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Q1— Section header —
1.1(a) 𝐿𝐿 𝑍𝑍𝑜𝑜 1 = 𝜋𝜋 ( 𝐹𝐹 2 − 𝐹𝐹1 ) 600 = 𝜋𝜋 ( 4 000−1 000 ) 600 = 𝜋𝜋 𝑋𝑋 3 000 63 , 65 𝑚𝑚𝑚𝑚 = �⎯⎯⎯⎯⎯� (2) (b) 𝐿𝐿 𝑍𝑍 𝑜𝑜 1 1 2 = ( − ) 4𝜋𝜋 𝐹𝐹1 𝐹𝐹2
1.21.2.1 Input
1.2.2Low-pass filter (2 × 1) (2) Copyright reserved Please turn over MARKING GUIDELINE -3- COMMUNICATION-ELECTRONICS N6
1.3• Attenuation does not rise sharply at cut-off. • The characteristic impedance is not constant over the pass band. (2) [14]14
Q2— Section header —
2.1• The size of the conductors • The spacing of the conductors • The dielectric constant of the insulator (3)3
2.2Make use of a stub constructed as shown below: The stub is a short piece of wire that is short-circuited across the transmission line. (4) Copyright reserved Please turn over MARKING GUIDELINE -4- COMMUNICATION-ELECTRONICS N6
2.3I ( in ) N = I out / uit ( ) 3 = 1 = 3 2 N + 1 N Z 1 = R − 2 R .R G G L 2 2 N − 1 N − 1 2 3 + 1 3 = 560 − 2 560 × 480 2 2 3 − 1 3 − 1
2.4No, an attenuator only consists of resistive components, which are not frequency-sensitive. (3) [16] Copyright reserved Please turn over MARKING GUIDELINE -5- COMMUNICATION-ELECTRONICS N616
Q3— Section header —
3.13.1.1 R + ω j L Z O = G + ω j C 3 − 3 30 + j2 × 3,142 × 1,7 × 10 × 0,5 × 10 = − 6 3 − 9 1,9 × 10 + j2 × 3,142 × 1,7 × 10 × 0,045 × 10 30 + j5,341 = − 6 − 9 1,9 × 10 + j480,726 × 10
3.1.2γ = ( R + ω j L ) ( G + ω j C ) 0 − 6 0 = ( 30,47110,1 ) ( 1,96 × 10 14,2 ) − 3 0 = 7,728 × 10 12,2 -3 -3 = 7,553 × 10 + j 1,633 × 10 γ = α + j β -3 ∴ β = 1,633 × 10 rad/km (3) - 3 3.1.3 ∴ α = 7,553 × 10 nepers /km (2)2
3.23.2.1 To tune out reactive components
3.2.2To measure power along a transmission line
3.2.3To match an unbalanced device to a balanced device
3.2.4To determine the position and size of the first voltage maximum from the load (4 × 1) (4) Copyright reserved Please turn over MARKING GUIDELINE -6- COMMUNICATION-ELECTRONICS N6
3.3• Normalise the impedance. R X • Z O = ± j Z Z o o • Plot R on the centre line and X on the circle. • Follow the two lines until they intersect each other and plot this point. • Draw the circle with a radius equal to the centre of the chart and the point
Q4— Section header —
4.1DIODE NOISE GENERATOR RECEIVER UNDER TEST NOISE FIGURE MEASUREMENT (5)5
4.24.2.1 E n = 4.K.T. F. R ∆ ( 1 + R 2 ) − 23 3 3 3 = 4 × 1,38 × 10 × ( 273 + 25 ) × 20 × 10 × ( 7,2 × 10 + 5 × 10 ) = 2,003 μ V Copyright reserved Please turn over MARKING GUIDELINE -7- COMMUNICATION-ELECTRONICS N6
4.2.2' R out / uit R eq = R − R + eq t 2 A 3 × = 3 3 18 10 7,2 × 10 − 5 × 10 + 2 20 = 2,245 k Ω ' R eq ∴ F = 1 + R a 2245 = 1 + 300 = 8,483 (2 × 3) (6)6
4.34.3.1 R B R C R D R eq = R A + + + 2 2 2 2 2 2 A 1 A 1 .A 2 A 1 .A 2 .A 3 R A = R 1(in) + R 1(eq) = 300 + 1 750 = 2,05 kΩ R 1(out / uit) .R 2(in) R B = + R 2(eq) R 1(out / uit) + R 2(in) 3 3 30 × 10 × 150 × 10 3 = + 35 × 10 3 3 30 × 10 + 150 × 10
4.3.2E n = 4.K.T. f.R ∆ eq − 23 3 3 = 4 × 1,38 × 10 × ( 273 + 25 ) × 9 × 10 × 44,542 × 10 = 2,568 μ V (2) [21] Copyright reserved Please turn over MARKING GUIDELINE -9- COMMUNICATION-ELECTRONICS N621
Q5— Section header —
5.1Sampling is a process whereby parts of a signal are taken at a tempo of t = ½ f seconds and only the sample is transmitted. (6) Copyright reserved Please turn over MARKING GUIDELINE -10- COMMUNICATION-ELECTRONICS N6
5.2(10) [16]16
Q6— Section header —
6.1Path loss = 2 × 100 × 0,002 = 0,4 dB dB Path loss = antilog 10 0,4 = antilog 10 = 1,096 c λ = f 8 3 × 10 = 9 3 × 10 = 0,1 m 3 4 [ 4 π ] . d . P r P t = × 1,096 2 G t . G A . Q . λ 4 3 3 − 18 [ 4 × 3,142 ] × 100 × 10 × 1,8 × 10 = × 1,096 2 20 × 20 × 9 × 0,1
6.26.2.1 It is the ratio of power density radiated in a specific direction to the power density radiated by an isotropic antenna.
6.2.2It is the ratio of power fed to an antenna to the power radiated by the antenna. (2 × 2) (4) [14] TOTAL: 100 Copyright reserved14