Open Access Article
Sarit K.
Ghosh
,
Venketa K.
Perla
,
Kaushik
Mallick
and
Tarasankar
Pal
*
Department of Chemical Sciences, University of Johannesburg, P.O. Box 524, Auckland Park 2006, Kingsway Campus, South Africa. E-mail: tpal@chem.iitkgp.ac.in
First published on 5th October 2020
The yellow ammonium phosphomolybdate [(NH4)3PMo12O40] (YAPM) is a robust and elegant compound that has found innumerable field applications. Herein, we have shown that this inorganic polymer serves as a novel dielectric material and a compound for memory device fabrication. It displays changeable dielectric performance and ac conductivity under UV (∼365 nm) irradiation. Drastic lowering of the dielectric constant (ε′) was observed with the increase in dielectric loss factor, which was ascertained due to electron accumulation under UV exposure producing green APM (GAPM). The contributions of the Maxwell–Wagner polarization and the dipolar relaxation are correlated with the charge transfer and dielectric contribution of the material. Interestingly, the pressure-induced reduction of Mo(VI) to Mo(V) is reported for the first time and is similar to UV-exposed mixed-valence GAPM, which was corroborated by EPR spectra. In the ac signal, the crossover from quantum mechanical tunneling to hopping conduction is an adequate explanation for YAPM under UV irradiation. The fabricated device Au‖YAPM‖Au on a flexible paper substrate shows a resistive memory behavior that is modeled as a Schottky-type emission (SE) and Poole–Frenkel (PF) carrier transport for the OFF and ON states, respectively. The device exhibited a constant ON–OFF current ratio of 2 × 102 for YAPM. The OFF state endurance of the device (with 3 V pulses having 1 s time-period) under UV showed a steady increment current strength with time. After 100 s of UV exposure, the Au‖YAPM‖Au device became Au‖GAPM‖Au, and the conductivity completely shifted to a stable ON-state (at 300 s).
m (ICDD: 000090412).
The diffraction peaks indicate that the YAPM and GAPM materials are in the single-phase without any trace of unreacted elements. The detailed peak profiles for two orientations of the (222) and (400) plane positions at 26.4° and 30.5°, respectively, are illustrated in the inset of Fig. 1. Rietveld refinement was performed for YAPM and GAPM materials and the values are (a = b = c) 11.54 Å and 11.59 Å, respectively, as shown in Fig. S1 (ESI†). A significant lattice strain developed in GAPM under UV irradiation caused the formation of oxygen defects or vacancies in the lattice, which resulted in the decrease in the intensity of the (222) Bragg diffraction peak, located at 26.4°. The strain was due to the variation in the atomic displacement, which caused a shifting of the diffraction peak towards the lower angle direction. The change in the intensity and peak position revealed the defect morphology and volume expansion in the unit cell structure. The transmission electron microscopy images of YAPM and GAPM are included in the ESI, Fig. S2.†
The comparison of the FTIR spectra of YAPM and GAPM materials are shown in the Fig. 2. The majority of the infared vibrational bands of the Keggin anion are found in the region between 1100–750 cm−1. Four characteristic vibrational peaks of Keggin anion positioned at 1061.1, 958.5, 862.6 and 763.8 cm−1 are observed, which are assigned to the stretching vibrations of P–Oa, Mo–Od, Mo–Oc–Mo and Mo–Ob–Mo modes for the polyhedral netwrok. The apperance of these vibrational modes in IR spectra indicates that the primary structure of Keggin unit of YAPM is totally restored even after prolong UV irradition. The weak intensity modes between 667.7–455.5 cm−1 is due to the other Mo–O bond vibration. The robost Keggin structure is found to remain unchanged, despite slightly reduced in intensity of the modes, which may be ascribed to the defect formation under the UV irridiation.
The Raman spectra of YAPM and GAPM materials are shown in Fig. 3. The spectra show several intense Raman active modes in the wavenumber range from 200–1200 cm−1, which are assigned to typical vibrational modes involved with the Keggin structure (inset Fig. 3(a)). The major mode position at 280 cm−1 was assigned to the Mo–Oa vibration. Other modes positioned at 657 cm−1, 820 cm−1 and 988 cm−1 were assigned to Mo–Oc–Mo stretching, Mo–Ob–Mo asymmetric stretching and Mo–Od stretching vibrations, respectively, in the material.
Under UV irradiation, the spectra show drastic changes in the vibrational modes. This could be induced by the charge transfer that occurred, causing an isomeric transformation. This structural change on the polyoxo-anions consists of the Mo3O13 groups located on the top of the overall polyhedron anion, inset Fig. 3(b). However, the broadening of the mode was observed under UV irradiation, which is due to the positional disorder or defect formation in the material. The bridge stretching characteristic was observed in the Keggin structure under UV irradiation with strong intensity in the Raman mode at the terminal oxygen atom (Od) and the central oxygen atom (Oa). The intensities of the Mo–Od and Mo–Oa modes were enhanced and shifted to new positions at 975 cm−1 and 230 cm−1, respectively. The red shift suggests interactions between (NH4+)3 and the terminal oxygen atoms of the [PMo12O40]3− anion.
Temperature-dependent (160–220 K) EPR spectra were obtained for the APM material after 6 hours of UV irradiation and the spectra are represented in Fig. 4. The spectrum obtained under UV radiation consists of a symmetrical line centered at g = 1.95; this value is assigned to the Mo ions in the valence state (+V). The inset figures show comparative spectra of YAPM and GAPM materials and their charge transfer mechanism. In the octahedral environment of Mo(VI), the UV radiation causes the charge transfer from oxygen to Mo ions. Hole-carrier stabilization occurs on the oxygen and Mo with valence state +V due to transferred electrons.18 The study revealed that the drastic increase in the intensity of the EPR signal happens by lowering the temperature, since the increase seems to follow the Curie law and may indicate the existence of diluted locations of Mo(V) ions in the structure. In other words, all the Mo ions were not stabilized by the valence state of +V, which revealed that a mixed valence state of +VI and +V, exists in the material. The change corroborates the as-obtained green color for the material.
δ) properties of the YAPM and GAPM are illustrated in Fig. 5(a) and (b), respectively. The dielectric constant was more pronounced in the lower frequency region and gradually decreased with the increase in frequency. At the highest measured temperature (40 °C) the ε′ increased and attained a maximum value of 390 (at 100 Hz) with tan
δ of 1.5 for YAPM materials. When the YAPM was irradiated under a UV source, drastic changes were observed in the dielectric constant and loss factor properties of material. The value of ε′ decreased to 200 and tan
δ increased to a factor of 6.7 for GAPM, which is nearly 4.5 times higher than the YAPM material. The dispersion in the dielectric constant towards lower frequency (below 500 Hz) suggests the formation of the Maxwell–Wagner interfacial polarization.39,40 The Maxwell–Wagner polarization of the phosphomolybdate anion (PMo12O40)3− can occur via electron transfer process from the Mo(VI) to Mo(V) mixed valence complex. This can occur in one-electron or two-electron steps.41 This polarization causes an accumulation of electric charges at the interfacial region of the anion complex, which makes the system heterogeneous. Other mechanisms responsible for the dielectric properties of the YAPM are attributed to the reorientation of dipoles, originated from the distorting Mo–O framework. The relaxation of this dipolar contribution is manifested as the dielectric loss peak in the tan
δ curve close to 106 Hz. This peak shifted to the lower frequency side with an additional featured hump (below 500 Hz), probably due to the relaxation of excess electrons generated in the material under UV radiation; these excess electrons led to increases in the dielectric loss with the decreasing frequency in the GAPM material. The variation of the dielectric constant depends on the electron mobility and it is expected that higher electron mobility leads to decreases in the dielectric constant value.
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Fig. 5 Frequency-dependent (a) dielectric constant (ε′) and (b) dielectric loss tangent (tan δ) curves of YAPM and GAPM materials measured at different temperatures (20 °C to 40 °C). | ||
For comparison, the dielectric properties of acidic phosphomolybdate H3[PMo12O40] (HPM) are plotted in Fig. S3 (ESI†). The higher value of the dielectric constant of the APM as compared to the HPM material is due to the pronounced covalence leading to larger size and higher polarization. One observation common to both APM and HPM is the color change (yellow to green). Upon the application of external pressure, HPM was observed to change its color to deep green in comparison to the APM, as shown in Fig. S4 (ESI†). This has a reference to an earlier observation.42 This may be due to the ratio of the two compounds, i.e., APM and HPM (size ratio [H+][PM] < [NH4+][PM]). This follows the pronounced covalence in the APM structure and its robustness. The dielectric relaxation was further studied in terms of modulus spectroscopy.
Fig. 6 represents the real (M′) and imaginary (M′′) parts of the modulus spectra of YAPM (a and b) and GAPM (c and d) materials at two temperature conditions (20 °C and 40 °C). The relaxation process was characterized by the peak position of the M′′ curves. No peak was observed for the YAPM material in the modulus spectra, and for GAPM material, it showed two relaxation anomalies in the M′′ curves. It has been established that the mixed valence state of the Keggin structure is responsible for dielectric anomalies.37 For the GAPM material, the origin of the weak relaxation hump between 103 to 104 Hz is due to the intermolecular charge transfer of the mixed valence of the Mo(VI) and Mo(V) states, whereas the other relaxation peaks above 105 Hz are due to the dipolar relaxation of the distorted Mo–O lattice. The maximum of the M′′ peaks shifted towards the higher frequency side with increasing temperature, which indicated the thermally activated dipolar relaxation. The region where the peak occurs indicates the transition from long-range to short-range mobility of the carriers with increases in frequency. This type of behavior indicates the existence of the temperature-dependent hopping mechanism for the charge conduction process. In addition, the broadening of the M′′ peaks with the rise in temperature shows the broadening of the relaxation time in the GAPM material.
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| Fig. 6 Real (M′) and imaginary (M′′) parts of the modulus spectra of YAPM (a and b) and GAPM (c and d) materials measured at two different temperatures (20 °C and 40 °C). | ||
These relaxation peaks were further confirmed by (M′′) versus (M′) Nyquist plots as shown in Fig. 7. The low-frequency semi-circular arc represents the interfacial relaxation process and the larger semicircular arc is attributed to the relaxation of the dipolar reorientation. The prominent semicircular arc for the GAPM material indicates that the excess charge carriers were generated due to the valence fluctuation of the Mo(VI)/Mo(V) state inside the anionic complex. This behavior is in accordance with the dielectric loss tangent curves of the materials.
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| Fig. 7 Nyqusit plot (M′ versus M′′) of (a) YAPM and (b) GAPM at two different temperature conditions. The arrow indicates the direction of decreasing frequency in the plot. | ||
Fig. 8 shows the ac conduction of YAPM and GAPM materials measured in different temperature and frequency regions. From the figure, it was observed that the ac conductivity increased with increasing temperature and frequency. The ac conductivity curve of GAPM shows three different conductivity regions, denoted as region I, region II and region III. Towards lower frequencies in region I, the plateau-like frequency-independent feature (100 Hz to 103 Hz) indicates the dc part of the conductivity. This behavior revealed that the large number of electron carriers contribute to the conductivity process in the GAPM material. On the other hand the YAPM material strongly follows the ac signal and the conductivity increases with frequency. The ac conductivity for both the materials followed a universal power relation, σac = σdc + A(T)ωS, where σdc is the frequency-independent dc part of the conductivity, A is the temperature-dependent factor that determines the strength of the polarizability, ‘s’ is the slope of the frequency-dependent parameter that varies from 0 to 1, which predicts the various types of conduction mechanism.43,44 The parameter ‘s’ is extracted by linear fitting using the above relation for separate regions (II and III) for GAPM, and the values are plotted (for selected temperatures) in the inset Fig. 8(a). It was observed that the ‘s’ parameter value increased slightly in region II (S1), whereas, in region III (S2), the value decreased sharply with temperature; the trends predict the conduction mechanism of the material (inset Fig. 8b). Various types of models have been proposed to understand the ‘s’ parameter, such as the quantum mechanical tunneling (QMT),45 correlated barrier hopping (CBH),46,47 overlapping large polaron tunneling (OLPT)48 and small polaron tunneling (SPT)49 model. According to the QMT model, the exponent ‘s’ is almost equal to 0.8 and increases with temperature. In the CBH model, ‘s’ usually decreases with increasing temperature and for the SPT model, ‘s’ increases with temperature. In the present GAPM material, the increasing trend for the ‘s’ in the low-frequency, region (II), indicates the tunneling effect of charge carriers, which crosses over to the hopping process in region (III) with increasing temperature. For YAPM, the overall conduction process is dominated by the quantum mechanical tunneling mechanism and the value of ‘s’ (0.72–0.75) increased slightly with temperature.
Identical SET and RESET behaviors were also observed on the other side of the I–V curve (negative bias). The ON–OFF current ratio was achieved with a value of 2 × 102 at 3.0 V. On the other hand, no resistive switching event happened for the device fabricated with GAPM, Fig. 9 (inset b). The current–voltage behavior of the YAPM-based device was also tested under exposure to UV-irradiation. The device initially showed the current value of 50 pA and in the presence of UV exposure, a steady improvement in current was noticed for the period of 100 s and the high conductance state (1 μA) was retained (Fig. 10(a)).
The transport behavior of the device was followed via the ohmic mechanism for the initial voltage sweep from 0 to +5 V (Fig. S6, ESI†). The low-conductance (OFF) state, from 0 to +3.5 V, was fitted with the Schottky-emission type conduction mechanism,
, where ΦB is the barrier height potential (∼0.52 eV) of the device extracted from fitting as shown in Fig. 10(b). The high-conductance (ON) state above 3.5 V was dominated by the Poole–Frenkel mechanism according to the relation
, where, ΦT is the trap potential well in the high-conducting state of the material.
To determine the stability of the device, the endurance study was performed for several cycles. Prior to the endurance study, the device was subjected to a voltage sweep from 0 to +5 V (from +5 to 0 V) to impose a high-conductance state (low-conductance state) in the device. A pulse train of 103 with the amplitude of 3 V for a 0.1 s time period was employed to the device (Fig. 11, inset), where each pulse was separated by 0.1 s (50% duty cycle). The device exhibited stable ON- and OFF-states with an average ON–OFF current ratio of 2 × 102 for 103 cycles.
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| † Electronic supplementary information (ESI) available. See DOI: 10.1039/d0na00481b |
| This journal is © The Royal Society of Chemistry 2020 |