This circuit derives the formula for the Ebers-moll equation. If possible, please use MultiSim as circuit simulator.
Posted: Tue Jun 07, 2022 12:47 pm
This circuit derives the formula for the Ebers-moll
equation. If possible, please use MultiSim as circuit
simulator.
1. Construct the following circuit. 1 kn M-15 V 4.7 ΚΩ R₂ 5 Vom M 2N3904 2. Use different values of R.(e.g. 4.7 ΜΩ, 1 ΜΩ, 470 ΚΩ, 100 ΚΩ, 47 ΚΩ). Measure the collector current (Ic) and the base-emitter voltage (VBE). 3. Plot VBE VS. log Ic. Get the equation of the best-fit line. Assume room-temperature conditions. 4. Compare the slope of the best-fit line with the 60 mV/decade law. 5. From the y-intercept of the best-fit line, estimate Is. 6. For each value of R₁, calculate the base current (I) and the current gain (hFE). 7. Plot hFE vs. Ic. Comment on the graph
equation. If possible, please use MultiSim as circuit
simulator.
1. Construct the following circuit. 1 kn M-15 V 4.7 ΚΩ R₂ 5 Vom M 2N3904 2. Use different values of R.(e.g. 4.7 ΜΩ, 1 ΜΩ, 470 ΚΩ, 100 ΚΩ, 47 ΚΩ). Measure the collector current (Ic) and the base-emitter voltage (VBE). 3. Plot VBE VS. log Ic. Get the equation of the best-fit line. Assume room-temperature conditions. 4. Compare the slope of the best-fit line with the 60 mV/decade law. 5. From the y-intercept of the best-fit line, estimate Is. 6. For each value of R₁, calculate the base current (I) and the current gain (hFE). 7. Plot hFE vs. Ic. Comment on the graph