Question 2: Deduce the work function for sodium from Fig. Q2. The intersection of the straight line with the horizontal axis is the cutoff frequency, vo=5.8×1014 /sec. For most conducting metals the value of the work function is of the order of a few electron volts. Calculate the photon energy of a typical microwave wavelength of λ = 5 cm. Can this energy sufficient to eject photoelectrons from metal surfaces? Why? Stopping potential (V) 3 2 0 VO 8 12 4 Frequency (1014/sec) Fig. Q2

University Physics Volume 3
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Chapter6: Photons And Matter Waves
Section: Chapter Questions
Problem 66P: The work function for potassium is 2.26 eV. What is the cutoff frequency when this metal is used as...
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Question 2:
Deduce the work function for sodium from Fig. Q2. The intersection of the straight line with the
horizontal axis is the cutoff frequency, vo=5.8×1014 /sec. For most conducting metals the value of the
work function is of the order of a few electron volts. Calculate the photon energy of a typical
microwave wavelength of λ = 5 cm. Can this energy sufficient to eject photoelectrons from metal
surfaces? Why?
Stopping potential (V)
3
2
0
VO
8
12
4
Frequency (1014/sec)
Fig. Q2
Transcribed Image Text:Question 2: Deduce the work function for sodium from Fig. Q2. The intersection of the straight line with the horizontal axis is the cutoff frequency, vo=5.8×1014 /sec. For most conducting metals the value of the work function is of the order of a few electron volts. Calculate the photon energy of a typical microwave wavelength of λ = 5 cm. Can this energy sufficient to eject photoelectrons from metal surfaces? Why? Stopping potential (V) 3 2 0 VO 8 12 4 Frequency (1014/sec) Fig. Q2
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