1997
DOI: 10.1063/1.366147
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Intrinsic dead layer effect and the performance of ferroelectric thin film capacitors

Abstract: We apply the Thomas theory of ferroelectricity to bulk and thin film perovskite ferroelectrics in the paraelectric regime above the transition temperature. From available data on bulk SrTiO3 we are able to fully determine the parameters in the Thomas theory for this material, with overall reasonable results, supporting its validity. In a new application of the Thomas theory to the surface of a thin ferroelectric film in the linear response regime, it is found that there is anticipated to be an intrinsic “dead … Show more

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Cited by 297 publications
(180 citation statements)
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“…In both the above studies then, the thesis would be that size-related permittivity suppression is largely unavoidable as it is an intrinsic feature of the electrode-dielectric boundary. The inevitability of reduced size leading to intrinsic permittivity suppression would also be the conclusion from other well-known investigations: Zhou and Newns [32] applied Thomas theory to demonstrate that 'dead-layers' were intrinsic; Sirenko et al [33] saw clear evidence, in far infra-red ellipsometry measurements, that modes which soften in bulk SrTiO 3 do not soften in thin films, even when as thick as 2 µm. Figure 5 (online colour at: www.pss-a.com) Calculated spatial distribution of the inverse permittivity profile through a cross-section of an idealised parallel-plate thin film capacitor structure [31].…”
Section: Figurementioning
confidence: 89%
“…In both the above studies then, the thesis would be that size-related permittivity suppression is largely unavoidable as it is an intrinsic feature of the electrode-dielectric boundary. The inevitability of reduced size leading to intrinsic permittivity suppression would also be the conclusion from other well-known investigations: Zhou and Newns [32] applied Thomas theory to demonstrate that 'dead-layers' were intrinsic; Sirenko et al [33] saw clear evidence, in far infra-red ellipsometry measurements, that modes which soften in bulk SrTiO 3 do not soften in thin films, even when as thick as 2 µm. Figure 5 (online colour at: www.pss-a.com) Calculated spatial distribution of the inverse permittivity profile through a cross-section of an idealised parallel-plate thin film capacitor structure [31].…”
Section: Figurementioning
confidence: 89%
“…Such a "dead" layer not necessarily has a different microstructure ͑e.g., due to reconstruction or high density of defects͒, because the intrinsic surface effect on the polarization 16 may also reduce the local dielectric permittivity. 17,18 The existence of a built-in electric field at the film/electrode interface represents another possible origin of suppressed dielectric response in the subsurface layer. 2,18 On the other hand, the interfacial capacitance may mostly originate in the finite electronic screening length of metallic electrodes.…”
Section: Introductionmentioning
confidence: 99%
“…17,18 The existence of a built-in electric field at the film/electrode interface represents another possible origin of suppressed dielectric response in the subsurface layer. 2,18 On the other hand, the interfacial capacitance may mostly originate in the finite electronic screening length of metallic electrodes. 19,20 This would be in agreement with the results of recent first-principles calculations 21 and the latest experimental data on high quality BaTiO 3 thin films, 4 which indicate that the observed polarization relaxation can be attributed to the depolarizing field determined solely by imperfect compensation of ferroelectric polarization charges by electron density variations in SrRuO 3 electrodes.…”
Section: Introductionmentioning
confidence: 99%
“…It has been proposed that the reduction of r in ferroelectric thin films can be explained by the existence of interfacial "dead layer" at one or both metal electrodes with poor dielectric properties. 2,[19][20][21] They may arise from the oxygen interdiffusion, chemical reaction, structural defects, or Schottky barriers at the interfaces. Treating the dead layer as a capacitance C i in series with bulk film capacitance C b , the measured capacitance may be expressed as 1 / C =1/C b +1/C i , and the dielectric constant of the dead layer increases as the film thickness decreases.…”
Section: -2mentioning
confidence: 99%