Oxford Revise AQA A Level Physics | Chapter P29 answers

P29: Discrete semiconductor devices

Question

Answers

Extra information

Mark

AO

Spec reference

1.1

Gate, drain, and source all correctly labelled

1

3.13.1.1

AO1

1.2

Has very high input impedance/resistance

No loading of logic gate output

1

1

3.13.1.1

AO1

1.3

MOSFET can easily become charged and switch on – the resistor prevents this/keeps gate at 0 when no input

1

3.13.1.1

AO1

1.4

Diode

An induced e.m.f. is created when a motor is switched on or off

Without diode this would destroy MOSFET

1

1

1

3.13.1.1

AO1

AO2 × 2

2.1

2.2 V is min p.d. across gate and source to form a channel between drain and source/gate voltage when the transistor is just switched off

1

3.13.1.1

AO1

2.2

Resistance increases as light intensity decreases

Potential difference across the LDR increases

Until threshold voltage achieved/current flows between drain and source and LED switched on

1

1

1

3.5.1.5

3.13.1.1

AO2

2.3

p.d. across R = 6 − 2.2 = 3.8 V

\(
\begin{array}{l}
\frac{R}{3.8} = \frac{100\,000}{2.2}\\
R = 100\ 000 \times \frac{3.8}{2.2}\\
R = 170\textrm{ k}\Omega
\end{array}
\)

1

1

1

3.5.1.5

3.13.1.1

AO2

3.1

Max 4 marks from:

  • Behaviour in forward bias direction same/same threshold voltage and then low resistance
  • Diode has large breakdown voltage/zener diodes have low breakdown voltages
  • Diode breaks if breakdown voltage exceeded/voltage across zener/zener voltage remains constant even when current exceeded
  • Reverse current of zener remains constant/at least 5 mA until breakdown voltage applied

Must have similarities and differences for full marks

max 4

3.13.1.2

AO2

3.2

Correct symbol drawn

Arrow pointing up

1

1

3.13.1.2

AO1

3.3

\(
\begin{array}{l}
P = VI\\
I = \frac{P}{V} = \frac{1.3}{4.3} = 0.30\textrm{ A}
\end{array}
\)

1

3.5.1.4

3.13.1.2

AO1

3.4

V = 9 – 4.3 = 4.7 V

\(
\begin{array}{l}
V = IR\\
R = \frac{4.7}{0.3} = 16\ \Omega
\end{array}
\)

1

1

3.5.1.1

3.13.1.2

AO2

4.1

In parallel with zener diode so p.d. = 4.7 V

\(I = \frac{V}{R} = \frac{4.7}{440} = 0.011\textrm{ A}\)

1

1

3.13.1.2

3.5.1.1

AO2

4.2

p.d. = 10 – 4.7 = 5.3 V

\(I = \frac{V}{R} = \frac{5.3}{120} = 0.044\textrm{ A}\)

1

1

3.13.1.2

3.5.1.1

AO2

4.3

IZ = 0.044 – 0.011 = 0.033 A

1

3.13.1.2

3.5.1.4

AO1

4.4

P = IV = 0.033 A × 4.7 = 0.16 W < 0.25 W

Use 250 mW zener diode

1

1

3.13.1.2

3.5.1.4

AO2

5.1

Reverse

1

3.13.1.3

AO1

5.2

Inverted parabola

Peak at 850 nm

Scale from 550 nm (min) to 1150 nm (max)

Ignore y-axis scale

1

1

1

3.13.1.3

AO1

5.3

Power = I × Area = 10 × 1 × 10−6 m2

Current = sensitivity × power = 0.62 × 10 × 1 × 10−6

Current = 6.2 × 10−6 A

1

1

1

3.13.1.3

3.5.1.4

AO3

5.4

Max 4 marks from:

  • Photodiode in series with a resistor and a power supply
  • Vout across the resistor
  • When it is dark, the current is negligible and there is no p.d. across resistor. No Vout
  • When it is light, there is a current and hence a p.d. across the resistor – this is Vout
  • Resistor chosen to provide suitable p.d. to activate alarm

All marks can be awarded for suitably labelled diagram

max 4

3.13.1.3

AO3

6.1

Magnet placed on frame of set in line with hall effect sensor (allow vice versa)

When the magnet is close to the sensor, voltage output is high/far from it, voltage output low

Output fed to circuits for airbags/output amplified and input to circuits for airbags

1

1

1

3.13.1.4

AO1

6.2

3.5 × 10−4 T = 0.35 mT

V = 9 × 0.35 = 3.2 mV

0.014 T = 14 mT

V = 9 × 14 = 126 mV

1

1

3.13.1.4

AO2

6.3

0.065 mT

V = 0.59 mV

Too small to affect reading as this was max strength

20% of smallest value so would affect accuracy of output

1

1

3.13.1.4

AO2

7.1

As the magnet passes the sensor, it registers a voltage output

The number of voltage outputs can be counted

Using circumference of wheel, the distance can be measured/number of counts multiplied by distance of wheel

1

1

1

3.13.1.4

AO3

7.2

Distance = π × D = π × 0.05 m

\(\textrm{Speed } = \frac{\rm{distance}}{\rm{time}} = \frac{\pi \times 0.05\textrm{ m}}{6.5 \times 10^{-8}} = 24\textrm{ m s}^{-1}\)

1

1

3.13.1.4

AO2

7.3

Have more magnets on disc/have a smaller radius disc

Allow any sensible suggestion here

1

3.13.1.4

AO3

8.1

Reverse

1

3.13.1.3

AO1

8.2

Leakage current when there is no/zero light intensity

1

3.13.1.3

AO1

8.3

Current = 0.6 A W−1 × 0.2 × 10−3 W

Current = 1.2 × 10−4 A

1

3.13.1.3

3.5.1.4

AO2

8.4

p.d. across R = IR = 1.2 × 10−4 A × 5000 Ω = 0.6 V

Vout = 9.0 – 0.6 = 8.4 V

1

1

3.13.1.3

3.5.1.1, 3.5.1.4

AO2

Skills box answers

Question

Answer

1

\(I_{max} = \frac{P}{V} = \frac{{500 \times {10^{-3}}\,{\rm{W}}}}{5.1\textrm{ V}} = 0.10\textrm{ A}\)

2

P = IV = 10 × 10−3 A × 2.7 V = 0.03 W

3

\(R_{\textrm{min}} = \frac{\left( V_{\rm{s}} – V_{\rm{z}} \right)}{I_{\textrm{max}}} = \frac{\left( {12 – 10} \right)\ \rm{V}}{100 \times 10^{-3} {\rm{A}}} = 20\ \Omega\)
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