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QPages 384-386: Q19: HC Verma: Concepts of Physics - Volume 2 Bohr's Model and Physics of the Atom Pages 384-386: Q19 Solution: A spectroscopic instrument can resolve two nearby wavelengths…
⚠️ Common Exam Traps & Conceptual Pitfalls
Students often invert the inequality or use the wrong Δλ. The resolving power is defined as λ/Δλ, so the instrument can distinguish two lines only when Δλ > λ/8000. Compute Δλ between consecutive Balmer lines using the Rydberg formula; only the first few lines satisfy this condition, yielding about eight resolved lines.
A spectroscopic instrument can resolve two nearby wavelengths and if is smaller than 8000. This is used to study the spectral lines of the Balmer series of hydrogen. Approximately how many lines will be resolved by the instrument?
Step-by-Step Verified Solution
**Answer:** Approximately 8 lines will be resolved.
**Step-by-Step Explanation:**
The Balmer series lines converge as n increases. The instrument can resolve _/__ = 8000.
For Balmer series, the wavelength of the nth line (n _ 2) is __n = 364.6/(1 _ 4/n_) nm.
The separation between consecutive lines decreases. The number of lines that can be resolved is approximately 8 [citation:3].
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