The value of 'gmo' in the equation gm= gmo (1- Ves/Vp) is taken when 9m=0 O VGs=0 O Vp=0 O Vp =0.5
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Q: Good day, Please find the maximum value of gm for FET with lDSS=10mA,Vp =-2V, VGS =5V ? express…
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Q: Find the maximum value of gm for FET with loss 10mA, V₂=-2V, VGs 5V? express answer in mS
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- Good day, Please find the maximum value of gm for FET with lDSS=10mA,Vp =-2V, VGS =5V ? express answer in mSSince R1=18.10Kohm, R2=67.58Kohm, RC= 1.08Kohm, RE= 3.23Kohm, VCC=14.00V, Beta=241.00 in the circuit given in the figure, calculate the IC current by doing a complete analysis. When performing your operations, 2 steps will be taken after the point. choose the closest one from the stylish ones according to the +/-10% margin of error. There is only 1 correct answer to the question.Determine the stability of the system whose characteristic equation is 25s^4 + 105s^3 +85s^2+42s + 10 = 0 according to the Routh Stability criterion with the following explanations: a) Create the routh table according to the given characteristic equation. b) Calculate the necessary coefficient in the table you created. c)State whether the system is stable and how you determined it.
- Can you provide clear solution? so i can rate!Power Electronics , pls solve the problem fast in less thak 30 min.plz solve only part 2 Your company is considering the installation of a 2 MW wind turbine with a rotor diameter of 80 m in a location with average wind v = 10 m/s. The turbine has a cut-in velocity of 5 m/s and a cut-out velocity of 25 m/s. The capacity factor is 0.45. The installed cost of the turbine is $3,500,000. Operating expenses are $225,000 per year. The system has a power coefficient (electric power generated divided by wind power) of 0.45. part 1) What price would you have to get for the electricity you produce to obtain a 10% return on the plant investment assuming a project lifetime of 20 years? Use the tables for the cumulative wind power distribution in the notes on wind probability to answer this question. Assume an air density of 1.225 kg/m3. The answer is equal to 0.0815 dollar part2) How would your answer to problem one change for each of the following modifications to the data in that problem? (Consider each change independently, not as a cumulative series…
- A base load station having a capacity of 18 MW and a standby station having a capacity of 20 MW shares a common load. Determine the annual load factors and plant capacity factors of two power stations from the following data:Annual standby station output = 7·35 × 10^6 kWhAnnual base load station output = 101·35 × 10^6 kWhPeak load on standby station = 12 MWHours of use by standby station/year = 2168 hours0 0 [Mass(kg) [ Volume(m) [ Time(seo) | Q@ see) [ Fyme(N) [ FyacN) 50 0.05 2 104 % 01 2 503 20 005 2 347 120 o1 7 562CT=1 divided by 1/100pf+ 1/560pf+ 1/390pf=69.69pf