Yang Hua,
Huazhang Zhangab,
Jing Zhouac,
Jie Shena,
Binbin Chena,
Ang Lia and
Wen Chen*a
aState Key Laboratory of Advanced Technology for Materials Synthesis and Processing, School of Materials Science and Engineering, Wuhan University of Technology, Wuhan 430070, P. R. China. E-mail: chenw@whut.edu.cn
bDepartment of Physics, School of Sciences, Wuhan University of Technology, Wuhan 430070, P. R. China
cSanya Science and Education Innovation Park of Wuhan University of Technology, Sanya 572025, P. R. China
First published on 11th April 2023
The ferroelectric behavior of Bi1/2(Na0.8K0.2)1/2TiO3 has been tailored by Eu3+ doping and the intermediate relaxor state is utilized for tristate ferroelectric memory effect. As Eu3+ content increases, the local structural disorder tends to get enhanced and the stability of ferroelectric order gets weakened. The disruption effect of Eu3+ is manifested structurally in XRD and PL spectra, and electrically in the ferroelectric, dielectric and piezoelectric properties. We found that the BNKT:3.0%Eu which owns a relaxor state under electrical cycle would be suitable for tristate ferroelectric memory, where two ferroelectric states and the relaxor state are respectively served as the “±1” and “0” memory states. We designed the verification experiments, and the results show good feasibility and stability. Moreover, it is innovative using PL spectra of Eu3+ to understand the structural changes related to different memory states, owning to its sensitivity to local structural symmetry. It also implies the possibility for non-destructive optical readout.
For the BNT-based materials, it is crucial to tailor the relaxor ferroelectric behavior, because different functional applications require different relaxor ferroelectric behavior. For instance, the BNT-based ceramics behaving as normal ferroelectrics with square P–E loop and large remnant polarization are usually expected to have a large piezoelectric constant and beneficial for piezoelectric applications.14 In contrast, the BNT-based materials for dielectric energy storage require slim P–E loops where the ferroelectric feature is largely suppressed, so as to achieve high energy storage capacity and efficiency.15 If the electrocaloric effect or the electric field-induced strains are considered, the ferroelectricity in the materials needs to be disrupted but to a moderate level, so as to make use of the transitions between relaxor and ferroelectric states when electric field is applied.16 In order to customize BNT-based materials for particular applications and optimize the performance, various modification strategies have been developed, including doping,17,18 forming solid solutions or composites with ferroelectric and non-ferroelectric components,19–21 etc.
Rare-earth element doping, as an effective strategy of tailoring the properties of ferroelectric perovskites, has attracted much attention in recent years. According to the similarity in ionic radii, the rare-earth ions are generally expected to occupy the A-site in the ABO3 lattice of lead- or bismuth-based perovskites such as Pb(Zr,Ti)O3, BNT, etc. Li et al. found that the local structural heterogeneity introduced by rare-earth doping significantly enhances the piezoelectricity for relaxor ferroelectrics.22,23 Besides, owing to the unique electron structure and photoluminescence property of rare-earth ions, such as Pr3+, Eu3+ and Sm3+, when incorporating into the BNTs, they could alter the relaxor ferroelectric behavior and in the meantime render the crystal to have fascinating optical properties, which provides more potential in multifunctional applications in sensors, memories and optoelectronic devices.12,24,25 According to the Judd–Ofelt theory, the luminescent properties of rare-earth ions are also strongly influenced by the local symmetry of the host crystal,26,27 therefore the dopant rare-earth ions can be used as probes to monitor local structural changes.28,29 This method has particular advantages in BNT-based systems because the Bi3+ can serve as a sensitizer and activator,30 and the low phonon energy of BNT further makes it an outstanding luminescent matrix.31
In our previous work, we proposed a new functionality of the BNT-based relaxor ferroelectrics: the tristate ferroelectric memory effect, which could efficiently increase the storage density of ferroelectric memory devices, and we have previously verified in the B-site Fe, Nb co-doped Bi1/2(Na0.8K0.2)1/2TiO3 (BNKT).13 We believe that the principle of the tristate ferroelectric memory effect is universal, i.e. it only depends on the particular ferroelectric behavior in which the polarization reversal is accomplished in two steps, while the material modification methods to achieve such ferroelectric behavior should be diversiform. However, this point of view is still a conjecture, which requires more supports from experiment. To date, it is unclear whether the tristate ferroelectric memory effect can be realized in A-site modified BNTs. Therefore, in this work we performed A-site modification of BNKT by the rare-earth element Eu, and investigated the Eu3+ doping effect and the potential of tristate ferroelectric memory effect. The introduction of Eu3+ is multi-faceted: On one hand it is used to tailor the ferroelectric properties of BNKT. On the other hand, it can impart the fluorescent properties to crystal. Benefit from the sensitivity to local structural symmetry, the fluorescent property not only provides a way to understand the structural changes related to the switching of the memory states, but also implies the potential for non-destructive optical readout.
Bulk density of the samples was measured by Archimedes' method. The microstructure and morphology were observed by field-emission scanning electron microscope (FESEM, Zeiss Ultra Plus, Germany), and the compositional analysis was conducted with the attached X-ray diffractometer (EDS, X-Max 50, Oxford, UK) operated at acceleration voltage of 15 kV. The phase structure was examined by an X-ray diffractometer (XRD, D/max-2500H, Rigaku, Japan) operated at 40 kV and 150 mA, with a CuKα radiation. The photoluminescent (PL) spectra were measured by the fluorescence spectrophotometer (FL3-22, Jobin Yvon, France). The final compositions of the synthesized samples were quantitively characterized by inductive coupled plasma emission spectrometer (ICP, Prodigy7, LEEMAN LABS, USA) and Atomic Absorption Spectrum (AAS, CONTRAA-700, Analytik Jena AG, Germany). The chemical states of the material were identified from X-ray photoelectron spectra (XPS, ESCALAB 250Xi, Thermo Fisher, USA). The measurement of polarization–electric field (P–E) hysteresis loops and the write/read tests for the memory property were conducted on a ferroelectric tester (Precision Workstation, Radiant Technologies, USA). The P–E loops are measured by applying a triangular wave of electric field with frequency of 1 Hz on the samples at room-temperature. The write/read tests are conducted by applying some self-defined waveforms of electric field on the samples at room-temperature. The dielectric property was measured by an LCR meter (TH 2818, Tonghui Technologies Inc., China). The piezoelectric constant d33 was measured by a quasi-static piezoelectric d33 meter (ZJ-3A, Institute of Acoustics, Chinese Academy of Sciences, China).
Fig. 1 FESEM images of the cross-sections of the as-prepared BNKT:xEu: (a) x = 0.0%, (b) x = 1.0%, (c) x = 2.0%, (d) x = 3.0%, (e) x = 4.0%, (f) x = 5.0%. |
Analysis of phase structure is conducted based on the XRD patterns measured from the ceramic powders. As displayed in Fig. 2(a), all the samples exhibit a perovskite phase, and no secondary phase is detected. Besides, the locally magnified patterns in Fig. 2(b) show that the (111) and (200) diffraction peaks are sharp and narrow, with no peak splitting, suggesting that the long-range general structure of the samples is very close to cubic. It should be noted that the samples used for XRD measurement are unpoled, and the near-cubic general structures are common observations in BNT-based materials, which is consistent with the fact that the BNT-based materials are usually in relaxor state before any electric field applied. Moreover, with the increasing of Eu3+ content, the diffraction peaks gradually shift to higher angles, illustrating a lattice shrink behavior according to the Bragg equation. This can be attributed to the smaller radius of Eu3+ (REu3+ (12) = 1.30 Å)32 (the number in bracket represents the coordination number) compared with the average radius of A-site (RBi3+ (12) = 1.38 Å, RNa+ (12) = 1.39 Å, RK+ (12) = 1.64 Å)33,34 that it entered. Furthermore, the XPS results also support that the Eu3+ entered the A-site and substitute the Bi3+ (Fig. S2 and S3†).
Fig. 2 (a) XRD patterns of BNKT:xEu ceramic powders; (b) the locally magnified in the range of 2θ = 38.6–47.4°. |
The luminescence property of the rare earth Eu3+ ions and its sensitivity to local structural symmetry allow us to investigate the effect Eu3+ doping on the local structure by means of PL spectroscopy. Here, the laser with a wavelength of 465 nm is chosen to excite the Eu3+ because it shows the highest efficiency to excite the main emission peak around 615 nm (Fig. S4†). As shown in Fig. 4(a)–(e), when excited by the 465 nm laser beam, there are two obvious emission peaks in the range of 580–600 nm and 600–630 nm. The former emission peak around 592 nm is attributed to the 5D0 → 7F1 transition, which is a magnetic dipole transition and independent of the local symmetry. The latter emission peak around 615 nm is categorized as the 5D0 → 7F2 transition, which is an electric dipole transition and can be significantly affected by the distortion of local surroundings.27,39 Therefore, the emission intensity ratio of the 5D0 → 7F2 transition to the 5D0 → 7F1 transition can be served as a probe to detect the local symmetry changes, so in this case, the intensity of the 5D0 → 7F1 peak is normalized to 1. There is a common characteristic for all the samples: The intensity of the peak at 615 nm is higher in the poled state than that in the unpoled state. This is because when the samples are poled, a long-range dipole order is established, which is corresponding to higher structural asymmetry.28,29 However, it is worth noting that, as shown in Fig. 4(f), the difference of the normalized intensity of the 5D0 → 7F2 peak between poled and unpoled states continuously decreases as the Eu3+ content increases. This means that the poling-induced local asymmetry, as well as the long-range ferroelectric order, becomes more difficult to establish. The results of PL spectra, on the one hand, show the capability of the Eu3+ ion to be a probe of local structural symmetry, and on the other hand, also demonstrate that the doping of Eu3+ in BNKT tends to enhance the local structural disorder and weaken the stability of electric field-induced long-range ferroelectric order.
Fig. 5 (a) P–E hysteresis loops of BNKT:xEu; (b) Ps and Pr as a function of Eu3+ content; (c) J–E curves of BNKT:xEu; (d) Ep and Ed as a function of Eu3+ content. |
More detailed information on the changes of polarization state during the electrical cycles can be read from the J–E curves, where the current density J is calculated by taking the first-order derivative of the polarization P with respect to time. As can be seen in Fig. 5(c), there is only one pair of sharp peaks at ±Ep for BNKT:0.0%Eu and BNKT:1.0%Eu, indicating that the samples are directly switched between the two ferroelectric states with upward and downward polarizations at coercive field. In comparison, for the BNKT:2.0%Eu and BNKT:3.0%Eu, an additional pair of current density peaks appears at ±Ed in the lower electric field region, suggesting that the relaxor state appears during the electrical cycle. The occurrence of the relaxor state is a result of disruption of long-range ferroelectric order by Eu3+ doping. When the Eu3+ content is further increased, all the current peaks become more diffused, and the peaks at ±Ep move to higher field while the peaks at ±Ed toward the opposite direction (Fig. 5(d)). This phenomenon indicates that the process of the relaxor-to-ferroelectric transition under the electric field is further hindered, and the electric field-induced ferroelectric state is more unstable when the Eu3+ content is relatively high. In brief, the results of P–E loops and J–E curves reveal that the introducing of Eu3+ is capable to tailor the ferroelectric behavior in BNKT. With the Eu3+ doping, the electric field-induced ferroelectric order is gradually destabilized, and the disordered relaxor state in BNKT is more favored than the ferroelectric state with long-range orders.
The effect of Eu3+ doping on the ferroelectric behavior is also manifested in the dielectric and piezoelectric properties. Fig. S5† shows the relative dielectric constant ε33/ε0 and the piezoelectric constant d33 of BNKTs. For a given Eu3+ doping content, the dielectric constant after poling is smaller than that before poling. This can be explained by the development of long-range ferroelectric order during the poling treatment. The dynamic nature and the response to electric field are lower for the macro-domains in the poled samples than the polar regions with smaller sizes in the unpoled samples. However, the difference of dielectric constants between before-poling state and after-poling state becomes smaller when the Eu3+ content is increased. This shows the development of long-range ferroelectric orders by the poling process becomes more difficult when the sample contains high content of Eu3+. In addition, it can be seen from Fig. S5† that with the increase of Eu3+ content, the ε33/ε0 after poling is almost unchanged, while the d33 shows a continuous decrease. According to the formula d33 = 2Qε33Pr predicted by the Landau–Devonshire phenomenological theory, where Q is the electrostrictive coefficient and insensitive to chemical modifications,40 it is clear that the decrease of d33 with Eu3+ doping is closely related to the decrease of Pr, and therefore, the destabilization of ferroelectric order induced by Eu3+ doping is further verified.
Fig. 6 illustrates the principle of the tristate ferroelectric memory effect. For explicitly, we idealize the slightly pinched P–E loop of the BNKT:3.0%Eu and depicted in Fig. 6(a). This kind of P–E loop is a typical result of triple-well free energy landscape, as schematically shown in Fig. 6(b). As shown, three polarization states, including the relaxor state (RE) and two ferroelectric states (the ferroelectric states with upward and downward polarization are denoted as FE(+) and FE(−), respectively) can stably existed when the electric field is unloaded. Therefore, the RE, FE(+) and FE(−) states could be served as the “0”, “+1” and “−1” digits for non-volatile memory. Moreover, the polarization state can be switched among all these three states by electric field. This provides the basis for data writing and reading. We designed three kinds of electric field waveforms to write these three states (Fig. 7). The write of “+1” is operated by applying a sufficiently large positive trapezoidal pulse to redress any initial state to the FE(+) state, and analogously, the write of “−1” is operated by applying a sufficiently large negative trapezoidal pulse to redress any initial state to the FE(−) state. We herein highlight the write of “0”, which is operated by applying a bipolar triangular waveform with the amplitude between Ed and Ep. As illustrated in Fig. 7, such a bipolar triangular waveform is capable to transform whatever initial state to the RE state.
Fig. 6 (a) Ideal double-like P–E loop for tristate ferroelectric memory; (b) free energy density curve of the triple-well free energy landscape. |
Fig. 7 Schematics of electric field waveforms for writing “+1”, “0” and “−1” and the corresponding polarization changes during the writing from different initial states. |
Fig. 8 shows the experimental verification of tristate ferroelectric memory effect in BNKT:3.0%Eu. We use the aforementioned waveforms to write different states (the amplitudes of electric waveforms are ±5.0 kV mm−1 for writing “±1” and 2.5 kV mm−1 for writing “0”, see details in Fig. S6†), and then read each written state and record the polarization change during the reading process (the read operation is to apply a positive trapezoidal pulse of 6.0 kV mm−1, see also in Fig. S6†). As shown in Fig. 8(a), samples in different written states would experience different polarization changes ΔP, and this would be the reflection of different written states. The results in Fig. 8(a) prove that the tristate ferroelectric memory effect can be realized in BNKT:3.0%Eu, i.e. the write and read of “0”, “+1” and “−1” are all feasible. Moreover, from a performance point of view, ΔP values from different written states are well separated by margins of approximately 20 μC cm−2, which is large enough to avoid misreading. In addition, we investigated the retention ability of the tristate ferroelectric memory in BNKT:3.0%Eu. As shown in Fig. 8(b), the value of ΔP keeps almost unchanged up to a retention time of 3000 s, which suggests that all the three states are fairly stable. Therefore, the retention ability of the tristate ferroelectric memory in BNKT:3.0%Eu is reasonably good. We also conducted a 10 days test of repeatedly doing write and read operation once every 12 h. The results do not reveal any significant performance changes, which demonstrates the repeatability and long-term stability of the memory effect (Fig. S7†).
To inspect whether the “0”, “+1” and “−1” written states are indeed predominately the RE, FE(+) and FE(−), respectively, we calculated the current density during the reading process, shown in Fig. 8(c). As seen, the current density curves reading from different states are completely different. Particularly, the curves have different number of current density peaks. For the J–E curve read from the “+1” state, there is no current density peak, suggesting that no phase transition occurs, and thus the “+1” state is predominately FE(+). As for the J–E curve read from “0” state, one current density peak can be observed, which results from the RE to FE(+) transition, so the “0” state is predominately RE. Moreover, there are two current density peaks when read from “−1”, suggesting the two successive transitions from FE(−) to RE and then to FE(+), and therefore, the “−1” state is predominately FE(−). The working mechanism of the tristate ferroelectric memory follows exactly the principle as proposed.
Furthermore, we investigated the phase structure of different written state from a structural perspective. Fig. 8(d) compares the PL spectra measured from different written states and the un-written original state, where the intensity of the 5D0 → 7F1 emission peak is normalized to 1. As seen, the pre-written “+1” state shows a distinct enhancement of emission intensity of the 5D0 → 7F2 transition compared with the un-written original state, indicating that the pre-written “+1” state locally has a high asymmetry feature and therefore is corresponding to the polarized FE state (the same for “−1” state by analogy). For “0” state, the emission intensity of the 5D0 → 7F2 transition is much weaker than that of the “+1” state and closer to that of un-written original state, showing that the local surrounding of Eu3+ is relatively symmetrical, which is related to the locally disordered RE state. Moreover, the PL results are further verified by the XRD Rietveld refinement (Fig. S8†). As known, R phase and T phase are coexisted in the BNKT:3.0%Eu. The R phase with more distorted phase structure accounts for 69.30% in the “+1” state (approximate in the “−1” state), owing to the electric field-induced ferroelectric orders in FE state. While the volume fraction of R phase when sample is in “0” state is calculated to be only 54.80%, corresponding to lower local asymmetry in the RE state. Therefore, it is convincing that the three states are with different degree of structure distortion, and the PL spectra is more convenient to understand the structural changes related to the different memory states compared with the XRD Rietveld refinements, which requires strict high-quality XRD data and time-consuming calculating.
Moreover, the different photoluminescent features of different written states may be further utilized to distinguish the “0” and “±1”, which implies a potential possibility to design a novel scheme of nondestructive optical readout.
Footnote |
† Electronic supplementary information (ESI) available. See DOI: https://doi.org/10.1039/d2ra08232b |
This journal is © The Royal Society of Chemistry 2023 |