2000
DOI: 10.1016/s0169-4332(00)00483-9
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Characterisation of the BaTiO3/p-Si interface and applications

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Cited by 25 publications
(13 citation statements)
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“…It has been seen that the interface state density has an exponential rise with bias from the midgap towards the top of the valence band. The relaxation time shows a slow exponential rise with bias from the top of the valence band towards the midgap, as reported by some authors for metal/Schottky diodes (17)(18)(19). Thus, it can be said the relaxation time to be bias-dependent.…”
Section: The Conductance-and Capacitance-frequency Characteristicssupporting
confidence: 61%
“…It has been seen that the interface state density has an exponential rise with bias from the midgap towards the top of the valence band. The relaxation time shows a slow exponential rise with bias from the top of the valence band towards the midgap, as reported by some authors for metal/Schottky diodes (17)(18)(19). Thus, it can be said the relaxation time to be bias-dependent.…”
Section: The Conductance-and Capacitance-frequency Characteristicssupporting
confidence: 61%
“…The pinning effect makes the height of the energy barrier independent of the ZnO work function. As shown in the literature [19], the Fermi energy at metal/n-semiconductor interfaces is often pinned at about E g /3. In the case of Si (E g = 1.12 eV), this corresponds to 0.37 eV above the valence band edge.…”
Section: C-v Characteristics: Barrier Height and Donor Carrier Densitymentioning
confidence: 85%
“…The values obtained are presented in Table 1 for ε r (ZnO) = 8 and ε r (Si) = 12 [19]. The values obtained for N D in n-ZnO:Al 1 at.% (9 × 10 23 m −3 ) Fig.…”
Section: C-v Characteristics: Barrier Height and Donor Carrier Densitymentioning
confidence: 95%
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“…Therefore, the loss peak is a function of frequency. Furthermore, the peak value depends on capture rate, i.e., on the interface trap level occupancy, which is determined by the applied gate bias voltage [42,43]. The energy position in the band gap of semiconductor can be calculated as where U F is the position of Fermi energy level U F = kT/q ln(N C /N D ).…”
Section: E-08mentioning
confidence: 99%