“…Whereas, at higher frequencies the capacitance is not dispersive and thus, the interface state in equilibrium with the n-InGaN do not contribute to the capacitance, because the charges at the interface states cannot follow the alternating current signal. Therefore at lower frequencies, the total capacitance is equal to the sum of the space charge capacitance and excess capacitance, while at higher frequencies the total capacitance is due to almost only from the space charge capacitance [24,25]. It means that at higher frequencies, the interface state capacitance does not make any contribution to the total capacitance.…”