Radiation, with wavelength 6561 A° falls on a metal surface to produce photoelectron. The electrons are made to enter a uniform magnetic field of 3×10-4 T. If the radius of the circular path fallowed by the electron in 10 mm. The work function of metal is close to.
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Given:
1. Wavelength = 6561 Å
2. Magnetic field = 3 × 10⁻⁴ T
3. Radius = 10mm
To find:
The work function of the metal
Solution:
- Let the work function be denoted by ϕ.
- We know that, K.E = (hc/λ) - ϕ
- Also, R = √[2mKE / qB]
= √[2m((hc/λ) - ϕ) / qB]
- Therefore, R²q²B²/2m = (hc/λ) - ϕ
ϕ = hc/λ - R²q²B²/2m
ϕ = 1.0899eV
- Thus, the work function of the metal is close to 1.1eV.
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