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Ostrovityanka [42]
4 years ago
14

As you discovered in lab last week, the advantage of CMOS logic is that no drain current flows through the MOSFETs when the outp

ut is either high or low. Because the CMOS logic family is based on the inverter, the logic functions of NOT, NAND, and NOR

Engineering
1 answer:
Setler [38]4 years ago
5 0

Complete Question:

CMOS Logic

As you discovered in lab last week, the advantage of CMOS logic is that no drain current flows through the MOSFETs when the output is either high or low. Because the CMOS logic family is based on the inverter, the logic functions of NOT, NAND, and NOR are easy to create. The logic functions AND and OR, however, require us to build a NAND or NOR gate and then add an inverter to the gate output: AND = NAND+NOT

<em>Design a 2-input CMOS OR-gate using MOSFETs . Make certain that the power dissipation is zero when the output is both logic 1 and logic 0 . Add NOT logic to one of switches to the inputs of the OR gate .</em>

Answer and Explanation:

  • The question require you to design a 2 input CMOS
  • make certain that the power dissipation is zero when the output is both logic 1 and logic 0
  • Add NOT logic to one of the switches to the input of the OR gate

attached below is a diagram of the designed 2-input CMOS labelled with all the other features explicitly stated

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Consider a system whose temperature is 18°C. Express this temperature in R, K, and °F.
zvonat [6]

Answer:

In Rankine 524.07°R

In kelvin 291 K

In Fahrenheit 64.4°F  

Explanation:

We have given temperature 18°C

We have to convert this into Rankine R

From Celsius to Rankine we know that  T(R)=(T_{C}+273.15)\frac{9}{5}

We have to convert 18°C

So T(R)=(18+273.15)\frac{9}{5}=524.07^{\circ}R

Conversion from Celsius to kelvin

T(K)=(T_{C}+273)

We have to convert 18°C

T(K)=(18+273)=291K

Conversion of Celsius to Fahrenheit

T(F)=T_{C}\times \frac{9}{5}+32=64.4^{\circ}F

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Answer:

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<u>Explanation:</u>

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