XRD patterns of all prepared samples are shown in Fig. 1(a). The pattern of non-doped sample (LFP) shows single olivine phase of LiFePO4 without secondary phase(s) as confirmed with JCPDS # 01-081-117). Sample LiFe0.70Mn0.10Co0.10Ni0.10PO4 doped with equal 10 mol% of each element (Mn, Co Ni) having high redox potential also shows similar XRD pattern as that of pristine LFP. It means Mn, Co and Ni have successfully been able to replace Fe atoms in the host structure of LiFePO4. In addition, XRD patterns of V doped samples according to composition LiFe0.7 (Mn1/3Co1/3Ni1/3)3x−yVyPO4 for (0.01 ≤ y ≤ 0.04) show pure phase without observable impurity peaks. However, for 0.05 ≤ y ≤ 0.10 composition, a small peak of Li3V2(PO4)3 secondary phase is observed as shown by arrow (↓) in the magnified view of XRD patterns in Fig. 1(b).
The Li3V2(PO4)3 is a common secondary phase in LiFePO4 with excess V-doping. However, Li3V2(PO4)3 is an electrochemically active phase and also a cathode material for Li-ion battery. Figure 1(c) shows the XRD patterns over a smaller range of 2θ to demonstrate the clear peaks shift to higher angles with increasing y in LiFe0.7 (Mn1/3Co1/3Ni1/3)3x−yVyPO4 composition.
Table 1
Prepared samples according stochiometric ratios, occupancies of transition metals obtained by Rietveld refinement and abbreviation used for samples.
Sample according to LiFe0.7 (Mn1/3Co1/3Ni1/3)3x−yVyPO4
|
Refined occupancies of doping transition metals
|
Abbr.
|
Fe
|
Mn
|
Co
|
Ni
|
V
|
LiFePO4
|
1.00
|
-
|
-
|
-
|
-
|
LFP
|
LiFe0.70Mn0.10Co0.10Ni0.10PO4
|
0.74(2)
|
0.111(2)
|
0.099(4)
|
0.099(7)
|
-
|
LFP-0V
|
LiFe0.70(Mn1/3Co1/3Ni1/3)0.29V0.01PO4
|
0.68(3)
|
0.096(2)
|
0.096(1)
|
0.096(2)
|
0.009(3)
|
LFP-1V
|
LiFe0.70(Mn1/3Co1/3Ni1/3)0.28V0.02PO4
|
0.68(6)
|
0.093(3)
|
0.093(2)
|
0.093(5)
|
0.019(2)
|
LFP-2V
|
LiFe0.70(Mn1/3Co1/3Ni1/3)0.27V0.03PO4
|
0.69(1)
|
0.089(3)
|
0.090(6)
|
0.090(4)
|
0.029(1)
|
LFP-3V
|
LiFe0.70(Mn1/3Co1/3Ni1/3)0.26V0.04PO4
|
0.69(9)
|
0.086(7)
|
0.086(2)
|
0.087(1)
|
0.039(1)
|
LFP-4V
|
LiFe0.70(Mn1/3Co1/3Ni1/3)0.25V0.05PO4
|
0.695(4)
|
0.083(5)
|
0.083(7)
|
0.083(2)
|
0.050(3)
|
LFP-5V
|
LiFe0.70(Mn1/3Co1/3Ni1/3)0.24V0.06PO4
|
0.70(2)
|
0.080(1)
|
0.079(2)
|
0.080(3)
|
0.060(2)
|
LFP-6V
|
LiFe0.70(Mn1/3Co1/3Ni1/3)0.22V0.08PO4
|
0.69(7)
|
0.073(4)
|
0.073(9)
|
0.073(2)
|
0.080(3)
|
LFP-8V
|
LiFe0.70(Mn1/3Co1/3Ni1/3)0.20V0.10PO4
|
0.696(3)
|
0.066(9)
|
0.067(2)
|
0.067(8)
|
0.099(5)
|
LFP-10V
|
A full Rietveld refinement was carried out on all XRD patterns to determine the lattice parameters and cell volumes. The refinement graphs of four samples LFP, LFP-0V, LFP-4V and LFP-10V are shown in Fig. 2. The refinement results demonstrate that lattice parameters a and b, and cell volume (V) decrease while lattice parameter c increases with increasing concentration of V-doping as shown in Fig. 3. The decrease in the unit cell volume with increasing V-doping concertation is due to formation of cations vacancies to balance the higher charge (V+ 3 or V+ 4) of vanadium, similar results are also reported earlier [28, 37, 38]. Furthermore, the reduction in unit cell volume of doped samples is also due to smaller atomic radius of doping elements V+ 4 (0.72 Å), Mn+ 2 (0.70 Å), Co+ 2 (0.75 Å) and Ni+ 2 (0.69 Å) as compared to Fe+ 2 (0.78 Å) [1, 39]. In addition, the change in the lattice parameters and continuous shift in XRD peaks with increasing V-doping concentration also confirm the incorporation of V into host lattice [37, 38].
Along with the lattice parameters, the site occupancies of transitional metals were also refined to check the charge compensation during V-doping. The Li occupancy was fixed at 100% and refinements was carried out on Fe, Mn, Co, Ni and V sites only. Initially, occupancies of Fe, Mn, Co, Ni and V were fixed according to estimated formula LiFe0.7 (Mn1/3Co1/3Ni1/3)3x−yVyPO4 (x = 0.1, y = 0, 0.01, 0.02, 0.03, 0.04, 0.05, 0.06, 0.08 and 0.10), in that case, slightly higher values of RF and ꭓ2 were found. When the occupancies of the transition metals are allowed to refine one by one without constraint, the values of RF and ꭓ2 were found lower and better fitting was observed.
However, only minor deviation was observed in the estimated occupancies and refined occupancies for all transition metals (Fe, Mn, Co, Ni and V) as shown in Table 1. An attempt has also been made to refine all the transition metal sites simultaneously, but in that case, convergence was not reached. However, due to poor resolution between the vacancies and Li-ions in the XRD data, the vacancy formation at both Fe and Li sites cannot be totally excluded. The samples LFP-8V and LFP-10V have shown higher ꭓ2 and RF values due to higher intensity peaks of Li3V2(PO4)3 secondary phase.
The oxidation states of the transition metals Fe, Mn, Co, Ni and V are determined by XPS and results are shown in the Fig. 4. The XPS spectra of Mn, Co and Ni are recorded from the two samples LFP-0V and LFP-10V.
XPS spectra of Fe are recorded for LFP, LFP-0V and LFP-10V. The XPS spectra of Fe 2p, Mn 2p, Co 2p and Ni 2p core level show two peaks of 2p3/2 and 2p1/2 due to spin-orbit coupling and for each element satellite peaks appearing along with main peaks. The main peaks of Fe centered at about 709.7 eV and 723.3 eV correspond to 2p3/2 and 2p1/2, respectively; while satellite peaks are observed at about 714.0 eV and 727.6 eV. The observed peaks are well matched with Fe+ 2 oxidation state of Fe [40]. Similarly, Mn spectra show two main peaks at about 641.8 eV (2p3/2) and 653.3 eV (2p1/2) corresponding to Mn+ 2 and two satellite peaks at 646.4 eV and 658.3 eV [41–43]. The spectra peaks of Co are observed at about 781.7 eV (2p3/2) and 797.9 eV (2p1/2) with two satellite peaks at about 787.5 eV and 802.4 eV corresponding to Co+ 2 [44, 45]. The XPS spectra of Ni show main peaks at about 855.0 eV (2p3/2), 872.4 eV (2p1/2), and one satellite peak at about 860.3 eV which match well with Ni+ 2 oxidation state of Ni [40, 46]. Therefore, it is found from the XPS results, there is no change in the oxidation states of Fe, Mn, Co and Ni. At the end, the oxidation states of V in the composition LiFe0.70(MnxCoxNix)3x−yVyPO4 were also studied. The XPS spectra of three samples LFP-1V, LFP-4V and LFP-10V were recorded to examine the effect of doping concentration on oxidation state of V. The spectra of V 2p core level show two main peaks at 516.6 eV and 723.9 eV corresponding to 2p3/2 and 2p1/2 spin-orbit coupling, respectively. The binding energy position of V matches well with that appeared in VO2 [47, 48], suggesting the oxidation state + 4 of V in doped samples which is independent of doping concentration. However, in the composition LiFe0.70(MnxCoxNix)3x−yVyPO4 for 0.05 ≤ y ≤ 0.10, a small trace of secondary phase Li3V2(PO4)3 is observed in the XRD pattern. But, the oxidation state V+ 3 for Li3V2(PO4)3 is not observed in the present study. Moreover, distinguishing between V+ 3 and V+ 4 peaks is difficult by XPS due to its surface sensitivity as data is collected from surface, charge compensation used during data collection for non-conducting samples like LiFePO4 and calibration of the data to C or O peak [26, 47]. In addition, the binding energy difference between V+ 3 and V+ 4 peaks are very less (0.1–0.5 eV), and comparatively large variations in the binding energy (~ 1.9 eV) of the peak V 2p3/2 for Li3V2(PO4)3 are reported [47, 49–51].
Morphology and particle size analysis were performed by FESEM and results are shown in Figs. 5(a)-5(i); whereas, histograms of particle size distribution are shown in Figs. 5(j)-5(r). There is no direct relation found between morphology and doping concentration from the FESEM images. Moreover, samples show morphology variation from circular, elongated to mixed shapes. However, one can notice from the micrographs and histograms that average particle size increases for V doped samples as compared to without V doped sample. The average particle size of LFP-0V was found 175.51 ± 5.1 nm as shown in Figs. 5(a) and 5(j), whereas, the particle size of LFP-8P was found maximum 1068.0 ± 77 nm. The results suggest that the multi elements doping can affect particle morphology including the particle size. The previous studies also have reported the increased particle size of LFP on Mn, Co, Ni and V-doping [23, 38].
The morphology and particle size were further confirmed by TEM analysis of samples LFP-0V and LFP-4V and results are shown in Fig. 6. The TEM-EDX elemental mapping of Fe, Mn, Ni, and V was also determined to show distribution of elements in the doped samples. The LFP-4V samples shows bigger particle size as compared to LFP-0V which supports the FESEM results. The lattice fringes of samples LFP-0V and LFP-4V in high resolution mode show lattice spacing of 3.34 Å and 2.12 Å correspond to (111) and (112) planes, respectively as shown in the Figs. 5(b) and 5(h), and SAED patterns are shown in inset of respective image. From the elemental mapping results, it can be seen that both samples show homogeneous distribution of Fe, Mn, Ni and Co elements. However, V mapping was performed only on LFP-4V sample.
The electrochemical analysis is performed to understand the redox couples and presence of multiphase in the multi-doped LiFePO4. The charge-discharge characteristics of all samples are shown in Fig. 7 in two different potential ranges 2V – 4V and 2V – 4.5V at current rate of 0.1C. The samples charged-discharged in the voltage range 2V – 4V show only one redox couple at about 3.45V/3.48V for Fe+ 2/Fe+ 3 vs. Li. The electrochemical study of non-doped pristine LFP already has been reported in our previous papers [32, 33], therefore, in this work, we have mainly focused on electrochemical characteristics of doped LFP. The Initial capacity was found 112 mAh g− 1 for sample LFP-0V sample which is much lower than the reported capacity 150 mAh g− 1 of LFP [32]. Since redox couples of Mn (4.1V), Co (4.8V) and Ni (5.1V) are higher than the experimental voltage range 2V − 4V, so these elements behave as inactive materials in electrochemical reaction. So, the capacity contribution would be only from Fe i.e. 70% (105 mAh g− 1) of capacity reported for pristine LFP (150 mAh g− 1); however, sample shows higher capacity 112 mAh g− 1 (which is about 75% of reported LFP capacity) than predicted (105 mAh g− 1). Therefore, the higher capacity can be attributed to the enhancement in the electronic and ionic conductivity of LFP due to multi doping as also reported earlier [22–24, 52]. A fall in the capacity was noticed on low concentration V doping and shown lowest capacity about 78 mAh g− 1 for samples LFP-1V and LFP-2V. However, improvement in the capacity was found with increasing V doping concentration and reached maximum capacity about 105 mAh g− 1 (70% of LFP) for sample LFP-10V. The improvement in the capacity with higher V concentration may relate to the V doping weaken the Li-O bond and enhanced the Li-diffusion [2, 53].
Charge-discharge characteristics were further observed for doped samples in larger potential window 2V – 4.5V at current rate of 0.1C. The capacity increment in the sample LFP-0V is recorded about 11 mAh g− 1 above 4V due to contribution of Mn which becomes redox active at 4.1V [22]. The capacity drop on low concentration of V doping is also observed here as found in voltage range 2V – 4V. However, apart from the main plateau at about 3.45V of LiFePO4, a second plateau is also observed at about 4.1V of Mn+ 2 in sample LFP-0V and V-doped samples for more than 4 mol% (0.05 ≤ y ≤ 0.10). The second plateau with higher V doping concertation is due to presence of secondary phase Li3V2(PO4)3 for 0.05 ≤ y ≤ 0.10 (as shown in the XRD pattern) which shows redox activity at 4.1V for second Li+ ion extraction (V+ 3/V+ 4) [54]. The Li3V2(PO4)3 phase also shows redox activity at about 3.5V and 3.8V for first Li+ ion extraction (V+ 3/V+ 4) [54], which is not observed in the present study may be due to coincident with LiFePO4 curves. However, it is difficult to separate the capacity contribution of Mn and V in V-doped samples, because both show plateaus at 4.1V. The improvement in the capacity is reached maximum for samples LFP-8V and LFP-10V which shows capacity higher than LFP-0V. The sample LFP-10V shows maximum charge and discharge capacities of 133 mAh g− 1 and 129 mAh g− 1, respectively; in which, charge and discharge capacities contribution above 4V are about 13 mAh g− 1 and 9 mAh g− 1, respectively as shown by dotted square in Fig. 7.
The CV characteristics of all samples are shown in Figs. 8(a) and 8(b) in voltage range 2V – 4V and 2V – 4.5V, respectively. The all doped samples show broad redox peaks. The CV curves recorded in the 2V – 4.5V potential window, show a secondary redox peak at 4.1V is due to Mn+ 2/Mn+ 3 or/and V+ 3/V+ 4 as described above.
The cycle life of all samples is shown in the Fig. 8(c). The sampleLFP-0V show highest capacity retention 94% after 300 cycles at 0.5C rate. The lowest capacity retention of 59% was observed for sample LFP-1V which improved with increasing V-doping concentration and reached 91% for sample LFP-10V. Therefore, based on the electrochemical results, one can infer that high concentration of multi-elements doping in LiFePO4 is not feasible with presently used carbonate-based electrolytes. At the high redox potential also, these doping elements (Co and Ni) are redox active, however, the available carbonate based LiPF6 electrolyte is decomposed at that high potential [7]. Therefore, a new electrolyte is required for doped LFP to see complete electrochemical characteristics.
The contribution of multi elements doping in electrochemical reaction was evaluated by EIS study through charge transfer resistance (Rct) and Li-ion diffusion (DLi+). A Nyquist plot exhibiting a semicircle in the high-frequency region and an inclined line in the low frequency range, represents charge-transfer resistance at the electrode/electrolyte interface and the diffusion resistance of lithium ions in the bulk electrode materials, respectively [55]. The corresponding equivalent circuit is shown in the inset of Fig. 9(a) which is composed of series resistance (Rs) of cell, a constant phase element (CPE), a charge-transfer resistance (Rct), and a Warburg impedance (Zw) [2]. The Warburg impedance,slope of the inclined line, is used to determine DLi+.
The coefficient DLi+ is calculated by following equation [56]:
$${D}_{{Li}^{+}}=\frac{{R}^{2}{T}^{2}}{{2A}^{2}{n}^{4}{F}^{4}{C}^{2}{{\sigma }^{2}}_{\omega }}$$
1
where R, T, A, n, F and c represent the gas constant (8.314 J mol− 1 K− 1), absolute temperature (300 K), area of electrode, number of electrons per molecule during oxidation (for LiFePO4, n = 1), Faraday constant (96485 Coulomb mol− 1), and Li-ion concentration in LiFePO4, respectively.
The Warburg coefficient (σω) is determined by the following equation [57]:
The σω is calculated from the slope of Zreal vs. ω−1/2 plot in the low frequency region as shown in Fig. 9(b), where, ω is the angular frequency of the applied alternating current.
The charge transfer resistance of pristine LFP was found lowest 158.7 Ω and highest DLi+ (1.72 × 10− 12 cm2 s− 1), may be due to lower particles size which helps in easy charge transfer. The values of Rct and DLi+ are found 455.8 Ω and 1.47 × 10− 12 cm2 s− 1, respectively for sample LVP-0V. The Rct value is higher while DLi+ is lower of LFP-0V as compared to reported values of pristine LFP [32]. This could be due to high concentration of inactive elements (Co and Ni) and very low electronic and ionic conductivity of olivine phase LiMnPO4 as compared to LiFePO4 [58, 59]. The Rct further increases with low V doping concentration and is found highest 470.9 Ω for LFP-1V while DLi+ found 9.97 × 10− 13 cm2 s− 1. The Rct decreases and DLi+ increases with increasing V-doping concentration due to improved kinetics of LiFePO4 by V doping [2, 53]. The Rct and DLi+ of 4 mol% V doped sample (LFP-4V) shows 303.8 Ω and 1.37 × 10− 12 cm2 s− 1, respectively. The Kinetics of the cell further increases with higher doping and found Rct (280.1 Ω) and DLi+ (1.57 × 10− 12 cm2 s− 1) for LFP-10V. This may be due to contribution of electrochemically active secondary phase Li3V2(PO4)3 because DLi+ of Li3V2(PO4)3 phase was reported 10− 9 to 10− 10 cm2 s− 1 which is higher than DLi+ of LiFePO4 [60, 61].