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Figure 1 shows a simplified structure of an N-channel enhancement mode MOSFET - AQA - A-Level Physics - Question 1 - 2021 - Paper 8

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Figure 1 shows a simplified structure of an N-channel enhancement mode MOSFET. State the name of the part shown in this MOSFET structure that causes the input resis... show full transcript

Worked Solution & Example Answer:Figure 1 shows a simplified structure of an N-channel enhancement mode MOSFET - AQA - A-Level Physics - Question 1 - 2021 - Paper 8

Step 1

State the name of the part shown in this MOSFET structure that causes the input resistance to be very large.

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Answer

The part that causes the input resistance to be very large is the silicon dioxide layer.

Step 2

Which terminal of the MOSFET is connected directly to 0 V when it is used as a simple switch?

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Answer

The terminal that is connected directly to 0 V is the source.

Step 3

Deduce the minimum value of $V_{GS}$ needed for the lamp to operate at full power.

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Answer

For the lamp power, we use the formula:

P=I2RP = I^2 R

Given that the power P=0.65WP = 0.65W and R=154ΩR = 154Ω, we can deduce the current II as follows:

\To find the minimum $V_{GS}$ from Figure 2, we read the graph with the calculated $I_{DS}$ value. From Figure 2, the required $V_{GS}$ is approximately 3.4 V to sustain the lamp operation at full power.

Step 4

Discuss, using the data provided, the relevant information.

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Answer

To find the current consumption on standby, we can calculate it using the total number of transistors and the estimated average current per transistor:

extCurrentconsumption=8.5imes109exttransistors×109extA×85exts ext{Current consumption} = 8.5 imes 10^9 ext{ transistors} \times 10^{-9} ext{ A} \times 85 ext{ s}

This leads to a meaningful conclusion regarding battery life: with a fully charged battery of 3600 C, and battery capacity calculated as 3110 mAh, it yields a phone standby life of approximately:

Battery life=3600extC1extA=3600exts=1exth.\text{Battery life} = \frac{3600 ext{ C}}{1 ext{ A}} = 3600 ext{ s} = 1 ext{ h}.

Thus, the phone can last on standby for approximately 12 hours or longer depending on the MOSFET loss values.

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