- The length of subsequent directors of yagi - uda antenna reduces progressively by [01D01]
- The distance between reflector & driven element in yagi - uda antenna is [01M01]
- Spacing between director and direcor of yagi uda antenna is [01M02]
- The length of reflector of yagi - uda antenna is [01S01]
- The driven element in yagi-uda antenna is [01S02]
- The length of driven element of yagi -uda antenna in meters is [01S03]
- The length of reflector of yagi -uda antenna in meters is [01S04]
- The length of first director of yagi -uda antenna in meters is [01S05]
- Spacing between reflector and driven element of yagi Uda antenna is [01S06]
- Spacing between director and driven element of yagi uda antenna is [01S07]
- _ _ _ _ _ _ _ polarization results in more signal strength [02D01]
- The diameter of elements in yagi Uda antenna is [02M01]
- Less reflection & reduced ghost images possible with _ _ _ _ polarized yagi uda [02M02]
- The adverse effect of closer radiators in yagi uda array is [02S01]
- For maximum pickup, the receiving yagi uda antenna is mounted [02S02]
- A hollow conductor in yagi uda antenna is preferred because of [02S03]
- In fringe area installation, _ _ _ _ _ _ _ used along with yagi uda antenna to improve reception [02S04]
- The gain of yagi uda six element antenna for operation at 500 MHz is [02S05]
- The length of reflector element of yagi uda six element antenna for operation at 500 MHz is [02S06]
- For 5 element yogi Uda (UHF & VHF TV channels) reflector length LR is [02S07]
- The field pattern
in the horizontal plane for corner reflector at a distance r from antenna is [03M01]
- If the feed to vertex distance d is made equal to side length L in reflector then the aperture width is [03M02]
- A corner reflector without an exciting antenna can be used as [03S01]
- The corner angle for passive reflector is [03S02]
- In grid type of reflector the spacing between conductors is [03S03]
- The height of conductors( for
/2 driven element antenna) in grid type of reflector is [03S04]
- Compared to isolated
/2 antenna, corner reflector antenna power gain will be _ _ _ _ times higher [03S05]
- One of the following uses corner reflector antenna [03S06]
- If corner angle is 900 then range of corner to dipole spacing is [03S07]
- The relative field pattern E in the plane of the driven λ /2 element of a square corner reflector is [04D01]
- The normalized field pattern E( Ø ) for paraboloid with uniformly illuminated aperture is given by [04D02]
- A square corner reflector has a spacing of λ /4 between the driven
/2 element and the corner. The directivity is [04M01]
- If corner angle is 1800 then range of corner to dipole spacing is [04S01]
- A square corner reflector has a driven λ/2 element. The distance between the driven element and corner is λ /2 . The terminal impedance of driven element is [04S02]
- A square corner reflector has a driven
/2 element. The distance between the driven element and corner is
/2 . The half power beam width in θ is [04S03]
- A square corner reflector has a driven λ /2 element. The distance between the driven element and corner is λ /2 . The half power beam width in Ø is [04S04]
- A square corner reflector has a driven λ/ 2 element. The distance between the driven element and corner is λ /2 Directivity from impedance of driven & image dipoles is ` [04S05]
- A square corner reflector has a driven λ /2 element. The distance between the driven element and corner is λ /2 Directivity from HPBWs is [04S06]
- For large circular apertures, the beam width between first nulls is [04S07]
- The directivity D of a large uniformly illuminated circular aperture is [05D01]
- The field intensity ratio in the aperture plane for parabolic reflector is [05M01]
- The beam width between half power points for a large circular aperture is [05S01]
- The F/D for parabolic reflector is [05S02]
- The distance from any point P on a parabolic curve to a fixed point F is called [05S03]
- A parabolic reflector have a [05S04]
- To make the field completely uniform across the aperture would require a feed pattern with [05S05]
- The loss in aperture due to feed antenna blockage avoided by using [05S06]
- The flared out wave guide is also known as [05S07]
- For optimum horn antenna, optimum length ,L is [06D01]
- If δ = 0.2
, length L = 62.5
, then the pyramidal horn antenna flare angle in E- plane is [06D02]
- For pyramidal horn directivity,D is [06M01]
- Beam width between first nulls for optimum E-plane rectangular Horn is [06M02]
- If a and b are mouth dimensions in Z & Y directions L is horn length from mouth to apex then `a` is [06S01]
- For optimum Horn antenna , optimum δ is [06S02]
- If
= 0.2
and E plane aperture aE = 10 λ , then length L for pyramidal horn is [06S03]
- If E-plane aperture of pyramidal antenna is aE = 10 λ , then HPBW(E-plane) [06S04]
- If H plane aperture of pyramidal antenna is aH = 13.7 λ , then HPBW(H-plane) [06S05]
- Beam width between first nulls for optimum H- plane rectangular horn is [06S06]
- For pyramidal horn antenna, if h is height in E -plane & w is width in H-plane, the power gain Gp is [07D01]
- If Δ A is elemental area , E is magnitude of radiated field generated by Δ A , d is the distance to Δ A , θ is angle with respect to an axis that is perpendicular to mouth of parabolic antenna then strength of electric field at Δ A is [07D02]
- Beam width between half power points for optimum H-plane rectangular horn is [07M01]
- Typical value of δ for H-plane horn antenna is [07M02]
- If a and b are mouth dimensions in Z & Y directions L is horn length from mouth to apex. then half power beam widths in degrees in H plane is [07M03]
- Beam width between half power points for optimum E-plane rectangular horn is [07S01]
- If a and b are mouth dimensions in Z & Y directions L is horn length from mouth to apex. Then `b` is [07S02]
- If a and b are mouth dimensions in Z & Y directions L is horn length from mouth to apex .then gain is [07S03]
- If a and b are mouth dimensions in Z & Y directions, L is horn length from mouth to apex. then half power beam widths in degrees in E plane is [07S04]
- the field across the mouth of horn antenna is [07S05]
- According to fermat`s principle, R/λ 0 is equal to [08D01]
- Delay type lens antennas regarded basically as [08D02]
- Many element yagi uda antenna is a [08M01]
- One of the following material is used for constructing dielectric lens [08M02]
- If the flare angles of horn are too large the field across the mouth considered to be [08S01]
- One of the following applied to delay lenses antennas [08S02]
- One of the following applied to fast lenses antennas [08S03]
- One of the following is a delay type lens antenna [08S04]
- One of the following is a delay type lens antenna [08S05]
- One of the following material is used for constructing dielectric lens [08S06]
- For a cylindrical lens field ratio is [09D01]
- The thickness Z of a zone step in zoned lens is [09M01]
- For non magnetic materials, index of refraction n is [09M02]
- One of the following is valid according to Fermat's principle [09S01]
- _ _ _ _ _ _ _ illumination of aperture suppresses minor lobes in lens antennas [09S02]
- To avoid resonance effect in artificial dielectric lens antennas the size of metal particles should be [09S03]
- The maximum particle dimension( parallel to electric field) in artificial dielectric lens antennas is [09S04]
- To avoid diffraction effects the spacing between the particle in artificial dielectric lens antennas is [09S05]
- Polarization of artificial dielectric in lens antenna is [09S06]
- The effective relative permittivity of an artificial dielectric of conductive spheres in r is [09S07]
- The effective index of refraction of an artificial dielectric of conducting spheres is [10D01]
- The equation for the contour of the zoned lens is [10D02]
- The effective dielectric constant of artificial dielectric medium in lens antenna is [10M01]
- The effective relative permeability of an artificial dielectric of conducting spheres is [10M02]
- The disadvantage of E plane metal plate lens is [10S01]
- The disadvantage of H plane metal plate lens is [10S02]
- According to MUELLER & TYRRELL, the directivity of poly rod antenna is [10S03]
- According to MUELLER & TYRRELL, the HPBW of poly rod antenna is [10S04]
- A properly designed lens produces [10S05]
- The conducting strips in lens antenna are [10S06]
- The efficiency of power transfer between a generator and load is [11D01]
- According to FRIIS transmission formula, power received is [11D02]
- The refractive index of LUNEBURG lens is [11M01]
- The gain of antenna under test (AUT) is [11M02]
- With radar technique gain of antenna under test (AUT) is [11M03]
- Total gain of antenna under test (AUT) interms of gain of AUT at horizontal polarization GH & vertical polarization Gv is [11S01]
- The focusing action of lens antenna is [11S02]
- The phase velocity in lens antenna depends on [11S03]
- In antenna parameter measurements distance between primary and secondary antenna should be [11S04]
- If r is distance between primary (transmitter) and secondary (receiver) antenna , then r is [11S05]
- As per rayleigh criterion the roughness is defined as [12D01]
- The attenuation function F is [12M01]
- If the surface is rough , roughness R is [12M02]
- For accurate field pattern the primary antenna should produce [12S01]
- Directivity is defined as ratio of [12S02]
- One of the following method is used in computation of directivity [12S03]
- One of the following method is used in computation of directivity [12S04]
- Waves that arrive at receiver after reflection or scattering in the ionosphere are known as [12S05]
- Ground wave signal divided as [12S06]
- Space wave is made up of [12S07]
- Reflection factor for horizontal polarization, Rhis [13D01]
- Electric field for space wave
is [13M01]
- For smooth surface roughness R is [13S01]
- When the incident wave is near grazing over a smooth earth the reflection coefficient is [13S02]
- The attenuation function dependent on [13S03]
- For un attenuated surface wave, the attenuation function is [13S04]
- At Ψ=0, un attenuated surface attenuation function ( at low frequency and good ground conductivity) value is [13S05]
- At Ψ =0 , surface of earth ground wave attenuation factor A is [13S06]
- For surface wave numerical distance depends on [13S07]
- The phase constant `b` is a measure of [13S08]
- For vertical dipole antenna over a plane earth , electric field
is [14D01]
- Space wave field of a horizontal dipole in the plane perpendicular to axis of dipole
is [14D02]
- Real part of conductivity of ionized gas
is [14M01]
- For a wave propagating in a dielectric medium of permittivity,
& incident upon a second medium of
, the reflection coefficient of horizontally polarized wave, Rh is [14M02]
- If earth constant and frequency are such that
,then earth will be [14S01]
- The numerical distance interms of phase constant b and
for surface wave is [14S02]
- If earth constant and frequency are such that x > > in r then power factor angle is [14S03]
- If earth constant and frequency are such that x > > in r ,then earth will be [14S04]
- Approximate value of collision frequency in Ionosphere is [14S05]
- E region extends from [14S06]
- In the plane parallel to axis of dipole the space wave field is [15D01]
- The ratio of horizontal to vertical field will be [15D02]
- Reflection factor for vertical polorization Rv is [15D03]
- The horizontal component of electric field of surface wave Eh is [15M01]
- For VHF propagation between elevated antennas, one of the following is considered [15S01]
- For VHF propagation between elevated antennas, one of the following is considered [15S02]
- For VHF propagation between elevated antennas, one of the following is considered [15S03]
- A vertically polarized wave at the surface of earth will have [15S04]
- The vertical component of electric field of surface wave Ev is [15S05]
- The magnitude of surface wave tilt depends on [15S06]
- For a wave propagating in a dielectric medium of permittivity,
& incident upon a second medium of
, the reflection coefficient of vertically polarized wave, RV is [16D01]
- The refractivity of atmosphere, N is [16M01]
- Radius of curvature ρ of earth is [16M02]
- The curvature of the earth affects the propagation of [16S01]
- The divergence factor D for (spherical earth) ground reflected wave is [16S02]
- If the ground reflected wave is reflected from spherical earth, its energy is [16S03]
- Curves that show the variation of modified index of refraction with height is known as [16S04]
- Standard propagation occurs when the modified index of refraction increases [16S05]
- If the slope of M curve decreases near the surface of earth, _ _ _ _ _ _ _ propagation results [16S06]
- If the slope of M curve increases near the surface of earth, _ _ _ _ _ _ propagation results [16S07]
- Tropospheric forward scatter can provide reliable beyond the horizon signal for distances upto [17D01]
- If the lower side of the duct is at surface of earth, it is known as a [17M01]
- Elevated ducts found at elevations of [17M02]
- In folded dipole, two identical conductors in parallel serve as [17S01]
- When a reflector such as a copper screen is placed closed to a half wave antenna, the resultant radiation pattern is [17S02]
- If the modified index decreases with height over a portion of the range of height, the rays will be curved downward and this condition known as [17S03]
- When the inverted portion of M curve is elevated above the surface of the earth, the lower side of the duct is also elevated, and the duct is called an [17S04]
- Elevated ducts are due to a subsidence of [17S05]
- Over land areas, surface ducts are produced by [17S06]
- Trapping more likely occurs at [17S07]
- Narrow band signals due to tropospheric forward scatter propagation have been Received up to [18D01]
- Plasma frequency ω p is given by [18M01]
- Approximate value of collision frequency in Ionosphere is [18M02]
- During day time, F layer splits into [18S01]
- The electron density in Ionosphere will be [18S02]
- C region extends from [18S03]
- D region extends from [18S04]
- Other layers with in E region that do not have a permanent existence are called [18S05]
- _ _ _ _ _ _ _ represents the combined effects of collisions in all species of particles present. [18S06]
- The variation in collision frequency V with height depends on [18S07]
- The maximum ionization density ,N for any layer is [19D01]
- Maximum usable frequency is [19M01]
- For E layer, critical frequency, fE is [19M02]
- The refractive index of Ionosphere, n is [19S01]
- Sudden ionospheric disturbance known as [19S02]
- Shown in Figure(a) represents
Figure(a) [19S03] - Dellinger effect produces [19S04]
- In ionospheric storms, the radio wave propagation becomes [19S05]
- If the ionosphere is turbulent and loses its normal stratification, then this type of irregularity is known as [19S06]
- Shown in Figure(a)
Figure(a) [19S07] - The attenuation factor for ionosphereic propagation α is [20D01]
- real part of Effective permittivity of ionized gas
is [20D02]
- Debye length, λ D is [20M01]
- Thomson scattering is incoherent at altitudes above [20M02]
- The irregularity of ionosphere occurring only in polar regions during a period of sunspot maximum is known as [20S01]
- The absorption that occurs in D region is known as [20S02]
- The absorption that occurs in the region when the wave is bent is called [20S03]
- Lowest useful high frequency (LUHF) depends on [20S04]
- LUHF depends on [20S05]
- LUHF depends on [20S06]
Tuesday, October 28, 2008
JNTU ONLINE EXAMINATIONS [Mid 2 - awp]
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