![6. Draw the energy band diagrams for AlGagAs on GaAs (a) for P-AlGaAs, n-GaAs [5 pt] (b) for N-AlGaAs, intrinsic-GaAs 15 pt H](http://img.homeworklib.com/images/66b6450f-03d4-455e-b468-fb0bdbac204c.png?x-oss-process=image/resize,w_560)
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6. Draw the energy band diagrams for AlGagAs on GaAs (a) for P-AlGaAs, n-GaAs [5 pt]...
1. A metal/n-GaAs Schottky Barrier is formed by depositing platinum on n-GaAs. The electron affinity of...
1. A metal/n-GaAs Schottky Barrier is formed by depositing platinum on n-GaAs. The electron affinity of GaAs is 4.0 eV. The work function of Pt is 5.0 eV. The doping in GaAs is 1E16/cm3, and Nc=5E17/cm3. i) Draw the thermal equilibrium energy band diagram for the structure ii) Calculate the barrier height and the built-in voltage iii) Calculate the depletion width in GaAs, given ε(total) for GaAs=1E-12 F/cm --> w=sqrt((2*ε*Vbi)/(q*ND)) iv) Calculate the depletion capacitance for 1 cm2 area v)...
GaAs laser (a) The degenerate occupation of the conduction and valence bands with electrons and holes...
GaAs laser (a) The degenerate occupation of the conduction and valence bands with electrons and holes helps to maintain the laser requirement that emission must overcome absorption. Explain how the degeneracy prevents band-to-band absorption at the emission wavelength of 867 nm (b) Assuming equal electron and hole concentrations, and same effective masses for electrons and holes, calculate the minimum carrier concentration n -p for population inversion in GaAs at 300 K. The intrinsic carrier concentration at 300 K in GaAs...
Draw the energy band diagram at equilibrium for the p+ /n/p semiconductor heterostructure (p+ indicates a...
Draw the energy band diagram at equilibrium for the p+ /n/p semiconductor heterostructure (p+ indicates a p-type semiconductor which is heavily doped, i.e., more heavily doped than p). You should indicate Ec (conduction band), Ev (valence band), Ei (intrinsic Fermi level), and Ef (Fermi level) throughout the device structure. show your work (i.e., you should start from the diagram of individual material pieces). State any reason for your drawing.
Problem 1. Given a n-p-n bipolar junction transistor, draw the energy band diagrams for (a) thermal...
Problem 1. Given a n-p-n bipolar junction transistor, draw the energy band diagrams for (a) thermal equilibrium and (b) active bias cases. Use usual notations to label various energy levels.
Draw the band diagram (the relative positions of conduction band edge EC, valence band edge Ev,...
Draw the band diagram (the relative positions of conduction band
edge EC, valence band edge Ev, Fermi level EF) for the four
following cases. Clearly note EC −EF, EF −EV, Ei −EF, EG = EC −EV.
Ei is the intrinsic Fermi level. Take NC=NV =1025 m−3, EG=1.1 eV,
ni=1.5×1016 m−3, kT=0.026 eV.
(Q1.1) p-type, NA=5×1023 m−3.
(Q1.2) p-type, NA=5×1021 m−3.
(Q1.3) n-type, ND=5×1023 m−3.
(Q1.4) n-type, ND=5×1021 m−3.
Q2 Draw the band diagram (the relative positions of conduction band edge...
3.16 Heterostructure Consider a Type I heterostructure as shown in Figure 3.27. (a) If Egl
Optoelectronics and Photonics 2nd edition. Chapter
3.16
3.16 Heterostructure Consider a Type I heterostructure as shown in Figure 3.27. (a) If Egl
A piece of p-type GaAs is doped with a net impurity concentration of N Na-5 × 1018 m-3. Is it deg...
A piece of p-type GaAs is doped with a net impurity concentration of N Na-5 × 1018 m-3. Is it degenerate or nondegenerate? Find its electron and hole concentrations and its Fermi level at 300 K. How much is the shift of the Fermi level, measured from the intrinsic Fermi level, caused by the doping of the impurity? Compare the results obtained in this problem for the p-type GaAs with those found in Example 12.3 for the n-type GaAs of...
B2 Consider a diode formed by making a p-n junction structure in a silicon sample as shown in Fig. B2. nt laver p-type...
B2 Consider a diode formed by making a p-n junction structure in a silicon sample as shown in Fig. B2. nt laver p-type Si Fig. B2 (a). If the dopant concentrations of the n layer and the p-type silicon are 6x101" cm and 8x10 cm respectively, calculate the built-in potential of the p-n junction at room temperature (300 K) 15 (3 marks) (b). Due to overheating of the silicon sample, the diode has an operation temperature of 200 °C and...
Draw an equilibrium band diagram for Si p-n junction and find contact potential? if energy between...
Draw an equilibrium band diagram for Si p-n junction and find contact potential? if energy between Fermi level and conduction band of n-type 97 meV and energy between Fermi level and valence band of p-type 67 meV ?
Finish Part 2 calculations with the data and equations given above. Intrinsic Carrier Concentrations: n 2e6...
Finish Part 2 calculations with the data and equations given
above.
Intrinsic Carrier Concentrations: n 2e6 cm3 and Eg 1.42eV for GaAs n 1e10 cm3 and Eg 1.1eV for Si n 2e13 cm3 and Eg = 0.7eV for Ge n 0 and Eg 3.4eV for GaN Charge Neutrality Equation and NP product: 1/2 ((NA-Np) ni (NA-No) p = 2 2 . 1/2 (No-NA) (No- n 2 2 Fermi Energy Level Equation: E,-E, kT In =-kT In Part 2, Calculation: For...
GaAs laser (a) The degenerate occupation of the conduction and valence bands with electrons and holes helps to maintain the laser requirement that emission must overcome absorption. Explain how the degeneracy prevents band-to-band absorption at the emission wavelength of 867 nm (b) Assuming equal electron and hole concentrations, and same effective masses for electrons and holes, calculate the minimum carrier concentration n -p for population inversion in GaAs at 300 K. The intrinsic carrier concentration at 300 K in GaAs...
Problem 1. Given a n-p-n bipolar junction transistor, draw the energy band diagrams for (a) thermal equilibrium and (b) active bias cases. Use usual notations to label various energy levels.
Draw the band diagram (the relative positions of conduction band
edge EC, valence band edge Ev, Fermi level EF) for the four
following cases. Clearly note EC −EF, EF −EV, Ei −EF, EG = EC −EV.
Ei is the intrinsic Fermi level. Take NC=NV =1025 m−3, EG=1.1 eV,
ni=1.5×1016 m−3, kT=0.026 eV.
(Q1.1) p-type, NA=5×1023 m−3.
(Q1.2) p-type, NA=5×1021 m−3.
(Q1.3) n-type, ND=5×1023 m−3.
(Q1.4) n-type, ND=5×1021 m−3.
Q2 Draw the band diagram (the relative positions of conduction band edge...
Optoelectronics and Photonics 2nd edition. Chapter
3.16
3.16 Heterostructure Consider a Type I heterostructure as shown in Figure 3.27. (a) If Egl
A piece of p-type GaAs is doped with a net impurity concentration of N Na-5 × 1018 m-3. Is it degenerate or nondegenerate? Find its electron and hole concentrations and its Fermi level at 300 K. How much is the shift of the Fermi level, measured from the intrinsic Fermi level, caused by the doping of the impurity? Compare the results obtained in this problem for the p-type GaAs with those found in Example 12.3 for the n-type GaAs of...
B2 Consider a diode formed by making a p-n junction structure in a silicon sample as shown in Fig. B2. nt laver p-type Si Fig. B2 (a). If the dopant concentrations of the n layer and the p-type silicon are 6x101" cm and 8x10 cm respectively, calculate the built-in potential of the p-n junction at room temperature (300 K) 15 (3 marks) (b). Due to overheating of the silicon sample, the diode has an operation temperature of 200 °C and...
Finish Part 2 calculations with the data and equations given
above.
Intrinsic Carrier Concentrations: n 2e6 cm3 and Eg 1.42eV for GaAs n 1e10 cm3 and Eg 1.1eV for Si n 2e13 cm3 and Eg = 0.7eV for Ge n 0 and Eg 3.4eV for GaN Charge Neutrality Equation and NP product: 1/2 ((NA-Np) ni (NA-No) p = 2 2 . 1/2 (No-NA) (No- n 2 2 Fermi Energy Level Equation: E,-E, kT In =-kT In Part 2, Calculation: For...
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