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Question #120307
Q3. What is the wavelength of the x-ray emitted from a Tungsten target (Z=74) when an electron moves from the M-shell (n=3) to the K-shell (n=1)
Expert's answer
The change in electron's energy is
Δ
E
=
(
−
13.6
eV
)
Z
2
(
1
n
M
2
−
1
n
K
2
)
.
\Delta E=(-13.6\text{ eV})Z^2\bigg(\frac{1}{n_M^2}-\frac{1}{n_K^2}\bigg).
Δ
E
=
(
−
13.6
eV
)
Z
2
(
n
M
2
1
−
n
K
2
1
)
.
The wavelength is
λ
=
h
c
Δ
E
=
h
c
(
−
13.6
eV
)
(
1.602
⋅
1
0
−
19
J/eV
)
Z
2
(
1
n
M
2
−
1
n
K
2
)
=
=
444
μm
.
\lambda=\frac{hc}{\Delta E}=\frac{hc}{(-13.6\text{ eV})(1.602\cdot10^{-19}\text{ J/eV})Z^2\bigg(\frac{1}{n_M^2}-\frac{1}{n_K^2}\bigg)}=\\\space\\ =444\text{ μm}.
λ
=
Δ
E
h
c
=
(
−
13.6
eV
)
(
1.602
⋅
1
0
−
19
J/eV
)
Z
2
(
n
M
2
1
−
n
K
2
1
)
h
c
=
=
444
μm
.
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