2023
DOI: 10.1039/d3ta04033j
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Excellent energy storage density and superior discharge properties of NBT–NN–ST/xHfO2 ceramics via 0–3 type heterogeneous structure designing

Meng Shen,
Guanghui Zhang,
Husheng Wang
et al.

Abstract: We demonstrate 0–3 type heterogeneous NBT–NN–ST/HfO2 composites to achieve high Eb and Pmax. Some HfO2 are concentrated in grain boundaries to suppress local electric branches’ development for enhancing Eb while others diffuse into lattice to improve bonds’ polarity for maintaining high Pmax.

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Cited by 6 publications
(5 citation statements)
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“…It is worth noting that the maximum electric field that the sample of x = 0.15 can withstand is moderate among various reports because of the electric field‐induced high polarization in BNT–ST– x BMZ ceramics. Table 1 shows the comparison in energy storage properties between x = 0.15 and other BNT‐based ceramics 11,15–17,22,23,28 . It is clear that the comprehensive energy storage properties of x = 0.15 are impressive, indicating great potential in energy storage applications.…”
Section: Resultsmentioning
confidence: 99%
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“…It is worth noting that the maximum electric field that the sample of x = 0.15 can withstand is moderate among various reports because of the electric field‐induced high polarization in BNT–ST– x BMZ ceramics. Table 1 shows the comparison in energy storage properties between x = 0.15 and other BNT‐based ceramics 11,15–17,22,23,28 . It is clear that the comprehensive energy storage properties of x = 0.15 are impressive, indicating great potential in energy storage applications.…”
Section: Resultsmentioning
confidence: 99%
“…A current waveform is observed for underdamped charge/discharge process under each electric field, as shown in Figure 6A. The peak current density ( C D ) and power density ( P D ) are generally calculated via the following equations 17 : CDbadbreak=ImaxS0.33em$$\begin{equation}{C}_{\mathrm{D}} = \frac{{{I}_{{\mathrm{max}}}}}{S}\ \end{equation}$$ PDbadbreak=EImax2S0.33em$$\begin{equation}{P}_{\mathrm{D}} = \frac{{E{I}_{{\mathrm{max}}}}}{{2S}}\ \end{equation}$$where I max is the first current peak value, and S is the sample's electrode area. The electric field‐dependent C D and P D values are plotted in Figure 6B, in which the C D and P D increase monotonically with rising electric field due to the positive relationship between polarization and electric field.…”
Section: Resultsmentioning
confidence: 99%
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