2013
DOI: 10.1109/led.2013.2287283
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Study of High-$k$/Metal-Gate Work Function Variation in FinFET: The Modified RGG Concept

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Cited by 26 publications
(18 citation statements)
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“…WFV is generally dependent on two factors: (i) average grain size of gate material and (ii) gate area. Contrary to the case of the planar bulk MOSFET, the front-and back-gate effective areas in the SegFET are extended by about two times because of the EGA effect [29]. Therefore, each stripe in the SegFET has a greater gate area (i.e., planar bulk MOSFET: 25 × 32 nm 2 versus SegFET: 45 × 32 nm 2 ), so that the SegFET has a lower RGG resulting in the lower WFV.…”
Section: Variation-robust Advanced Device Structuresmentioning
confidence: 99%
See 1 more Smart Citation
“…WFV is generally dependent on two factors: (i) average grain size of gate material and (ii) gate area. Contrary to the case of the planar bulk MOSFET, the front-and back-gate effective areas in the SegFET are extended by about two times because of the EGA effect [29]. Therefore, each stripe in the SegFET has a greater gate area (i.e., planar bulk MOSFET: 25 × 32 nm 2 versus SegFET: 45 × 32 nm 2 ), so that the SegFET has a lower RGG resulting in the lower WFV.…”
Section: Variation-robust Advanced Device Structuresmentioning
confidence: 99%
“…Two face-to- face (i.e., front and back) gates in the FinFET mutually interact when building up an inversion layer or channel, so that the new grains in these gates will be generated with a new probability and work-function. Hence, a modified method for FinFET RGG calculation should consider the extended gate area (EGA) generated by these gates [29]. Correspondingly, the total gate area over which to calculate the FinFET RGG should be defined as: [{W gate + (4 × H fin )} × L gate ].…”
Section: Work-function Variation (Wfv)mentioning
confidence: 99%
“…In other words, a new WFV evaluation index that people can easily refer to is necessary. In order to achieve simplicity and accuracy in estimating the WFVinduced V TH variation, a new WFV evaluation index is introduced in [20,21]. The Ratio of average Grain size to Gate area (RGG), which is equal to {average grain size in the unit of nm} times {(channel length  channel width)…”
Section: Random Variation Iii: Work-function Variation (Wfv)mentioning
confidence: 99%
“…8). In other words, the method to calculate the FinFET RGG should consider the extended gate area (EGA) generated by these gates [21]: the total gate area 3 Silicon device scaling scenario Fig. 9 depicts the history and future of CMOS silicon device technology.…”
Section: Random Variation Iii: Work-function Variation (Wfv)mentioning
confidence: 99%
“…Note that the average grain size of the metal gate material (i.e., TiN) is 22 nm and that the grain sizes follow the Rayleigh distribution [11]. In modeling the WFV in the SegFETs, the extended gate area (EGA) [12] must be included when estimating the WFV value, because of the quasi-planar tri-gate device structure. Two-hundred samples for the WFV simulations were taken for both devices; the results are shown in Fig.…”
Section: Variation-immunity Analysismentioning
confidence: 99%