wireless communications eee: 464 · –satellite communication –microwave line-of-sight radio...

38

Upload: others

Post on 19-Oct-2020

3 views

Category:

Documents


0 download

TRANSCRIPT

  • Wireless Communications

    EEE: 464

  • Introduction

    Name : Taimur Shahzad

    E.Mail : [email protected]

    Department `: CAST (Academic Block I- 5th

    Floor)

    mailto:[email protected]

  • Radio Propagation Concepts

  • Radio Waves Propagation

    • Propagation are how radio waves travel from

    Transmitter to Receiver.

    • Events occurred between Transmitter and Receiver

    affect the communication.

    • Propagation effects and change the amplitude,

    phase or frequency of the transmission.

    • Propagation minimizes/reduces received signal

    strength.

  • Radio Link Model

  • Radio Transmission

  • Radio Waves Propagation• Propagation Effects:Reflection (from the ground or large objects)

    Diffraction (from the edges and corners of terrain or buildings)

    Scattering (from foliage or other small objects)

    Attenuation (from rain or the atmosphere)

    Doppler (from moving users)

    • Wireless channels are very different then Wired

    channels. They are Unreliable and take more

    Bandwidth.

  • Radio Communication

    Coding Modulation Antenna

    De

    modulationDecoding Antenna

  • Radio Wave Propagation

    • Mechanism behind electromagnetic wave

    propagation are diverse, but can generally be

    attributed to reflection, diffraction and scattering.

    • The transmission path between the transmitter (Tx)

    and receiver (Rx) can vary from simple line-of-

    sight (LOS) to one that is severely obstructed by

    buildings, mountains, and foliage (NLOS).

    • The radio channels are extremely random and can

    cause severe loss in signal power.

  • Radio Wave Propagation

    • The mobile radio channel places fundamental

    limitations on the performance of wireless

    communication systems.

    • Mobile radio path is severely obstructed by

    buildings, mountains, and foliage.

    • Radio channels are extremely random and do not

    offer easy analysis.

    • The speed of motion impacts how rapidly the

    signal level fades as a mobile terminals moves in

    the space.

  • Radio Wave Propagation

    • Propagation models that predict the mean signal

    strength for an arbitrary Tx-Rx separation distance

    are useful in estimating the radio coverage area of a

    transmitter and are called Large-Scale propagation

    model.

    • Propagation model that characterize the rapid

    fluctuations of the received signal strength over very

    travel distance are called Small Scale/Fading models.

  • Radio Wave Propagation

  • Propagation Mechanism

    • Electromagnetic waves can generally be attributed

    as: Reflection, Diffraction and Scattering.

    • In urban areas, there is no direct line-of-sight path

    between the transmitter and the receiver, and where

    the presence of high- rise buildings causes severe

    diffraction loss. Multiple reflections cause multi-

    path fading.

  • Reflection, Diffraction and Scattering

  • Free Space Propagation Model

    • Received Signal strength is determined by free space propagation model if there exist a clear and unobstructed LOS between Tx and Rx.

    • In free space, the power density of an EM wave decreases with increase in distance between the Txand Rx.

    • Simple Wireless Link:

    LOS

  • Free Space Propagation Model

    The free space propagation model is used to predict

    received signal strength when the transmitter and

    receiver have a clear line-of-sight path between

    them.

    – satellite communication

    – microwave line-of-sight radio link

    Friis free space equation

    Ld

    GGPdP rttr 22

    2

    )4()(

  • Free Space Propagation Model(cont)

    : transmitted power : T-R separation distance (m)

    : received power : system loss

    : transmitter antenna gain : wave length in meters

    : receiver antenna gain

    The gain of the antenna

    : effective aperture is related to the physical size of

    the antenna

    tP

    )(dPr

    tG

    rG

    d

    L

    2

    4

    eAG

    eA

  • Free Space Propagation Model(cont)

    The wave length is related to the carrier frequency by

    : carrier frequency in Hertz

    : carrier frequency in radians

    : speed of light (meters/s)

    The losses are usually due to transmission line

    attenuation, filter losses, and antenna losses in the

    communication system. A value of L=1 indicates

    no loss in the system hardware.

    c

    c

    f

    c

    2

    f

    c

    c

  • Free Space Propagation Model(cont)

    Isotropic radiator is an ideal antenna which radiates

    power with unit gain.

    Effective isotropic radiated power (EIRP) is defined

    as:

    and represents the maximum radiated power

    available from transmitter in the direction of

    maximum antenna gain as compared to an isotropic

    radiator.

    ttGPEIRP

  • Free Space Propagation Model(cont)

    Path loss for the free space model with antenna gains

    When antenna gains are excluded

    The Friis free space model is only a valid predictor

    for for values of d which is in the far-field

    (Fraunhofer region) of the transmission antenna.

    22

    2

    )4(log10log10)(

    d

    GG

    P

    PdBPL rt

    r

    t

    22

    2

    )4(log10log10)(

    dP

    PdBPL

    r

    t

    rP

  • Free Space Propagation Model(cont)

    The far-field region of a transmitting antenna is

    defined as the region beyond the far-field distance

    where D is the largest physical linear dimension of

    the antenna.

    To be in the far-filed region the following equations

    must be satisfied

    22Dd f

    Dd f fd

  • Free Space Propagation Model(cont)

    Furthermore the following equation does not hold

    for d=0.

    Use close-in distance and a known received

    power at that point

    or

    Ld

    GGPdP rttr 22

    2

    )4()(

    0d

    )( 0dPr

    2

    00)()(

    d

    ddPdP rr fddd 0

    d

    ddPdP rr

    00 log20W 001.0

    )(log10dBm )( fddd 0

  • Problem

    • Consider an indoor wireless LAN with fc = 900

    MHz, cells of radius 10 m, and omni-directional

    antennas (G = 1). Under the free-space path loss

    model, what transmit power is required at the

    access point such that all terminals within the cell

    receive a minimum power of 10 μW. How does this

    change if the system frequency is 5 GHz?

    We must find the transmit power such that the

    terminals at the cell boundary receive the minimum

    required power.

  • Problem(cont.)

    2 2

    6

    22

    4 4 x1010x10 1.42W 1.52dBW

    1 3t r

    t r

    dP P

    G G

    • At 5 GHz, λ changes only.

    43.86W 16.42dBWtP

  • Multipath Propagation

  • Indoor Propagation

  • Outdoor Propagation

  • Reflection, Refraction and Diffraction

    • These three properties are shared by light and radio

    waves.

    • For both reflection and refraction, it is assumed that

    the surfaces involved are much larger than the

    wavelength; if not, diffraction will occur.

  • Reflection

    • Reflection of waves from a smooth surface

    (specular reflection) results in the angle of

    reflection being equal to the angle of incidence.

  • Other Types of Reflection

    Corner reflector Parabolic reflector Diffuse Reflection

  • Refraction

    • A transition from one medium to another results in

    the bending of radio waves, just as it does with

    light

    • Snell’s Law governs the behavior of

    electromagnetic waves being refracted:

    n1 sin1 n2 sin2

  • Diffraction

    • As a result of diffraction, electromagnetic waves

    can appear to “go around corners”

    • Diffraction is more apparent when the object has

    sharp edges, that is when the dimensions are small

    in comparison to the wavelength

  • End

  • Problem (Quiz)

    If 50W is applied to a unity gain antenna with a

    900MHz carrier frequency, find the received power

    in dBm at a free space distance of 100 m from the

    antenna. What is Pr(10 km)? Assume unity gain for

    the receive antenna.