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Lecture1 Fading

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    large-Scale Propagation Models

    Used to model variations due to path loss and shadowing occur that over

    relatively large distances

    # Variation due to path loss occurs over very large distances (100-1000 meters).

    # variation due to shadowing occurs over distances proportional to the length of

    the obstructing object (10-100 meters in outdoor environments and less in indoorenvironments).

    this variation is sometimes referred to as large-scale propagation effects.

    Propagation ModelsPropagation models are used to predict the received signal strength at the

    receiver. They may be classified in two categories-

    # Large-scale propagation models # Small-scale propagation models

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    Propagation Characteristics

    # Path Loss # Shadowing # Multipath Fading

    In wireless communication systems transmission path between the

    transmitter and receiver varies randomly because of the following

    propagation characteristics-

    Path Loss

    Path loss is caused by dissipation of the power radiated by the transmitter.

    Shadowing

    Shadowing is caused by random variation in the received power due to

    blockage from objects in the signal path.

    Multipath Fading

    Multipath Fading is caused by constructive and destructive addition of

    multipath signal components.

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    Fig. - Path loss, Shadowing and Fading

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    Shadowing

    A signal transmitted through a wireless channel will typically

    experience random variation due to blockage from objects in

    the signal path, giving rise to random variations of the

    received power at a given distance. This is known asshadowing.

    Shadowing is also caused by changes in reflecting surfacesand scattering objects.

    Statistical models must be used to characterize the

    shadowing. The log-normal shadowing is most common

    model used for the modeling of this additional random

    attenuation.

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    Small-Scale Propagation Model

    Used to model variation due to the constructive and destructive addition of

    multipath signal components.# Variation due to multipath occurs over very short distances, on the order of

    the signal wavelength,

    Therefore these variations are sometimes referred to as small-scalepropagation effects.

    Fig - Received power in large

    signal & small signal propagation

    Model.

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    Factors influencing small scale fadingFactors influencing small scale fading

    Multipath propagation. Speed of the mobile.

    Speed of the surrounding

    objects.

    Transmission bandwidth of the

    signal.

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    Parameters of Mobile Multipath

    Channels:

    In order to compare different multipath channels

    we need parameters which quantify the multipathchannel, they are:

    1. Delay spread

    2. Coherence bandwidth

    3. Doppler spread4. Coherence time

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    Delay Spread

    Mean excess delay

    RMS delay spread Excess delay spread

    Mean excess delay is the first moment of the power

    delay profile and is defined by the equation

    ==

    h

    k

    h

    kk

    k

    k

    k

    kk

    P

    P

    a

    a

    )(

    )(

    2

    2

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    RMS delay spread is the square root of the second

    central moment of the power delay profile and is

    defined by the equation:

    where

    22 )(

    =

    ==

    h

    k

    h

    kk

    k

    k

    k

    kk

    P

    P

    a

    a

    )(

    )(2

    2

    22

    2

    Maximum excess delay is defined as the - , where ,is the first arriving signal and is the maximum delay atwhich a multipath component is within X dB of the

    strongest arriving multipath signal.

    x 0x

    0

    Delay Spread contd.

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    Indoor Power Delay Profile

    Delay Spread contd.

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    Coherence bandwidth

    Coherence bandwidth (Bc): is statistical measure

    of range of frequencies over which channelcan be considered as flat.

    Flat means channel passes all spectralcomponents with approximately equal gain

    and linear phase.

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    Coherence bandwidth contd.

    It is the range of frequencies over which two

    frequency components have a strong potentialfor amplitude correlation.

    If two sinusoids with a frequency separation ofgreater than Bc are propagating in the same

    channel, they are affected quite differently by

    the channel.

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    If frequency correlation function is above 0.9

    If frequency correlation function is above 0.5

    50

    1Bc

    51Bc

    Coherence bandwidth contd.

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    Types of Small-Scale Fading

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    Flat-fading (non-freq. Selective)

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    Frequency selective fading


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