/30= ^/1000·시and wire radius bA single turn circular loop antenna with a =
operates at 10 MHz.
b) Find the input impedance of the loop.
c) What capacitance should be put in parallel with the loop to resonate it?
d) What is the radiation resistance of the loop if there are N = 4 turns?
a) Find the radiation resistance of the loop.
). Design a 10 × 8 (10 in the x-direction and 8 in the y) element uniform planar array so that the main maximum is oriented along thetag = 10°, phi o = 90°. For a spacing of d, = d, = 1/8between the elements, find the
(a) progressive phase shift between the elements in the x and y directions
(b) directivity of the array
(c) half-power beamwidths (in two perpendicular planes) of the array.
Design a five-element binomial array with elements placed along the z-axis.
(a) Derive the excitation coefficients.
(b) Write a simplified expression for the array factor.
(c) For a spacing of d = 31/4, determine all the angles theta (in degrees) where the array factor possesses nulls.
(d) For a spacing of d = 31/4, determine all the angles theta (in degrees) where the array factor possesses main maxima.
An array of 10 isotropic elements are placed along the z-axis a distance d apart. Assum-ing uniform distribution, find the progressive phase (in degrees), half-power beam width (in degrees), first-null beam width (in degrees), first side lobe level maximum beam width (indegrees), relative side lobe level maximum (in dB), and directivity (in dB) (using equations and the computer program Directivity of Chapter 2, and compare) for
(b) ordinary end-fire
(c) Hansen-Woodyard end-fire
It is desired to design a uniform ordinary end-fire array of 6 elements with a maximum toward theta o = 0° and 0, = 180°, simultaneously. Determine the
(b) excitation progressive phase shift (in degrees) that should be used
(c) approximate directivity of the array (dimensionless and in dB)
(d) relative value (in dB) of the magnitude of the array factor toward broadside (0, = 90°)compared to that toward the maximum (theta, = 0° or 180°).
(a) smallest separation between the elements (in 1).
Design a uniform broadside linear array of N elements placed along the z-axis with a uniformspacing d = /10 between the elements. Determine the closest integer number of elementsso that in the elevation plane the
(a) Half-power beam width of the array factor is approximately 60°.
(b) First-null beam width of the array factor is 60°.
(a) Find the array factor.(b) Find all the nulls.
A three-element array of isotropic sources has the phase and magnitude relationships shown.The spacing between the elements is d = lambda/2.(a) Find the array factor.(b) Find all the nulls.
There is a requirement to design a digital broadcast transmission system that uses QuadratureAmplitude Modulation (QAM) and Orthogonal Frequency Division Multiplexing (OFDM).
a) Explain with the aid of diagrams how QAM encodes and decodes data and explain the difference between data rate and symbol rate.(8 marks)
b) Explain with aid of diagrams why Orthogonal Frequency Division Multiplexing (OFDM)would be a suitable modulation scheme for a digital broadcast transmission system and why the symbol duration is an important design consideration?(8 marks)
c) If the transmission system was capable of transmitting 64kbps with a symbol rate of 4ms.(Please show and explain all calculations for the following):
b. Explain and justify the QAM encoding level required to achieve the above.
Determine and justify the number of OFDM carriers.
Electro Magnetic Interference (EMI) is normally considered as being either conductive or radiative. For each type of interference describe ways of reducing their effects.
A carrier of frequency 800kHz is being Amplitude Modulated (AM) by a modulating signal that is a sine wave at a constant frequency of 8kHz and constant amplitude. The modulation index is less than 100%. Determine the frequency of the upper sideband and lower sideband and total bandwidth of the resultant Amplitude Modulated(3 marks)waveform.
If the carrier in part (b) has a peak-to-peak voltage of 10V and the modulating signal has a peak-to-peak voltage of 5V, determine the modulation index, the maximum and minimum voltages of the resultant Amplitude Modulated waveform and the peak amplitude of the upper and lower side bands. Hence, determine the modulating signal voltage that would result in 100% modulation.(7 marks)
Briefly describe the process by which the modulating signal would be extracted from the Amplitude Modulated waveform at a receiver. Using the signal described in part(b) and if the demodulator comprises a simple diode detector, determine a value for the demodulator's time constant and justify your choice. Hence, determine the value of capacitance required if the resistance = 2k.(9 marks)
If the Signal to Noise Ratio (SNR) of a wireless link is 20DB and the Radio Frequency(RF) bandwidth is 20kHz, using Shannon's capacity formula, determine the maximum theoretical data rate that can be transmitted.(5 marks)
b)With the aid of block diagrams explain the principle operation of (DSSS) Direct Sequence Spread Spectrum and (FHSS) Frequency Hopping Spread Spectrum transmission techniques.(12 marks)
With the aid of a diagram and a brief explanation, what is the purpose of the autocorrelation function, and how does it work in a DSSS WLAN.(8 marks)
With the aid of a diagram, show how a transmission line can be represented as anelectric circuit; and list the electrical properties of the transmission line with appropriateunits of measurement.(4 marks)
When considering a pulse moving along a transmission line; with the aid of a diagram,explain the difference between a lumped and distributed system with reference to thetwo-way delay time 2·t and the rise time of the pulse.(6 marks)
With the aid of diagrams, explain what happens when the load of a terminatedtransmission line:
If a correctly terminated line has a characteristic impedance of 50 ohms and a measuredvelocity of propagation of 2.2 x 108 m/s with an attenuation of 6dB/km. If a faultdevelops, and the reflected pulses are returned non-inverted after 10us with amagnitude 0.025 of that of the transmitted pulse. Calculate the resistance and position(9 marks)of the fault
(ii) Decreases in resistance.
(i) Increases in resistance.
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