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Byju's Answer
Standard XII
Chemistry
Schrodinger Equation
The relation ...
Question
The relation between electric field
E
and magnetic field
H
in electromagnetic wave is:
A
E
=
H
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B
E
=
μ
0
ε
0
H
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C
E
=
√
μ
0
ε
0
H
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D
E
=
√
ε
0
μ
0
H
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Solution
The correct option is
C
E
=
√
μ
0
ε
0
H
In an em wave, electrical energy density is equal to magnetic energy density.
So,
ε
o
E
2
/
2
=
H
2
/
2
μ
o
E
=
√
μ
o
ε
o
H
Suggest Corrections
0
Similar questions
Q.
The dimensional formula for the physical quantity
E
2
μ
0
ε
0
B
2
is (E=electric field and B= magnetic field)
Q.
The quantities
x
=
1
√
μ
0
ε
0
,
y
=
E
B
and
z
=
l
C
R
are defined, where
C
-capacitance,
R
-Resistance,
l
-length,
E
-Electric field,
B
-magnetic field and
ε
0
,
μ
0
-free space permittivity and permeability respectively. Then
Q.
PARAGRAPH
In electromagnetic theory, the electric and magnetic phenomena are related to each other. Therefore, the dimensions of electric and magnetic quantities must also be related to each other. In the questions below,
[
E
]
and [𝐵] stand for dimensions of electric and magnetic fields respectively, while
[
ε
0
]
and
[
μ
0
]
stand for dimensions of the permittivity and permeability of free space respectively.
[
L
]
and
[
T
]
are dimensions of length and time respectively. All the quantities are given in SI units.
The relation between
[
ε
0
]
and
[
μ
0
]
is
Q.
PARAGRAPH
In electromagnetic theory, the electric and magnetic phenomena are related to each other. Therefore, the dimensions of electric and magnetic quantities must also be related to each other. In the questions below,
[
E
]
and [𝐵] stand for dimensions of electric and magnetic fields respectively, while
[
ε
0
]
and
[
μ
0
]
stand for dimensions of the permittivity and permeability of free space respectively.
[
L
]
and
[
T
]
are dimensions of length and time respectively. All the quantities are given in SI units.
The relation between [𝐸] and [𝐵] is
Q.
In an electromagnetic wave, the phase difference between electric and magnetic field vectors
→
E
and
→
B
is-
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