The impact of the fraction of germanium on the carrier performance of two-dimensional strained silicon, which embraces both the non-degenerate and degenerate regimes,is developed.In this model,the Fermi integral of or...The impact of the fraction of germanium on the carrier performance of two-dimensional strained silicon, which embraces both the non-degenerate and degenerate regimes,is developed.In this model,the Fermi integral of order zero is employed.The impact of the fraction of germanium on the relaxed Si_（1-x）Ge_x substrate（x）,carrier concentration and temperature is reported.It is revealed that the effect of x on the hole concentration is dominant for a normalized Fermi energy of more than three,or in other words the non-degenerate regime.On the contrary, the x gradient has less influence in the degenerate regime.Furthermore,by increasing x there is an increase in the intrinsic velocity,particularly with high carrier concentration and temperature.展开更多
基金the financial support from the National Science Foundation(NSF) grant of the Ministry of Higher Education(MOHE),Malaysia
文摘The impact of the fraction of germanium on the carrier performance of two-dimensional strained silicon, which embraces both the non-degenerate and degenerate regimes,is developed.In this model,the Fermi integral of order zero is employed.The impact of the fraction of germanium on the relaxed Si_（1-x）Ge_x substrate（x）,carrier concentration and temperature is reported.It is revealed that the effect of x on the hole concentration is dominant for a normalized Fermi energy of more than three,or in other words the non-degenerate regime.On the contrary, the x gradient has less influence in the degenerate regime.Furthermore,by increasing x there is an increase in the intrinsic velocity,particularly with high carrier concentration and temperature.
