TEST BANK FOR Introductory Quantum Optics 1st Edit
Maastricht University (UM)
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Exam (elaborations) TEST BANK FOR Introductory Quantum Optics 1st Edit
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Exam (elaborations) TEST BANK FOR Introductory Quantum Optics 1st Edit
Eq. (2.5) has the form
Ex(z, t) = s
2ω2
V ε0
q(t) sin(kz), (2.1.1)
and Eq. (2.2)
∇ × B = µ0ε0
∂E
∂t . (2.1.2)
Both equations lead to
−∂zBy = µ0ε0
s
2ω2
V ε0
q˙(t) sin(kz), (2.1.3)
which itself leads to Eq. (2.6)
By(z, t) = µ0ε0
k
s
2ω2
V ε0
q˙(t) cos(kz). (2.1.4)
2.2 problem 2.2
H =
1
2
Z
dV ·
ε0E
2
x
(z, t) + 1
µ0
B
2
y
(z, t)
¸
. (2.2.1)
9
10 CHAPTER 2. ...
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Exam (elaborations) TEST BANK FOR Introductory Quantum Optics 1st Edit
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Exam (elaborations) TEST BANK FOR Introductory Quantum Optics 1st Edit Eq. (2.5) has the form Ex(z, t) = s 2ω2 V ε0 q(t) sin(kz), (2.1.1) and Eq. (2.2) ∇ × B = µ0ε0 ∂E ∂t . (2.1.2) Both equations lead to −∂zBy = µ0ε0 s 2ω2 V ε0 q˙(t) sin(kz), (2.1.3) which itself leads to Eq. (2.6) By(z, t) = µ0ε0 k s 2ω2 V ε0 q˙(t) cos(kz). (2.1.4) 2.2 problem 2.2 H = 1 2 Z dV · ε0E 2 x (z, t) + 1 µ0 B 2 y (z, t) ¸ . (2.2.1) 9 10 CHAPTER 2. ...
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