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首页> 外文期刊>RSC Advances >Greatly enhanced dielectric permittivity in La1.7Sr0.3NiO4/poly(vinylidene fluoride) nanocomposites that retained a low loss tangent
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Greatly enhanced dielectric permittivity in La1.7Sr0.3NiO4/poly(vinylidene fluoride) nanocomposites that retained a low loss tangent

机译:La 1.7 Sr 0.3 NiO 4 /聚偏二氟乙烯纳米复合材料的介电常数大大提高,并保持低损耗角正切

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The effect of La1.7Sr0.3NiO4 nanoparticles (LSNO-NPs) on the dielectric properties of LSNO-NPs/polyvinylidene fluoride (LSNO-NPs/PVDF) composites is presented. LSNO-NPs/PVDF composites fabricated via a liquid-phase assisted dispersion and hot-pressing methods showed a homogeneous dispersion of LSNO-NPs in a PVDF polymer matrix. The dielectric permittivity (ε′) continuously increased with increasing volume fraction of LSNO-NPs from fLSNO = 0–0.20, following the effective medium theory and Lichtenecker's logarithmic models. This result was intrinsically caused by a very large ε′ ≈ 105 of LSNO-NPs ceramic particles. At fLSNO = 0.25, ε′ deviated from the conventional mixed models, indicating a dominant extrinsic effect. A rapid change in ε′ of LSNO-NPs/PVDF composites was observed when fLSNO > 0.3. A largely enhanced dielectric response with ε′ ≈ 3285 at 1 kHz was obtained at fLSNO = 0.35, while the loss tangent was still low (≈0.83). This extremely enhanced ε′ value is attributed to the large interfacial areas and very short interparticle distances between LSNO-NPs (≈20–30 nm) separated by a thin layer of PVDF, forming highly effective microcapacitors. The overall ε′ values are well described by the combination model of effective medium percolation theory.
机译:La 1.7 Sr 0.3 NiO 4 提出了关于LSNO-NPs /聚偏二氟乙烯(LSNO-NPs / PVDF)复合材料介电性能的纳米颗粒(LSNO-NPs)。通过液相辅助分散和热压方法制备的LSNO-NPs / PVDF复合材料显示LSNO-NPs在PVDF聚合物基体中均匀分散。随着 f LSNO = 0的LSNO-NPs体积分数的增加,介电常数(ε')不断增加。 -0.20,遵循有效介质理论和利希特内克对数模型。这个结果本质上是由很大的LSNO-NPs陶瓷颗粒的ε'≈10 5 引起的。当 f LSNO = 0.25时,ε'偏离了传统的混合模型,表明存在显着的外在效应。当 f LSNO ε'快速变化。当 f LSNO = 0.35时,在ε'≈3285在1 kHz时,介电响应大大增强。损耗角正切仍然很低(≈0.83)。 ε'值的极大提高归因于较大的界面面积,并且由薄薄的PVDF层隔开的LSNO-NP之间的粒子间距离非常短(≈20–30 nm),从而形成了高效的微电容器。有效介质渗流理论的组合模型很好地描述了总体ε'值。

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