin films were heat treated in air at 500°C for 1 h to obtain the desired stoichiometric and thermodynamically stable hematite phase of α-Fe2O3.


### 2.2. Material Characterization

The crystallinity of the deposited iron oxide thin films was characterized by X-ray diffraction (XRD), using a Bruker AXS D8 Advance X-ray diffractometer with Cu Kα radiation (λ = 1.541 Å). The XRD data were collected with a position sensitive detector (PSD) at scan steps of 0.007° and scan speed of 1 step/s. The morphology of the films was studied using a Leo-Stereo Scan 440 Scanning Electron Microscope (SEM), while the chemical composition and physical properties of the α-Fe2O3 particles were investigated using Raman spectroscopy and Mössbauer spectroscopy. The Mössbauer spectra of the samples were collected in transmission mode using a 15 mCi 57CoRh source. UV-VIS-NIR optical measurements, both direct transmission (T) and absorption (A), were carried out within the spectral range of 200–1100 nm, at room temperature on a Cecil 2000 spectrophotometer.


## 2.1. Material Synthesis

As was mentioned previously, the nanostructured thin films ofα-Fe2O3 were synthesized on fluorine doped tin oxide (FTO) glass substrates using the ACG method. The commercially high grade chemicals (purchased from Industrial Analytical Ltd.) used in the synthesis were ferric chloride (FeCl3), sodium nitrate (NaNO3), and ruthenium chloride (RuCl3·xH2O). The precursor concentrations used in the synthesis were 0.1 Molar of anhydrous FeCl3 and 1 Molar of NaNO3. The deposition temperature was set at 95°C. FTO substrates cut to the required dimensions (25 × 25 mm2) were cleaned by ultrasonic washing and degreased with trichloroethylene, acetone, and methanol consecutively. The clean substrates were immersed into 100 mL aqueous solution (MilliQ, 18.2 MΩ cm) of FeCl3 and NaNO3 (pH of 1.5) and placed in a standard laboratory oven at a constant temperature of 95°C for different deposition times. The pH of 1.5 allows the growth of perpendicularly oriented nanorods with the longest length and the smallest diameter [12, 13]. The resultant thin films were thoroughly washed with deionized water to remove any residual salts and then dried at 95°C for 1 h. The thin films were heat treated in air at 500°C for 1 h to obtain the desired stoichiometric and thermodynamically stable hematite phase of α-Fe2O3.


## 2.2. Material Characterization

The crystallinity of the deposited iron oxide thin films was characterized by X-ray diffraction (XRD), using a Bruker AXS D8 Advance X-ray diffractometer with Cu Kα radiation (λ = 1.541 Å). The XRD data were collected with a position sensitive detector (PSD) at scan steps of 0.007° and scan speed of 1 step/s. The morphology of the films was studied using a Leo-Stereo Scan 440 Scanning Electron Microscope (SEM), while the chemical composition and physical properties of the α-Fe2O3 particles were investigated using Raman spectroscopy and Mössbauer spectroscopy. The Mössbauer spectra of the samples were collected in transmission mode using a 15 mCi 57CoRh source. UV-VIS-NIR optical measurements, both direct transmission (T) and absorption (A), were carried out within the spectral range of 200–1100 nm, at room temperature on a Cecil 2000 spectrophotometer.


## 3. Results and Discussion

### 3.1. Crystallographic Structure and X-Rays Diffraction

Figure1 reports the 2θ XRD scans of the hematite nanostructures for the various Ru doping concentrations. According to the JCPDC database, number 73-0603 and number 1309-37-1 of α-Fe2O3, the peaks corresponding to the values of 2θ equal to 24.14°, 33.15°, 35.61°, 39.28°, 40.86°, 49.48°, 54.09°, 56.15°, 57.59°, 62.45°, and 63.99° can be assigned to the following reticular planes: (012, 104, 110, 024, 116, 214, 113, 018, 134, 1010, 220, and 300), respectively. The intensity of the component along the (104) plane indicates that the Ru doped hematite particles are oriented in {104} direction. The intensity of this strongest peak tends to decrease and its line width broadens as the Ru dopant concentration increases. More precisely, the (104) Bragg peak becomes less intense than the (110) and hence reflecting a change of texture. This is probably due to the interstitial substitution of the Ru atom and the resulting structural disorder induced in the hematite crystal structure. There is no evidence of XRD reflections from RuO2, which confirms the purity of the doped α-Fe2O3. The width at half maximum (FWHM) of (104) reflection line was used in Scherrer’s equation to estimate the basal average size of the nanorods D. Its variation with the Ru doping concentration is presented in Figure 2. As one can notice, D increases rapidly until reaching a saturation value. As highlighted by Vayssieres et al. [12, 13], this is due to the pH and growth mode.Figure 1
2θ XRD scans of hematite powder samples grown on TCO glass for 24 h at 95°C, as a function of dopant concentration: (a) undoped film, (b), (c), and (d) synthesized, respectively, with 0.006 g, 0.018 g, and 0.030 g of RuCl3·xH2O salt as doping precursor.
(a)
(b)
(c)
(d)Figure 2
Average basal size of the grown nanorods as a function of doping, estimated from the width of the (104) Bragg peak.Figure3 reports a typical Energy Dispersive X-Rays Spectroscopy (EDS) profile of the Ru doped samples. The reflections due to ruthenium (Ru), iron (Fe), and oxygen (O) are clearly evidenced. The peaks assigned to Si, Ca, and K are due to reflections from the glass substrate. The atomic concentrations of Ru in the samples were estimated to be 0.14, 0.08, and 0.06 at.% for the samples synthesized with 0.030 g, 0.018 g, and 0.006 g of RuCl3·xH2O precursor, respectively.Figure 3
Typical EDS profile of Ru doped hematite samples.Figure4 reports the SEM images of the undoped and the various Ru doped hematite samples. All samples exhibit the expected morphology and shape anisotropy of the synthesized particles: nanorods. Likewise, it can be noted that the higher the doping is, the more random the orientation of the nanorods is. Yet this misorientation is effective; it would nota priori affect the carrier charge free mean path but would enhance the light trapping due to multiple scattering. Consequentially, the overall water photosplitting efficiency would be high accordingly.Figure 4
The SEM images of the undoped and Ru dopedα-Fe2O3 samples grown on FTO glass substrate for 24 h at 95°C. The amount of RuCl3·xH2O precursor is indicated on each image.


### 3.2. Raman Analysis on Ru Doped Hematite Nanorods

The Raman spectra for Ru doped hematite samples are shown in Figure5. All vibrational modes for hematite are present, as summarized in Table 1. The intensity of the Eg (1) vibrational mode, positioned at 288 cm−1, decreases with increasing dopant concentration. The vibrational mode around 1124 cm−1 is due to Ru-O bonds as reported by Jo et al. (2005) [11]. The higher the dopant concentration, the lesser the intensity and the broader the width of the vibration modes. This indicates the loss of crystallinity in the samples when the dopant concentrations increase at least locally. This could be correlated to the broadening of the XRD patterns as reported above.Table 1
The Raman shifts (cm−1) for the Ru doped hematite nanorods grown for 24 h on FTO glass substrate, where A presents data for pure Fe2O3, B for 0.006 g, C for 0.018 g, and D for 0.030 g precursor doped samples.
Vibrational mode
A (undoped)
B
C
D
A1g (1)
221.2
222.2
210.2
212.1
Eg (1)
241.9
243.4
—
—
Eg (1)
288.5
289.9
272.4
271.9
Eg (1)
407.5
407.5
374.3
398.7
A1g (2)
492.3
494.6
—
—
Eg (1)
606.6
607.5
—
—
Eu
654
655.9
—
—
2Eu
1314
1307.8
1311.9
1311.9Figure 5
Raman shifts of Ru doped hematite (Ru-α-Fe2O3) nanorods grown for 24 h on FTO glass substrate: (A) pure and doped α-Fe2O3, (B) 0.006 g, (C) 0.018 g, and (D) 0.030 g of the doping precursor.


### 3.3. Analysis of Mössbauer Spectra

Mössbauer spectra of the unheated and heated Ru doped samples are presented in Figures6 and 7, respectively. The spectra were analysed with the analysis code RECOIL [14], using Lorentzian line shapes. The hyperfine parameters extracted from the fits to the spectra are presented in Table 2, in which the isomer shifts are expressed relative to α-Fe.Table 2
Mössbauer parameters (isomer shift (CS), quadrupole splitting (QS), hyperfine field (H), line width (HWHM), and area fraction (A)) extracted from the fits to the spectra displayed in Figures 6 and 7, of the Ru doped α-Fe2O3 samples synthesized with the precursor concentrations shown. The isomer shifts are expressed relative to α-Fe.
Sample
Component
CS
QS/e
H
G/2
A
(mm/s)
(mm/s)
(T)
(mm/s)
(%)
(a) As-synthesized
0.006 g
D1
0.37 (1)
0.70 (5)
—
0.32
59 (3)
B1
0.5 (1)
−0.2 (1)
3.66 (2)
0.70
41 (4)
0.018 g
D1
0.37 (1)
0.68 (1)
—
0.34
78 (4)
B1
0.3 (1)
−0.1 (1)
3.25 (8)
0.60
22 (4)
0.030 g
D1
0.37 (1)
0.40 (4)
—
0.38
69 (2)
D2
0.38 (2)
1.28 (5)
—
0.30
31 (3)
α-Fe2O3
B1
0.355 (6)
−0.11 (1)
5.156 (3)
0.18
100
Annealed at 500°C
0.006 g
B1
0.36 (1)
−0.12 (1)
5.16 (1)
0.17
100
0.018 g
B1
0.36 (1)
0.02 (2)
5.11 (2)
0.19
49 (2)
B2
0.33 (2)
0.16 (2)
5.24 (2)
0.14
19 (2)
B3
0.43 (2)
0.36 (3)
4.20 (6)
0.35
18 (2)
B4
0.26 (2)
−0.06 (3)
4.22 (6)
0.35
14 (2)
0.030 g
B1
0.36 (4)
0.34 (2)
5.12 (2)
0.15
70 (2)
B2
0.30 (4)
−0.05 (6)
5.26 (2)
0.14
30 (2)Figure 6
Mössbauer spectra of the as-synthesized (unheated) Ru doped iron oxide powder samples deposited for 24 h, using the precursor concentrations shown.
(a)
0.006 g Ru as-synthesized
(b)
0.018 g Ru as-synthesized
(c)
0.030 g Ru as-synthesizedFigure 7
Mössbauer spectra of Ru doped hematite powder samples after annealing at 500°C. For comparison, the Mössbauer spectrum of undopedα-Fe2O3 is also shown.
(a)
α-Fe2O3
(b)
0.006 g Ru.TA=500°C
(c)
0.018 g Ru.TA=500°C
(d)
0.030 g Ru.TA=500°CThe spectra of the as-synthesized samples consist of doublets whose isomer shifts and quadrupole splittings are close to those ofβ-Fe2O3 [15]. However, in the case β-Fe2O3 the two subspectra have quadrupole shifts of 0.69 and 0.90 mm/s, which are quite different from the values extracted from our fits to the spectrum obtained for the sample synthesized with 0.030 g of the Ru precursor (Figure 6(c)). This leads us to conclude that the synthesized thin films consist of nanoclusters of α-Fe2O3 which display superparamagnetic relaxation in their RT spectra. On annealing at 500°C, the nanoclusters morph into nanorods, as shown in Figure 4. The Mössbauer spectra evolve into magnetic sextets expected of multidomain structures. The spectra show some very interesting features. In the case of the 0.018 g doped sample, in addition to the main sextet with a hyperfine field close to that of α-Fe2O3, the spectra also show approximately 30% contribution from components with lower field values with large line widths, presumably due to amorphous Fe(III) complexes. The main sextet consists of two subspectra. This is more clearly visible in the spectrum of the sample synthesized with 0.030 g of the precursor (Figure 7(d)). In addition to the sextet with a magnetic hyperfine field of H=5.12 T, a new sextet with H=5.26 T is required to fit the data. This feature is very similar to that displayed in Figure 2 of [14], of pure synthetic hematite at 260 K (i.e., at the Morin temperature) showing the coexistence of the antiferromagnetic and weakly ferromagnetic phases. Our MS results, obtained in RT measurements, show that the Ru dopant raises the Morin temperature of hematite, in agreement with the observations reported by Helgason et al. [16], and provides further evidence that the Ru ions are incorporated in the α-Fe2O3 structure.


### 3.4. Optical Properties of Ru Doped Hematite Nanorods

Figure8 presents the UV-VIS-NIR optical transmissions of Ru doped hematite thin film samples. The transmission decreases as the dopant increases; such a trend could be correlated with the higher orientation disorder induced by the Ru doping as observed previously in the SEM imaging. The corresponding optical absorbance spectra are presented in Figure 9. The latter were used to derive the optical band gap of the samples. It has been reported that the band edge position can be tailored by the electronegativity of the dopants as well as by quantum confinement effects. Figure 10 presents the plot of the (αhν)2 as a function of hν from which the optical band gap of the Ru dope hematite nanorods was estimated to be 2.32 eV and 2.36 eV for the samples deposited with 0.006 g and 0.018 g of the precursor and for the sample prepared with 0.030 g of RuCl3·xH2O it was found to be 2.48 eV. This indicates a shift within the range of 0.26–0.56 eV for both samples prepared with 0.006 and 0.018 g of RuCl3·xH2O doping precursor and 0.29–0.59 eV for sample deposited with 0.030 g of RuCl3·xH2O doping precursor. These shifts are in line with the targeted blue shift of the hematite band gap of about 0.3 to 0.6 eV [12] which induce the upward shift of the conduction band edge. This substantial increase in the optical band gap could be due to a combination of the dopant as well as quantum confinement effects. It has been reported that the optimal band gap of 2.46 eV [12, 13] is required for water photooxidation without an external bias. Therefore, our obtained values would allow engineering a water splitting device without external bias.Figure 8
The UV-Visible transmission curves of Ru doped hematite samples grown on FTO glass substrate at 95°C for 24 h, where A is undoped, B is 0.006 g, C is 0.018 g, and D is 0.03 g of RuCl3·xH2O.Figure 9
The UV-Visible absorption curves of Ru doped hematite nanorods grown on FTO glass substrate at 95°C for 24 h, where A is an undoped sample, and B, C, and D are produced using 0.006 g, 0.018 g, and 0.030 g of RuCl3·xH2O precursor, respectively.Figure 10
The band gap estimation deduced from plots of(αhν)2 as a function of photon energy (hν) for Ru doped hematite thin films grown on FTO glass substrate at 95°C for 24 h, where A is undoped, B is 0.006 g, C is 0.018 g, and D is 0.03 g of RuCl3·xH2O.


## 3.1. Crystallographic Structure and X-Rays Diffraction

Figure1 reports the 2θ XRD scans of the hematite nanostructures for the various Ru doping concentrations. According to the JCPDC database, number 73-0603 and number 1309-37-1 of α-Fe2O3, the peaks corresponding to the values of 2θ equal to 24.14°, 33.15°, 35.61°, 39.28°, 40.86°, 49.48°, 54.09°, 56.15°, 57.59°, 62.45°, and 63.99° can be assigned to the following reticular planes: (012, 104, 110, 024, 116, 214, 113, 018, 134, 1010, 220, and 300), respectively. The intensity of the component along the (104) plane indicates that the Ru doped hematite particles are oriented in {104} direction. The intensity of this strongest peak tends to decrease and its line width broadens as the Ru dopant concentration increases. More precisely, the (104) Bragg peak becomes less intense than the (110) and hence reflecting a change of texture. This is probably due to the interstitial substitution of the Ru atom and the resulting structural disorder induced in the hematite crystal structure. There is no evidence of XRD reflections from RuO2, which confirms the purity of the doped α-Fe2O3. The width at half maximum (FWHM) of (104) reflection line was used in Scherrer’s equation to estimate the basal average size of the nanorods D. Its variation with the Ru doping concentration is presented in Figure 2. As one can notice, D increases rapidly until reaching a saturation value. As highlighted by Vayssieres et al. [12, 13], this is due to the pH and growth mode.Figure 1
2θ XRD scans of hematite powder samples grown on TCO glass for 24 h at 95°C, as a function of dopant concentration: (a) undoped film, (b), (c), and (d) synthesized, respectively, with 0.006 g, 0.018 g, and 0.030 g of RuCl3·xH2O salt as doping precursor.
(a)
(b)
(c)
(d)Figure 2
Average basal size of the grown nanorods as a function of doping, estimated from the width of the (104) Bragg peak.Figure3 reports a typical Energy Dispersive X-Rays Spectroscopy (EDS) profile of the Ru doped samples. The reflections due to ruthenium (Ru), iron (Fe), and oxygen (O) are clearly evidenced. The peaks assigned to Si, Ca, and K are due to reflections from the glass substrate. The atomic concentrations of Ru in the samples were estimated to be 0.14, 0.08, and 0.06 at.% for the samples synthesized with 0.030 g, 0.018 g, and 0.006 g of RuCl3·xH2O precursor, respectively.Figure 3
Typical EDS profile of Ru doped hematite samples.Figure4 reports the SEM images of the undoped and the various Ru doped hematite samples. All samples exhibit the expected morphology and shape anisotropy of the synthesized particles: nanorods. Likewise, it can be noted that the higher the doping is, the more random the orientation of the nanorods is. Yet this misorientation is effective; it would nota priori affect the carrier charge free mean path but would enhance the light trapping due to multiple scattering. Consequentially, the overall water photosplitting efficiency would be high accordingly.Figure 4
The SEM images of the undoped and Ru dopedα-Fe2O3 samples grown on FTO glass substrate for 24 h at 95°C. The amount of RuCl3·xH2O precursor is indicated on each image.


## 3.2. Raman Analysis on Ru Doped Hematite Nanorods

The Raman spectra for Ru doped hematite samples are shown in Figure5. All vibrational modes for hematite are present, as summarized in Table 1. The intensity of the Eg (1) vibrational mode, positioned at 288 cm−1, decreases with increasing dopant concentration. The vibrational mode around 1124 cm−1 is due to Ru-O bonds as reported by Jo et al. (2005) [11]. The higher the dopant concentration, the lesser the intensity and the broader the width of the vibration modes. This indicates the loss of crystallinity in the samples when the dopant concentrations increase at least locally. This could be correlated to the broadening of the XRD patterns as reported above.Table 1
The Raman shifts (cm−1) for the Ru doped hematite nanorods grown for 24 h on FTO glass substrate, where A presents data for pure Fe2O3, B for 0.006 g, C for 0.018 g, and D for 0.030 g precursor doped samples.
Vibrational mode
A (undoped)
B
C
D
A1g (1)
221.2
222.2
210.2
212.1
Eg (1)
241.9
243.4
—
—
Eg (1)
288.5
289.9
272.4
271.9
Eg (1)
407.5
407.5
374.3
398.7
A1g (2)
492.3
494.6
—
—
Eg (1)
606.6
607.5
—
—
Eu
654
655.9
—
—
2Eu
1314
1307.8
1311.9
1311.9Figure 5
Raman shifts of Ru doped hematite (Ru-α-Fe2O3) nanorods grown for 24 h on FTO glass substrate: (A) pure and doped α-Fe2O3, (B) 0.006 g, (C) 0.018 g, and (D) 0.030 g of the doping precursor.


## 3.3. Analysis of Mössbauer Spectra

Mössbauer spectra of the unheated and heated Ru doped samples are presented in Figures6 and 7, respectively. The spectra were analysed with the analysis code RECOIL [14], using Lorentzian line shapes. The hyperfine parameters extracted from the fits to the spectra are presented in Table 2, in which the isomer shifts are expressed relative to α-Fe.Table 2
Mössbauer parameters (isomer shift (CS), quadrupole splitting (QS), hyperfine field (H), line width (HWHM), and area fraction (A)) extracted from the fits to the spectra displayed in Figures 6 and 7, of the Ru doped α-Fe2O3 samples synthesized with the precursor concentrations shown. The isomer shifts are expressed relative to α-Fe.
Sample
Component
CS
QS/e
H
G/2
A
(mm/s)
(mm/s)
(T)
(mm/s)
(%)
(a) As-synthesized
0.006 g
D1
0.37 (1)
0.70 (5)
—
0.32
59 (3)
B1
0.5 (1)
−0.2 (1)
3.66 (2)
0.70
41 (4)
0.018 g
D1
0.37 (1)
0.68 (1)
—
0.34
78 (4)
B1
0.3 (1)
−0.1 (1)
3.25 (8)
0.60
22 (4)
0.030 g
D1
0.37 (1)
0.40 (4)
—
0.38
69 (2)
D2
0.38 (2)
1.28 (5)
—
0.30
31 (3)
α-Fe2O3
B1
0.355 (6)
−0.11 (1)
5.156 (3)
0.18
100
Annealed at 500°C
0.006 g
B1
0.36 (1)
−0.12 (1)
5.16 (1)
0.17
100
0.018 g
B1
0.36 (1)
0.02 (2)
5.11 (2)
0.19
49 (2)
B2
0.33 (2)
0.16 (2)
5.24 (2)
0.14
19 (2)
B3
0.43 (2)
0.36 (3)
4.20 (6)
0.35
18 (2)
B4
0.26 (2)
−0.06 (3)
4.22 (6)
0.35
14 (2)
0.030 g
B1
0.36 (4)
0.34 (2)
5.12 (2)
0.15
70 (2)
B2
0.30 (4)
−0.05 (6)
5.26 (2)
0.14
30 (2)Figure 6
Mössbauer spectra of the as-synthesized (unheated) Ru doped iron oxide powder samples deposited for 24 h, using the precursor concentrations shown.
(a)
0.006 g Ru as-synthesized
(b)
0.018 g Ru as-synthesized
(c)
0.030 g Ru as-synthesizedFigure 7
Mössbauer spectra of Ru doped hematite powder samples after annealing at 500°C. For comparison, the Mössbauer spectrum of undopedα-Fe2O3 is also shown.
(a)
α-Fe2O3
(b)
0.006 g Ru.TA=500°C
(c)
0.018 g Ru.TA=500°C
(d)
0.030 g Ru.TA=500°CThe spectra of the as-synthesized samples consist of doublets whose isomer shifts and quadrupole splittings are close to those ofβ-Fe2O3 [15]. However, in the case β-Fe2O3 the two subspectra have quadrupole shifts of 0.69 and 0.90 mm/s, which are quite different from the values extracted from our fits to the spectrum obtained for the sample synthesized with 0.030 g of the Ru precursor (Figure 6(c)). This leads us to conclude that the synthesized thin films consist of nanoclusters of α-Fe2O3 which display superparamagnetic relaxation in their RT spectra. On annealing at 500°C, the nanoclusters morph into nanorods, as shown in Figure 4. The Mössbauer spectra evolve into magnetic sextets expected of multidomain structures. The spectra show some very interesting features. In the case of the 0.018 g doped sample, in addition to the main sextet with a hyperfine field close to that of α-Fe2O3, the spectra also show approximately 30% contribution from components with lower field values with large line widths, presumably due to amorphous Fe(III) complexes. The main sextet consists of two subspectra. This is more clearly visible in the spectrum of the sample synthesized with 0.030 g of the precursor (Figure 7(d)). In addition to the sextet with a magnetic hyperfine field of H=5.12 T, a new sextet with H=5.26 T is required to fit the data. This feature is very similar to that displayed in Figure 2 of [14], of pure synthetic hematite at 260 K (i.e., at the Morin temperature) showing the coexistence of the antiferromagnetic and weakly ferromagnetic phases. Our MS results, obtained in RT measurements, show that the Ru dopant raises the Morin temperature of hematite, in agreement with the observations reported by Helgason et al. [16], and provides further evidence that the Ru ions are incorporated in the α-Fe2O3 structure.


## 3.4. Optical Properties of Ru Doped Hematite Nanorods

Figure8 presents the UV-VIS-NIR optical transmissions of Ru doped hematite thin film samples. The transmission decreases as the dopant increases; such a trend could be correlated with the higher orientation disorder induced by the Ru doping as observed previously in the SEM imaging. The corresponding optical absorbance spectra are presented in Figure 9. The latter were used to derive the optical band gap of the samples. It has been reported that the band edge position can be tailored by the electronegativity of the dopants as well as by quantum confinement effects. Figure 10 presents the plot of the (αhν)2 as a function of hν from which the optical band gap of the Ru dope hematite nanorods was estimated to be 2.32 eV and 2.36 eV for the samples deposited with 0.006 g and 0.018 g of the precursor and for the sample prepared with 0.030 g of RuCl3·xH2O it was found to be 2.48 eV. This indicates a shift within the range of 0.26–0.56 eV for both samples prepared with 0.006 and 0.018 g of RuCl3·xH2O doping precursor and 0.29–0.59 eV for sample deposited with 0.030 g of RuCl3·xH2O doping precursor. These shifts are in line with the targeted blue shift of the hematite band gap of about 0.3 to 0.6 eV [12] which induce the upward shift of the conduction band edge. This substantial increase in the optical band gap could be due to a combination of the dopant as well as quantum confinement effects. It has been reported that the optimal band gap of 2.46 eV [12, 13] is required for water photooxidation without an external bias. Therefore, our obtained values would allow engineering a water splitting device without external bias.Figure 8
The UV-Visible transmission curves of Ru doped hematite samples grown on FTO glass substrate at 95°C for 24 h, where A is undoped, B is 0.006 g, C is 0.018 g, and D is 0.03 g of RuCl3·xH2O.Figure 9
The UV-Visible absorption curves of Ru doped hematite nanorods grown on FTO glass substrate at 95°C for 24 h, where A is an undoped sample, and B, C, and D are produced using 0.006 g, 0.018 g, and 0.030 g of RuCl3·xH2O precursor, respectively.Figure 10
The band gap estimation deduced from plots of(αhν)2 as a function of photon energy (hν) for Ru doped hematite thin films grown on FTO glass substrate at 95°C for 24 h, where A is undoped, B is 0.006 g, C is 0.018 g, and D is 0.03 g of RuCl3·xH2O.


## 4. Conclusion

The controlled growth of uniform Ru-α-Fe2O3 nanorods at a low temperature with soft chemistry deposition technique (ACG) was achieved. The XRD peak pattern broadening and the peak position shifts, because of increased dopant concentrations from 0.006 g to 0.030 g, were observed. Strong evidence of the ruthenium presence in the hematite nanostructures was confirmed by SEM, EDS, and Raman measurements. The smaller magnetic field values on Mössbauer measurements due to the presence of the dopants were observed.The optical band gap of the Ru dope hematite nanorods was estimated to be between 2.36 eV and 2.48 eV depending on ruthenium (RuCl3·xH2O) concentrations. This suggests a band gap shift of about 0.16–0.58 eV eV from the known hematite bulk band gap, which is between 1.9 eV–2.2 eV, depending on the preparation process. These band gap shifts suggest that water splitting (which requires a band gap of 2.46 eV) without an external bias may be possible in these Ru doped nanosystems.



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*Source: 654587-2015-06-17.xml*