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EEE381B Aerospace Systems

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Moir & Seabridge, Military Avionics Systems, American Institute of Aeronautics ... Georgia State University, hyperphsyics,, http://hyperphysics.phy-astr.gsu.edu ... – PowerPoint PPT presentation

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Title: EEE381B Aerospace Systems


1
EEE381BAerospace Systems Avionics
  • Radar
  • Part 3 Continuous Wave Radars
  • Ref Moir Seabridge 2006, Chapter 3
  • Dr Ron Smith

2
Outline
  • Introduction
  • Doppler radar
  • Frequency-modulated CW radar
  • Terrain-following radar (TFR)
  • CW illumination
  • Exercises

3
1. Introduction
  • Pulsed radar is typically used to detect targets,
    determining range and bearing. These radars
    generally require high-power, are quite complex
    and thus expensive.
  • Continuous wave (CW) radars typically determine
    target velocity, and can achieve considerable
    ranges without the high peak power. These radars
    are typically simpler, more compact and less
    costly.

4
2. Doppler radar 4
  • Recall that the Doppler effect is the change in
    frequency that occurs when a source and a target
    are in relative motion.
  • The Doppler affect can be used in a CW radar in
    order to determine velocity.

5
2.1.1 Doppler radar theory4
  • Depicted below is a Doppler radar with transmit
    wavelength ?t and period Tt. As a closing target
    approaches at velocity v, the radar will observe
    a shift in return wavelength, ?r as a function of
    v.
  • ?r ?t 2vTt

6
2.1.1 Doppler radar theory5
  • Depicted below is a Doppler radar with transmit
    wavelength ?t and period Tt. As a closing target
    approaches at velocity v, the radar will observe
    a shift in return wavelength, ?r as a function of
    v.
  • ?r ?t 2vTt

7
2.1.2 Why 2vTt ? 4
8
2.1.3 Doppler radar line of sight 4
9
2.1.4 Doppler radar velocity 4
  • Substituting frequency for wavelength and
    considering direction of target to line of sight,
    yields a general expression for Doppler velocity.
  • v c(1- ft / fr ) / (2 cos(? ))

10
2.2 Doppler navigator radar
lamda configuration
11
3. FM-CW radar
  • An unmodulated CW radar is incapable of detecting
    range, as there is no reference point in the
    transmitted or returned signal for measuring
    elapsed time.
  • By frequency modulating the CW signal,
    differences between the transmitted and received
    frequencies can be used to estimate range.
  • The further the target, the larger the frequency
    difference.

12
3.1.1 FM-CW radar theory 4
  • The modulation parameters are frequency
    deviation, ?f, and modulation period, Tm .

13
3.1.2 FM-CW radar theory 4
14
3.1.3 FM-CW radar theory 4
  • closing target

15
3.1.4 FM-CW radar theory 4
  • Given an FM-CW radar with triangular frequency
    modulation of fm and frequency deviation ?f, the
    range of a stationary target can be derived as
    follows
  • fb tr dft/dt, where the round-trip transit
    time, tr 2R/c,
  • and the changing transmit frequency, dft/dt
    4fm?f.
  • Therefore
  • fb (8Rfm?f/c), or R cfb/(8fm?f)

16
3.1.5 FM-CW radar theory 4
  • Recall that the range resolution of a radar is a
    measure of its ability to distinguish closely
    spaced targets. The range resolution of a FM-CW
    radar is a function of its modulating bandwidth,
    and is c/(4?f).
  • The range ambiguity is the range beyond which the
    radar yields ambiguous range results. The range
    ambiguity of a FM-CW radar is a function of its
    modulating frequency, and is cTm.
  • This is usually well beyond the signal range.

17
3.2 FM-CW radar architecture 4
18
4. CW Radar applications 1
  • Radar altimeter
  • Section 3.7.1 and Section 8.6.11
  • Terrain-following radar
  • Section 3.7.2
  • CW illumination
  • Section 3.7.2

19
4.1 Radar altimeter
  • Triangular FM-CW radar is commonly used in
    aircraft to determine the instantaneous altitude
    above the terrain it is flying.

20
4.2 Terrain-following radar 1
21
4.3 CW illumination 1
  • Used in conjunction with semi-active missiles.
    The aircraft radar illuminates the target,
    while the missile uses the received return signal
    to track the target.
  • What are the advantages and disadvantages?

22
5. In-class exercises
23
5.1 Quick response exercise 1
  • Recalling the radar range equation, why is it
    possible for a CW radar to achieve much greater
    ranges than a pulsed radar?
  • Can you think of an application in sports where a
    simple Doppler radar may be employed?

24
5.2 Doppler calculation
  • Just after take-off you realize that you are
    following a military CC-138 (Twin Otter) in a
    Cessna 152. Your air speed is 190 km/hour. You
    estimate the that the Twin Otter is at an
    approximate 15? angle above you.
  • You have a home-made 10.6 GHz Doppler radar
    installed on the Cessna oriented straight ahead.
  • If the beat frequency on your Doppler radar is
    1517 Hz, what is speed of the Twin Otter?
  • What range resolution can you get with this crude
    radar?

25
5.3 Radar altimeter calculation
  • An aircraft is equipped with an FM-CW radar
    altimeter with a modulation frequency of 1.0 kHz
    and a frequency deviation of 0.60 MHz.
  • Compute the beat frequency as a function of
    range.
  • If the system has a measured beat frequency of 60
    kHz, what is the aircraft altitude?
  • What is the range resolution of the altimeter?
  • What frequency variation in MHz is required to
    give a range resolution of 10m?

26
References
  • Moir Seabridge, Military Avionics Systems,
    American Institute of Aeronautics Astronautics,
    2006. Sections 2.6 2.7
  • David Adamy, EW101 - A First Course in Electronic
    Warfare, Artech House, 2000. Chapters 3,4 6
  • George W. Stimson, Introduction to Airborne
    Radar, Second Edition, SciTch Publishing, 1998.
  • Principles of Radar Systems, student laboratory
    manual, 38542-00, Lab-Volt (Quebec) Ltd, 2006.
  • Georgia State University, hyperphsyics,,
    http//hyperphysics.phy-astr.gsu.edu/Hbase/sound/r
    adar.html
  • Mark A. Hicks, "Clip art licensed from the Clip
    Art Gallery on DiscoverySchool.com"
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