Wave-Particle Duality, Photoelectric Effect, and Atomic Spectra

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A set of flashcards reviewing Huygens' principle, wave-particle duality, the photoelectric effect, and related atomic spectra concepts.

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24 Terms

1
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What is Huygens' principle?

Every point on a wavefront acts as a new source of circular waves; the next wavefront forms where these secondary waves interfere constructively, and the process repeats.

2
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How is the next wavefront determined in Huygens' principle?

By the locus where secondary waves from all points on the current wavefront interfere constructively.

3
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What evidence shows light behaves as a wave?

Interference and diffraction patterns (e.g., the double-slit experiment).

4
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What evidence shows light behaves as a particle?

Photoelectric effect; light consists of photons that carry quantized energy.

5
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Define a photon.

A quantum of electromagnetic energy; the particle aspect of light with energy E = h f.

6
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What is the relation between photon energy and frequency?

E_photon = h f.

7
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What is Planck's constant value?

h ≈ 6.63 × 10^-34 J·s.

8
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What is the work function?

The minimum energy required to remove an electron from a metal surface (Φ).

9
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What symbol denotes the work function?

Φ (phi).

10
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What is the threshold frequency?

The minimum frequency of incident radiation needed to overcome the work function and eject electrons.

11
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What is the photoelectric effect?

Emission of electrons from a metal when illuminated; depends on photon energy relative to the work function.

12
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What is the relation between photon energy, work function, and maximum KE of photoelectrons?

Ephoton = Φ + KEmax; hence KE_max = h f − Φ.

13
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What is the De Broglie wavelength for matter waves?

λ = h / p, where p is momentum.

14
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How is momentum related to De Broglie wavelength?

p = h / λ; increasing momentum decreases wavelength.

15
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What is the photon energy in terms of wavelength?

E = h c / λ (equivalently E = h f).

16
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What does the KE_max vs frequency graph look like?

A straight line with slope h and intercept −Φ; KE_max = h f − Φ.

17
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How does intensity affect photoelectric emission above threshold?

Increasing intensity increases the number of emitted electrons (more photons per unit time).

18
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What happens if frequency is below threshold, regardless of intensity?

No electron emission occurs.

19
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What is 1 eV in joules?

1 eV = 1.6 × 10^-19 J.

20
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What does the Hydrogen absorption spectrum show?

Absorption lines occur at frequencies corresponding to energy differences between levels; ΔE = h f.

21
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What is excitation energy?

Energy required to move an electron from a lower to a higher energy level.

22
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What is de-excitation energy?

Energy released when an excited electron falls to a lower level, emitted as photons with specific frequencies.

23
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What is the De Broglie wavelength for electrons and how is it derived?

λ = h / p with p = mv; thus λ = h / (m v).

24
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What does electron diffraction demonstrate?

Electrons show diffraction patterns, confirming wave-like behavior at atomic scales.

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