Question

Notify Me Bookmark

VDD = VSS = 1.5 V, μpCox = 250 μA/V2, μn = 2.5⋅μp, V thn = 0.5 V, Vthp = −0.5 V, λn = λp = 0.1 V−1 is given for the circuit below. The differential amplifier biased using current mirrors will be designed to meet the following requirements: Adm = −70, IREF = 150 mA, Vov3 = Vov4 = Vov5 = Vov6 = Vov7 = 150 mV. a) Calculate the value of resistor R and the W/L values of the transistors. b) Calculate the value of CMRR

VDD = VSS = 1.5 V, μpCox = 250 μA/V2, μn = 2.5⋅μp, V thn = 0.5 V, Vthp = −0.5 V, λn = λp = 0.1 V−1 is given for the circuit below. The differential amplifier biased using current mirrors will be designed to meet the following requirements: Adm = −70, IREF = 150 mA, Vov3 = Vov4 = Vov5 = Vov6 = Vov7 = 150 mV. a) Calculate the value of resistor R and the W/L values of the transistors. b) Calculate the value of CMRR

Image text
  1. VDD = VSS = 1.5 V , μ pCox = 250 μ A / V 2 , μ n = 2.5 ⋅ μ p , V thn = 0.5 V , Vthp = − 0.5 V , λ n = λ p = 0.1 V − 1 is given for the circuit below. The differential amplifier biased using current mirrors will be designed to meet the following requirements: Adm = − 70 , IREF = 150 mA , Vov 3 = Vov 4 = Vov 5 = Vov 6 = Vov 7 = 150 mV . a) Calculate the value of resistor R and the W / L values of the transistors. b) Calculate the value of CMRR

Detailed Answer

0 0

Please enter your email here. You will get email when this question is answered by our tutor.

Doubtrix Logo

Problem is not yet solved!

Click on Notify me to get email when question is answered.

Join Doubtrix with 7-days free trial

  • Icon Correct & Verified Answers
  • Icon No AI-Generated Answers
  • Icon Video Solution for Difficult Questions
  • Icon Work With Experts to Reach at Correct Answers
Notify me Login Sign Up

Similar/Related Questions

For the given differential amplifier with current mirror load, assume: L = 1 μm, Bias Current (ISS) = 0.5 mA, Overdrive Voltage (Vov) = 200 mV, λN = 0.1 V−1, λP = 0.05 V−1, Vthn = 0.4 V, Vthp = −0.4 V, μnCox = 250 μAV2, μpCox = 50 μA/V2 Determine transconductance (gm) for every MOS transistor. Determine output impedance (rds) for every MOS transistor. Calculate the theoretical value of differential gain (Av) using formula. Simulate the differential amplifier with proper design considerations on LTSpice simulation platform and compare the simulated gain with the calculated gain. NOTE: Clearly mention the assumptions taken while solving the problem. For simulation, determine W/L values for each transistor using formulas. Take snapshots of the waveforms and schematic in LTSpice software and include these in your response document. The instructions to

Solution
0 0

For the given differential amplifier with current mirror load, assume: L = 1 μm, Bias Current (ISS) = 0.5 mA, Overdrive Voltage (Vov) = 200 mV, λN = 0.1 V−1, λP = 0.05 V−1, Vthn = 0.4 V, Vthp = −0.4 V, μnCox = 250 μAV2, μpCox = 50 μA/V2 Determine transconductance (gm) for every MOS transistor. Determine output impedance (rds) for every MOS transistor. Calculate the theoretical value of differential gain (Av) using formula. Simulate the differential amplifier with proper design considerations on LTSpice simulation platform and compare the simulated gain with the calculated gain. NOTE: Clearly mention the assumptions taken while solving the problem. For simulation, determine W/L values for each transistor using formulas. Take snapshots of the waveforms and schematic in LTSpice software and include these in your response document. The instructions to

Solution
0 0

For the transistors in the homework, assume VDD = 1.8 V, μnCox = 100 μAV−1, μpCox = 50 μAV−1, Vthn = 0.4 V, Vthp = −0.5 V, λn = λp = 0.05 V−1 In the inverter of Fig. 1, the output low level must remain below 150 mV. If (W/L)2 = 3 μm/0.18 μm, determine the minimum required width of M1 in case L1 = 180 nm. Find the static power consumption of the inverter in case where VOL = 150 mV.

Solution
0 0