36. (15 pts) Calculate Vol in a silicon PN junction at T=300K for Ny=10cm N, -10cm...
1. (25 pts) T=300K. Consider a uniformly doped silicon PN junction with doping concentrations N, = 3x10 cm and Na = 2x10 cm. Calculate Is i LN3x10 cm, Lp = 5x10 cm, and A = 10 cm. If the applied voltage is 0.68 volts, what is the current density?
4. AP-N abrupt junction is formed in Silicon as follows: The P-side has a uniform acceptor concentration of 2E18/cm^3 and the N-side has a uniform donor concentration of 2E15/cm^3. (a) Find the built-in voltage, V of the P-N junction at 300K. (b) Find the width of the depletion regions in the P and N regions of the transition region for zero reverse bias and for 5V reverse bias. (c) What is the depletion capacitance per unit area with zero reverse...
6. (14) A silicon wafer (Si: ni=10cm-3 and Er=11 ) is used to
make a PN junction over a circular area with a diameter r=1mm.
) A silicon wafer (Si: n = 100cm 3 and ε = 11) is used to make a PN junction over a circular area with a diameter r=1 mm. Aluminum is used as a p-type dopant with density of 101cm), and Arsenic as an n-type dopant with density of 10'5cm3. (a) (4) Find the Fermi...
A silicon PN junction diode is constructed using N-type silicon in which the Fermi level is 100 meV below the conduction band edge and P-type silicon in which the Fermi level is 120 meV above the valence band edge a) What are the majority and minority carrier concentrations on each side of the junction under thermal equilibrium? b) What is the value of the built-in voltage? c) Determine the width of the depletion region on both sides of the junction...
A silicon pn junction at T = 300 K has the following parameters: Na-5 1016 cm-?, N,-1 1016 cm-3, D.-25 cm3/s, D.-10 cm2/s, ?,0-5 x 10-7 s, and To 1 X 10-7 s. The cross-sectional area is A 10-3 cm2 and the forward- bias voltage is V,-0.625 V. Calculate the (a) minority electron diffusion cur- rent at the space charge edge, (b) minority hole diffusion current at the space charge edge, and (c) total current in the pn junction diode.
THE REVERSE BIAS VOLTAGE APPLIED TO SILICON PN JUNCTION DIODE IS 4V, DOPING CONCENTRATION Na is 10^17 cm^-3, Nd = 10^16 cm^-3, ni = 1.3 x 10^9 cm^-3, temperature T = 273 k find the width of depletion region with the applied reverse voltage please check your answer that it is correct please it is a humble request
3. (40 pts) The capacitance of a silicon pn junction diode with an area 10° cm2 is measured. A plot of 1/C2 vs. the applied voltage Va is shown. The dashed line is extrapolated, continuing the data with a constant slope. From the junction capacitance formula and the dependence of W on Vbi-VA, one can obtain an equation for 1/C (a) If the diode is a one-sided junction, find the doping density on the low side from the measured (estimate...
Q3 Consider a GaAs pn junction with doping concentrations Na5 x 106 cm-3 and N1016 cm-3. The junction cross-sectional area is A 103 cm2 and the applied forward-bias voltage is Va 1.10 V. Calculate the (a) minority electron diffusion cur rent at the edge of the space charge region, (b) minority hole diffusion current at the edge of the space charge region, and (c) total current in the pn junction diode.
Consider a silicon pn step junction diode with NA-1x1018 cm3 and No 1x1017cm-3, maintained at T 300K. The minority carrier lifetimes in the p-side and n-side are τη-10-8 s and Tp-10-7 s, respectively. a) Calculate the minority carrier densities at the edges of the depletion region when the applied voltage (VA) is 0.6 V. of the junction, for the applied bias voltage of part (a) densities are equal in magnitude, for the applied voltage of part (a). b) Sketch the...
please answer 7.17, i put 7.10 for reference.
Consider a uniformly doped silicon pn junction with doping concentrations N 2 x 7.10 = 1017 cm3and N = 4 X 1016 cm3. (a) Determine Vhi at T = 300 K. (b) Determine the temperature at which Vhi increases by 2 percent. (Trial and error may have to be used.) 7.17 Consider the pn junction described in Problem 7.10 for T = 300 K. The cross- sectional area of the junction is...