Title :
Mathematical analysis of 1-D Poisson´s equation in the long channel SOI MOSFET
Author :
Basu, Suman ; Malakar, Tiya Dey ; Sarkar, Samir Kumar ; Sarkar, Subir Kumar ; Islam, Nurul
Author_Institution :
Dept. of ETCE, Jadavpur Univ., Kolkata, India
Abstract :
In the present work we have modeled a single gate SOI MOSFET using high K insulating layer of HfO2 having dielectric constant of 26 and energy gap of 5.65 eV. The gradual channel approximation (GCA) has been considered in the channel region and solved the 1-D Poisson´s equation and four different potential profiles are obtained in the channel region depending on the gate biases. Insulating layer of HfO2 shows several beneficial advantages over usually used SiO2 material- (i) lowering the leakage current, (ii) lowering the threshold voltage and (iii) ideal sub threshold slope of 60 mV/decade.
Keywords :
MOSFET; Poisson equation; approximation theory; elemental semiconductors; hafnium compounds; insulating materials; leakage currents; silicon; silicon-on-insulator; 1D Poisson equation; GCA; channel region; dielectric constant; electron volt energy 5.65 eV; energy gap; gate bias; gradual channel approximation; high K insulating layer; insulating layer; leakage current; long channel SOI MOSFET; mathematical analysis; single gate SOI MOSFET; Films; Silicon; Gradual Channel Approximation (GCA); High K; SOI MOSFET;
Conference_Titel :
Nanoscience, Engineering and Technology (ICONSET), 2011 International Conference on
Conference_Location :
Chennai
Print_ISBN :
978-1-4673-0071-1
DOI :
10.1109/ICONSET.2011.6168012