Figure 1a shows the XRD pattern of Bi1-xPrxFe1-yMnyO3(0≦x≦1, 0≦y≦1) powders. It can be seen that the diffraction peaks of all the samples are strong and sharp, indicating that the crystallinity of the batch sample is good. The XRD pattern of Bi1-xPrxFe1-yMnyO3 (0≦x≦1, 0≦y≦1) match well with the standard card of BiFeO3 (JCPDS No. 71-2494), and there is no heterogenic peak of Bi2O3. The XRD pattern of all the samples confirmed that the rhombohedral perovskite structure have R3C space group. Moreover, When Pr doped BFO alone, with the increase of Pr doping concentration, the XRD diffraction peak shifted to a low angle; when Pr and Mn co-doped BFO, with the increase of Mn doping concentration, the XRD diffraction peak shifted to a higher angle offset. As shown in Figure1b, the (104) and (110) peaks of Pr single-doped BFO move to the left, and the peaks of Pr and Mn co-doped shift to the right. This is because the radius of Pr3+ is larger than the radius of Bi3+, and the radius of Mn2+ is smaller than the radius of Fe3+. At the same time, the average grain size of all doped and undoped samples was calculated using the Scherrer formula:

Where k = 0.89 is the shape factor, λ is the wavelength of the x-ray λ = 0.15405 nm, β is the full width at half maximum, θ is the diffraction angle, and D is the crystallite size.
It is observed from Table 1 that the average grain size of the BFO sample varies from 41 nm to 28 nm with the increase of Pr single doping and the concentration of Pr and Mn co-doping. With the increase of single-doped Pr concentration, the lattice parameters increase, thus resulting in a larger volume. While with the increase of Mn concentration, the lattice parameters of Pr, Mn co-doped BFO decrease slightly, and the volume shrinks. This may be due to the difference in ionic radius between Pr and Bi, as well as Mn and Fe. These results indicate that Pr and Mn can be effectively introduced into the crystal structure of BFO
Table 1 Structure parameters of BFO and Bi1-xPrxFe1-yMnyO3(x=0, 0.05, 0.10 y=0.05, 0.10)
Composition
x
|
Lattice constant
|
Grain size
|
Volume
V/ Å
|
a/ Å
|
c/ Å
|
BFO
|
5.58756±0.00323
|
13.84247±0.006194
|
41.06
|
373.27
|
BPFO
x=0.05
|
5.62797±0.006375
|
13.83428±0.012529
|
41.56
|
379.48
|
BPFO
x=0.10
|
5.62838 ±0.00911
|
13.97317±0.032953
|
41.67
|
383.35
|
BPFMO
y=0.05
|
5.62192±0.00657
|
13.95784±0.018818
|
39.89
|
382.05
|
BPFMO
y=0.10
|
5.6263±0.008675
|
13.91666±0.026479
|
28.18
|
381.52
|
Figure 2 show the SEM images of BFO, Bi0.95Pr0.05FeO3 and Bi0.95Pr0.05Fe0.95Mn0.05O3 powders. Their morphology and size were observed by FESEM and the results are shown in Figure 2a. It can be seen that the pure phase BFO powder presents a regular polyhedral morphology, which is a condensed spherical morphology composed of many fine crystal grains. Figure 2b and 2c shows the microstructure of Pr-doped and Pr, Mn-doped BFO crystallites become rougher than that of BFO, and the surface of the Bi0.95Pr0.05Fe0.95Mn0.05O3 sample has stratification. Meanwhile, the EDS analysis in Figure 2d showed that the Bi0.95Pr0.05Fe0.95Mn0.05O3 sample mainly consists of five elements (Bi, Fe, O, Pr, Mn) and atom ratio matched well with the formula.
Figure 3 shows the infrared absorption spectra of Bi1-xPrxFeO3 (x = 0, 0.05, 0.1), Bi0.95Pr0.05Fe1-yMnyO3 (y = 0.05, 0.1) samples recorded in the range of 400-800 cm-1 at room temperature. For the ideal perovskite structure, there are three kinds of vibration, stretching, bending, and lattice vibration of the infrared spectrum. As shown in Figure 3, two peaks can be observed at 400-600 cm-1, which was caused by the stretching vibration of Fe-O and the bending vibration of O-Fe-O. It is generally believed that the vibration near 560 cm-1 corresponds to the tensile vibration of Fe-O-Fe. The Fe-O-fe bond length is very sensitive and corresponds to the Fe-O stretching vibration of the FeO6 octahedron. The vibration at 425 cm-1 is a flexural vibration sensitive to the Fe-O-fe bond angle, which corresponds to the Fe-O flexural vibration of FeO6 octahedron [19-20]. Moreover, It can be seen that with the concentration of Prions and Mn ions increase, the infrared spectrum has a significant red shift, which is mainly due to the high peak of the infrared absorption spectrum caused by the radius of Pr3+ radius larger than Bi3+. At the same time, the absorption peak of tensile vibration gradually widens until it disappears. There is almost no change in the absorption peak of flexural vibration, indicating that Mn doping causes the bond length to change, but the bond angle does not change much.
Figure 4 shows the hysteresis loops of BFO, Bi1-xPrxFeO3 (x = 0.05, 0.1) and Bi0.95Pr0.05 Fe1-yMnyO3 (y = 0.05, 0.1) samples tested at room temperature by PPMS-9 with a maximum magnetic field of 6T. It can be seen that the pure-phase BFO exhibits typical antiferromagnetic behavior, the nonlinearity of M (H) is very small, there is no remanence, the coercive force is almost zero, and it shows a linear loop under the action of an external magnetic field. The hysteresis loops of all samples did not reach saturation. In the case of Pr3+ single-doped BFO, the addition of a small amount of Pr3+ does not fundamentally change the direction of the magnetization curve, and the magnetization increases with the doping amount of Pr3+, except the Pr3+ doping amount is 5%. This shows that Pr doping can improve magnetic properties but requires a minimum doping amount. This may be due to the excessive substitution of Bi3+ by Pr3+, which reduces the oxygen vacancies caused by the volatilization of Bi3+. On the other hand, the introduction of Pr3+ leads to the coupling of the magnetic moment between Pr3+-Fe3+, which can destroy the antiferromagnetic structure of BFO then enhance the magnetic of the sample. When Pr and Mn are co-doped, the magnetic properties can also be enhanced by increasing the amount of Mn doping, because Mn2+ is a magnetic ion, doping makes the magnetic property increase. The FeO6 octahedron would be distorted as the doping of Mn ion, thus changes the helical antiferromagnetic structure of BFO then resulting in a new Fe-O-Mn network structure and making the interaction between Fe-Mn stronger.
The photocatalytic activity of BFO and Bi0.95Pr0.05Fe1-xMnxO3 (x=0, 0.05, 0.1) samples was investigated by photocatalytic degradation of methylene blue (MB) under visible light irradiation. Figure 5 show the relationship between the concentration and time of MB degradation by visible light simulated by 500W xenon lamp. It can be clearly seen that with the increase of visible light irradiation time, the main absorption peak decreases rapidly, illustrating the obvious catalytic activity of Bi0.95Pr0.05Fe0.95Mn0.05O3 compounds for the degradation of MB under visible light irradiation. Figure 5b the shows change of photodegradation rate for BFO and Bi0.95Pr0.05Fe1-xMnxO3 (x=0, 0.05, 0.10) photocatalysts with illumination time. The results show that the degradation rate of Bi0.95Pr0.05FeO3 within 120 min is 70%, which is better than BFO. At the same time, the photocatalytic activity of Pr and Mn co-doped BFO increased with the increase of Mn2+ concentration. It can be seen from Figure 5b that after 120 minutes of reaction, when x = 0.10, the photocatalytic efficiency of the sample reaches 85%, indicating that the catalytic activity of doped Mn2+ is significantly enhanced. The reason for the improved photocatalytic activity may be that the introduction of Mn2+ has increased the deformation and surface defects of FeO6 octahedrons, thereby rapidly recombining the holes and electrons of the corrosion inhibitor, and increasing the concentration of active centers, thereby improving the catalytic performance. Therefore, Pr and Mn co-doped BFO can improve the catalytic performance of BFO by promoting the generation of electron-hole pairs.