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WorksheetsAssignment-3
Total questions: 70
Worksheet time: 23mins
The benefit of Maxwell equation is that
Any parameter can be calculated
Antenna can be designed
Polarisation of the wave can be calculated
Transmission line constants can be found
Equation of continuity
del.J=pv
del.J=-pv
del.J=-dpv/dt
del.J=dpv/dt
The electric field inside a conducting sphere is
uniform
zero
maximum
minimum
Phasor Poynting Vector
E x H
1/2(E x H)
E x H*
(1/2)(E x H)
Depth of penetration of a free space
0
Infinity
1/alpha
very small
Permeability of freespace
4pi x 10-7 A/m
4pi x 10-7 H/m
4pi x 10-7 A/m2
4pi x 10-7 F/m
The direction of propagation of EM Wave is obtained by
E
E X H
H
E.H
The dot product of E and H for a Uniform plane wave is
EH
0
E2
H2
Poynting theorem states
Direction of Polarization
Electric field
Magnetic Field
Rate of energy flow
The correct sequence to find H, when D is given is
D-B-E-H
D-E-B-H
D-B-H-E
D-H-E-B
Which of the following relations is true
QE=BVL
BE=BIV
QE=BIL
BQ=ILV
Which relation holds good for frequency
d/dt = j/w
d/dt = w/j
d/dt = jw
d/dt = -jw
To find the value of D from the magnetic field B, the sequence will be
BHD
BED
EHD
EBD
The relation between line integral and surface integral is given by
Green theorem
Gauss theorem
Divergence theorem
Stokes Theorem
continuity equation of conductors is
J = E/σ
J = σ/E
J = σ E
J = jwEσ
Displacement current density is given as
Jd = jwεE
Jd = jwεH
Jd = wεE/j
Jd = j/wεE
In which medium,both displacement and cunduction current densities will exist
Conductors in freespace
Dielectrics in freespace
Conductors in dielectric medium
Both will not exist at a time
The charge density of electrostatic field is given by
Curl of E
Curl of D
Divergence of E
Divergence of D
The divergence of D in freespace will be
1
0
-1
infinity
Gauss law employs which theorem for the calculation of charge density
Green theorem
stokes theorem
Divergence theorem
Gauss theorem
Solenoidal is
Magnetic flux density
Magnetic field intensity
Electric flux density
Electric field intensity
The Gauss law for magnetic field is valid in
Dielectric
conductor
air
All of the above
Reason for non existence of magnetic monopoles is
Due to permittivity
Due to permeability
Due to susceptability
Magnetic field cannot be split
Non existence of the magnetic monopole is given by
Gradient
Divergence
Laplacian
Curl
Dipole formation in a magnet is due to
Interaction between the north and south poles together
Interaction between the north with the air
Interaction between the south with the air
Interaction of north and south pole separately with air
line integral of the electric field intensity is
Mmf
Emf
Electric potential
Magnetic potential
For static fields, the curl of E will be
Rotational
Irrotational
Solenoidal
Divergent
The line integral of which parameter is zero for static fields?
E
H
D
B
The charge build up in a capacitor is due to
Conduction current density
Displacement current density
Polarisation
Magnetization
The surface integral of ---------- is zero
E
B
D
H
Harmonic electromagnetic fields refer to fields varying sinusoidally with respect to time. State True/False
T
F
Which components exist in an electromagnetic wave
E
H
BOTH
NONE
The propagation of the electromagnetic waves is explained by
Faraday law
Ampere law
Flemming rule
Coulomb law
For a dielectric, the condition to be satisfied is
σ/ωε > 1
σ/ωε < 1
σ = ωε
All of the above
For a perfect dielectric
Conductivity is zero
Permittivity is zero
Permeability is zero
Frequency is zero
For a lossless dielectric, the attenuation will be
1
0
-1
Infinity
Which of the following is the correct relation between wavelength and the phase constant of a wave?
Phase constant = 2π/wavelength
Phase constant = 2π x wavelength
Phase constant = 1/(2π x wavelength)
Phase constant = wavelength/2π
The intrinsic impedance is the ratio of square root of
Permittivity to permeability
Permeability to permittivity
Phase constant to wavelength
Wavelength to phase constant
Calculate the skin depth of a material with attenuation constant of 3
0.33
3
3.33
1
An example for lossless propagation is
Dielectric waveguide propagation
Conductor propagation
Cavity resonator propagation
None of the above
For metals, the conductivity will be
1
0
-1
infinity
In conductors, which two parameters are same?
Wavelength and phase constant
Phase and attenuation constant
Attenuation constant and skin depth
Skin depth and wavelength
For dielectrics, which two components will be in phase?
E and Wave
H and Wave
Wave and E x H
E and H
The expression for phase constant is given by
β = ωμε
ω = με
β = ω√(με)
β = 1/ωμε
The attenuation constant in lossless dielectrics will be
1
-1
0
∞
In free space, the charge carriers will be
0
Infinite
uniform
Non-uniform
In free space, which parameter will be unity?
Permittivity
Absolute permittivity
Relative permittivity
Permeability
Which parameter is unity in air medium?
Permittivity
Absolute permeability
Relative permeability
Permeability
Zero permeability/permittivity implies which state?
No ions are allowed in the medium
No current is generated in the medium
No magnetic or electric energy is permitted in the medium
No resistivity
The intrinsic impedance of free space is
389
388
377
367
In free space, the condition that holds good is
Minimum attenuation and propagation
Minimum attenuation and maximum propagation
Maximum attenuation and minimum propagation
Maximum attenuation and propagation
The resultant electric field of a wave with Ex = 3 and Ey =4 will be
34
5
25
43
In S polarisation, the electric field lies in the plane perpendicular to that of the interface
True
False
The Brewster angle is valid for which type of polarisation?
S Polarization
P Polarization
Elliptical Polarization
Circular polarization
The transmission coefficient of a wave with incident and transmitted electric field of 15 and 5 respectively is
1
75
0.33
3
Find the reflection coefficient of a wave with an incident electric field of 5 units and reflected electric field of 15 units.
3
0.33
75
12.5
Calculate the transmission coefficient of a wave with a reflection coefficient of 0.5
1.5
0.5
1
1.33
When the phase angle between the Ex and Ey component is 0 or 180, the polarisation is
Elliptical
Circular
Linear
Perpendicular
The magnitude of the Ex and Ey components are same in which type of polarisation?
Elliptical
Circular
Linear
Perpendicular
When the Ex and Ey components of a wave are not same, the polarisation will be
Linear
Elliptical
Circular
Parallel
Identify the polarisation of the wave given, Ex = Exo cos wt and Ey = Eyo sin wt. The phase difference is +90
Left hand circularly polarised
Right hand circularly polarised
Left hand Elliptically polarised
Right hand Elliptically polarised
Identify the polarisation of the wave given, Ex = 2 cos wt and Ey = sin wt. The phase difference is -90.
Left hand circularly polarised
Right hand circularly polarised
Left hand elliptically polarised
Right hand elliptically polarised
Identify the polarisation of the wave given, Ex = 2 cos wt and Ey = 2 sin wt. The phase difference is +90.
Left hand circularly polarised
Right hand circularly polarised
Left hand elliptically polarised
Right hand elliptically polarised
7. Identify the polarisation of the wave given, Ex = cos wt and Ey = sin wt. The phase difference is -90.
Left hand circularly polarised
Right hand circularly polarised
Left hand elliptically polarised
Right hand elliptically polarised
The Snell’s law can be derived from which type of incidence?
Incidence angle
Reflected angle
Refracted angle
Oblique incidence
The Snell’s law is given by
N1 sin θi = N2 sin θt
N2 sin θi = N1 sin θt
sin θi = sin θt
N1 cos θi = N2 cos θt
Brewster angle is valid for which type of polarisation?
Circular
Linear
S polarised
P polarised
The Brewster angle is expressed as
Tan-1(n)
Tan-1(n1/n2)
Tan-1(n2/n1)
Tan (n)
The Poynting vector is the power component that is calculated by the
Product of E and H
Ratio of E and H
Dot product of E and H
Cross product of E and H
An example for electromagnetic wave propagation is
refrigerator
Fan
Mobile Transponder
relays in actuators
