(b) Design the circuit diagram for a single static CMOS logic gate which implements the logic function: 0/P = A B + C + D where A, B, C and D are the logic gate inputs and O/P is the logic gate output.
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Solve this Question in a very detailed form to help with understanding of the question. Please answer in steps
You need to describe and explain the steps you have followed in your approach to design the circuit diagram (e.g., by inspection and/or by Boolean algebra manipulation).
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- Figure Q2(e) shows a programmable logic array (PLA) unit with two inputs, four columns, and three outputs. Show the steps to implement a one-bit comparator using this PLA. Note that the output should have equal (EQ), less than (LT), and greater (GT) status. A, 02 Figure Q2(e)Below is an example of an NMOS logic circuit. For all of the MOSFETs in the circuit below, assume V = 1 V and k = 50 mA/V². th W R₂ = 5600 PEETHIPPIN R₁ - 4700 M3 M₁ M. 0 a. Indicate and verify the state of each MOSFET and V for the following input combinations. Fill-out the table below for each assumed state of the MOSFET for every input combination. Use R approximation for linear operation and three significant ds(on) figures for the voltages. 오 Ao SV whyQ1) For the circuits shown in figures 1 and 2: 1. What is the function of output? 2. Find the max. and min. Vol. value? 3. Determine the static power (avg.)? 4. Design equivalent logic circuit by CMOC logic circuits? Use VDD= 10 V. Vr.o=1V. Vru-1V. (W/L)o= (5/2), (W/L)L (20/2), RD = 40k, KL = 10P A/V^2 and KO = 40pA/V`2? Figure 1 5 VDD RD Figure 2 बदना दे
- 4. CMOS Logic Gate The PUN of a CMOS Logic Gate is shown below Vdd Q1 B- Q2 c -dPQ3 B-dCa5 Q6 D Y (a) Determine Y from the PUN. Express your answer in Sum-of-Product form. (b) Sketch the PDN of this CMOS logic gate. (c) Transistor sizing. If we set Peg = 5 for this CMOS logic gate, find W's for Q1 through Q7 if L is set at 0.25µm.Below is an example of an NMOS logic circuit. For all of the MOSFETs in the circuit below, assume V = 1 V and k = 50 mA/V². th R₂ = 5600 R₁ = 4700 M3 Ao M₁ M₂ a. Indicate and verify the state of each MOSFET and V for the following input 0 combinations. Fill-out the table below for each assumed state of the MOSFET for every input combination. Use R approximation for linear operation and three significant ds(on) figures for the voltages. Example: M1 is assumed to be in saturation. If Vgs = 2 V, Vds = 4V, Vds > Vgs - Vth 4>2-1 4> 1 (ok) Vgs > Vth (2>1) A B M1 state M2 state M3 state V OV OV 5 V OV b. What kind of logic circuit is implemented in the circuit above? 5V www. V₂ 0VBE (on=Vac (RA) = 0.7V, V (sat) = 0.8V, Ve (sat= 0.15V,Vp (0n)=0.3V, 0 = 0.85, B = 0.25 %3D SED Q4. Open collector logic gate is shown in Figure. What logic function is performed by this circuit? | R F B O a. A B O b. A B A B O d. А. В O e. A· B А. В
- (e) Given a 2 input-4 column 3-output programmable logic array (PLA) device as shown in Figure Q2(e). Show the steps to implement a one-bit comparator using this PLA. Note that the output should have equal (EQ), less than (LT), and greater (GT) status. A. 02 Figure Q2(e)What will be the boolean function (y) for the given CMOS logic circuit as shown in the figure? AMP, MP₂-B MP3 A—IL MN, BCMN₂ D- V₂ HCMN₂ DD MP -D MP-E y MN3C GND MNEA. One way to think of the basic logic gate types (all but the EXOR and EXNOR) is to consider what single input state guarantees a certain output state. For example, we could describe the function of an OR gate as such: “Any high input guarantees a high output.” Identify what type of gate is represented by each of the following phrases: a) Any high input guarantees a low output. b) Any low input guarantees a high output. c) Any low input guarantees a low output.
- Draw the logic diagram and transistor implementation for a (2-2-2) AOI..Provide a detailed report on the combinational logic circuits below. 1. Magnitude Comparators a. What are magnitude comparators? b. How does it work? c. Applications of magnitude comparators.Convert the following logic gate circuit into a Boolean expression, writing Boolean sub-expressions next to each gate output in the diagram: C DD