首页> 外文期刊>Journal of semiconductor technology and science >Comparative investigation of endurance and bias temperature instability characteristics in metal-A12O3-nitride-oxide-semiconductor (MANOS) andsemiconductor-oxide-nitride-oxide-semiconductor(SONOS) charge trap flash memory
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Comparative investigation of endurance and bias temperature instability characteristics in metal-A12O3-nitride-oxide-semiconductor (MANOS) andsemiconductor-oxide-nitride-oxide-semiconductor(SONOS) charge trap flash memory

机译:金属Al 2 O 3-氮化物-氧化物半导体(MANOS)和半导体-氧化物-氮化物-氧化物半导体(SONOS)电荷陷阱闪存的耐久性和偏置温度不稳定性特征的比较研究

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摘要

The program/erase (P/E) cyclic endurances including bias temperature instability (BTI) behaviors of Metal-Al2O3-Nitride-Oxide-Semicon-ductor (MANOS) memories are investigated in comparison with those of Semiconductor-Oxide-Nitride-Oxide-Semiconductor (SONOS) memories. In terms of BTI behaviors, the SONOS power-law exponent n is ~0.3 independent of the P/E cycle and the temperature in the case of programmed cell, and 0.36~0.66 sensitive to the temperature in case of erased cell. Physical mechanisms are observed with thermally activated h* diffusion-induced Si/SiO2 interface trap (NIT) curing and Poole-Frenkel emission of holes trapped in border trap in the bottom oxide (Not). In terms of the BTI behavior in MANOS memory cells, the power-law exponent is n=0.4~0.9 in the programmed cell and n=0.65~1.2 in the erased cell, which means that the power law is strong function of the number of P/E cycles, not of the temperature. Related mechanism is can be explained by the competition between the cycle-induced degradation of P/E efficiency and the temperature-controlled h* diffusion followed by NIT passivation.
机译:与半导体-氧化物-氮化物-氧化物-相比,研究了程序/擦除(P / E)循环耐久性,包括金属-Al2O3-氮化物-氧化物-半导体(MANOS)存储器的偏置温度不稳定性(BTI)行为。半导体(SONOS)存储器。就BTI行为而言,在编程单元的情况下,SONOS幂律指数n约为0.3,与P / E周期和温度无关,而在擦除单元的情况下,SONOS幂律指数n对温度敏感,为0.36〜0.66。通过热活化的h *扩散诱导的Si / SiO2界面陷阱(NIT)固化和底部氧化物中的边界陷阱中捕获的空穴的Poole-Frenkel发射观察到了物理机理(Not)。就MANOS存储单元中的BTI行为而言,在被编程的单元中幂律指数为n = 0.4〜0.9,在擦除的单元中幂律指数为n = 0.65〜1.2,这意味着幂律是函数数的强函数。 P / E循环,而不是温度循环。相关机理可以通过循环诱导的P / E效率下降与温度控制的h *扩散以及NIT钝化之间的竞争来解释。

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