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    Directivity andgain in

    antenna

    Rohit NairElectronics and communication engineering

    Lovely Professional University

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    What is an antenna?

    An antenna is a passive structure thatserves as transition between atransmission line and air used totransmit and receive electromagneticwaves.

    Source

    Tx

    ReceiverCircuit

    Rx

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    Outline

    Antenna parameters Solid angle, WA and Radiation intensity, U Radiation pattern, Pn, sidelobes, HPBW Far field zone, rff

    Directivity, D or Gain, G Antenna radiation impedance, Rrad Effective Area, Ae

    All of these parameters are expressed in terms of a

    transmission antenna, but are identicallyapplicable to a receiving antenna.

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    Solid Angle

    s1 = r dq s2 = rsin qds =qr dA = s1 s2

    dA = r2

    sin qd dq= r2d

    q= angle of plane d = steredianArea of sphere:

    = 4pr2 total Angle : = 2p [radianes] total angle: =4p [rad2]

    =4p [sr]1 steradian (sr) = (1 radian)2

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    Radiation Intensity

    Is the power densityper solid angle:

    vector.Poyntingasknown

    alsodensitypowertheis

    ][W/mRe 2

    r2

    rH*}{E

    where

    rU

    r

    P

    P [W/sr]

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    Total radiated power by antenna

    Can be calculated as;

    [W]

    [W]

    W

    dSP

    or

    dUP

    rrad

    rad

    P

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    Radiation Pattern

    Radiation pattern isthe 3D plot of thegain, but usually the2D horizontal andvertical cross sections

    of the radiationpattern areconsidered.

    Refers to the variationof the relativeamplitude of theradiation as a function

    ofdirection.

    ),(

    ),(

    ),(

    ),(),(

    maxmax q

    q

    q

    qq

    U

    UFn

    P

    P

    Field pattern:

    Where U is the radiationintensity to be defined later.

    ),(

    ),(),(

    max q

    qq

    E

    EEn

    Power pattern:

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    Total solid angle of an antenna

    z

    y

    x

    A

    Patrn

    |P |

    n

    [sr]),(4

    A WW dFnp

    qWA

    Is as if you changed theradiation patternbeam of an antenna

    into a pencil beamshape and find outwhats the equivalentsolid angle occupied bythis pattern.

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    Isotropic antenna

    Its an hypothetic antenna,i.e., it does not exist in reallife, yet its used as ameasuring bar for real

    antenna characteristics.

    Its a point source thatoccupies a negligible space.Has no directionalpreference.

    Its pattern is simply a sphereso it has WA= Wisotropic= 4p

    [steradians].

    pqqp

    q

    p

    p

    4sin)1(

    )1(

    0

    2

    0

    4

    isotropic

    WW

    dd

    d

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    Sidelobes

    Antennas sometimes show side lobes inthe radiation pattern.

    Side lobes are peaks in gain other thanthe main lobe (the "beam").

    Side lobes have bad impact to the

    antenna quality whenever the system isbeing used to determine the direction of asignal, for example in RADAR systems.

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    Sidelobes of dipole arrays

    sidelobe

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    Gain or Directivity

    An isotropic antenna and a practical antennafed with the same power. Their patterns

    would compare as in the figure on the right.

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    Directivity and Gain

    All practical antennas radiate more than theisotropic antenna in some directions and less inothers.

    Gain is inherently directional; the gain of anantenna is usually measured in the directionwhich it radiates best.

    aveave /UUDD maxmaxmax /),( PPq

    If lossless antenna, G=D

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    Gain or Directivity

    Gain is measured by comparing anantenna to a model antenna,typically the isotropic antenna which

    radiates equally in all directions.

    radAVE P

    r

    dAA

    D

    ),(4

    1/),(

    2 qpq

    q

    P

    P

    ),P(

    PP

    //44

    AisotropicAmax WWW p

    p

    rad

    o

    P

    UD

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    Antenna gain

    Sources of Antenna System Loss

    1. losses due to impedance mismatches

    2. losses due to the transmission line

    3. conductive and dielectric losses in the antenna

    4. losses due to polarization mismatches

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    Directivity

    For an antenna with a single main lobepointing in the z-direction , WA can beapproximated to the product of the HPBW

    yzxz

    yzxzA

    D

    then

    pp

    4/4 A W

    W

    The Directivity:

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    Beamwidth, HPBW

    Is the distance in radians o degreesbetween the direction of theradiation pattern where the radiated

    power is half of the maximum. Can be found by solving Fn(q,)=.5

    DHPBM

    dB-.

    dB-.

    o

    70

    shape;beam"pencil"for

    37070log20

    350log10

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    APPLICATIONS

    Application to several researchprojects: CASA, NASA-FAR,

    NASA-TCESS Show results from undergrads

    working in NASA and NSF

    projects Relation to Grad students