Fortunately, the flat-band voltage can be calculated indirectly by matching the capacitance at that moment with the datum given in 'HFCV_70%Hf.txt'. The total capacitance will be the oxide capacitance in series with the Debye capacitance.
According to the calculation, the result of C_FB is equal to 345.27pF.
However, it is obviously inaccurate to just find the nearest capacitance point in datum and use its voltage as the flat-band voltage. To improve the accuracy, the slop k at the matched point can be calculated, and the flat-band voltage will be:
However, it is obviously inaccurate to just find the nearest capacitance point in datum and use its voltage as the flat-band voltage. To improve the accuracy, the slop k at the matched point can be calculated, and the flat-band voltage will be:
Finally, the value of flat-band voltage is found to be 0.932 V.
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