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AN2386 Datasheet(PDF) 11 Page - STMicroelectronics |
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AN2386 Datasheet(HTML) 11 Page - STMicroelectronics |
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11 / 30 page ![]() AN2386 MOS structure 11/30 Equation 28 The gate voltage at the strong inversion condition is the threshold voltage VTH of the MOS and it can be written as: Equation 29 Up to now, the ideal MOS structure was considered. In the real MOS structure, when no voltage is applied on the gate, a difference between metal and semiconductor work function exists, as well as charges in the oxide. In this paper, the charges inside the oxide will be neglected and also the metal-semiconductor difference work function Φms will be studied. The charges inside the oxide are related to the real process flow and they involve a small threshold voltage shift. In order to consider the effect of Φms on the threshold voltage, the following formula must be taken into account: Equation 30 VFB is the flat-band voltage and it is the gate voltage required to bring the semiconductor bands flat; QOX are the charges inside the oxide. Such voltage equals to Φms when the charges inside the oxide are neglected. For metal gate, Φms can be written as: Equation 31 where Eg(T) is the band-gap energy versus the temperature. Instead, for polysilicon gate (the real case usually) of n-type and the semiconductor is of p- type, Φms can be written as: Equation 32 Ng is the doping level of the polysilicon. TVTC can be, thus, achieved deriving (Equation 30) against the temperature: Equation 33 and also: V G 2 ε sqNaΦs C OX --------------------------- Φ s + = V TH 4 ε sqNaΦF C OX --------------------------- 2 Φ F + = V TH V FB t OX 4 ε sqNaΦF ε OX --------------------------- 2 Φ F Φ ms Q OX C OX ------------ t OX 4 ε sqNaΦF ε OX ------------------------------- • 2 Φ F ++ + = ++ = Φ ms Φ m χ E g T () 2q --------------- Φ F ± + – = Φ ms kT q ------- N g N a • ni 2 -------------------- ln – = ∂V TH ∂T ------------- ∂Φ ms ∂T ------------- t OX 4 ε sqNa ε OX ------------------------ • ∂Φ F ∂T -------------- • 2 ∂Φ F ∂T --------- • ++ = |
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