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Questions tagged [wavelength]

The wavelength of a sinusoidal wave is the spatial period of the wave—the distance over which the wave's shape repeats, and the inverse of the spatial frequency or wavenumber. Determined by considering the distance between consecutive corresponding points of the same phase, such as crests. Use for wavenumber, wavelength, frequency.

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In Brian Cox and Jeff Forshaw's book The Quantum Universe, they introduce a pedagogical model where quantum particles are described by an array of "clocks" at each point in space. The length ...
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We have all heard the phrase that light is an electromagnetic wave and so it has a wavelength, but this is obviously nonsense. First of all, it is not at all clear what is "waving" and why ...
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All electromagnetic waves propagate in vacuum at the same speed, c = 299792 km/s. Consider two examples emitted at the same time from the same point in vacuum: Visible light near the middle of the ...
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I'm reading an article about microwave ovens. The article states that microvaves have a frequency of $2.45$GHz, which would correspond with a wavelength of about $12$ centimeter. Let's assume this is ...
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Let's consider the set of all values wavelength of electromagnetic photons can reach: Λ. Λ is clearly a subset of ℝ. Is Λ dense in ℝ? ( See: dense definition ). In other words, can we find ...
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I'm trying to prove the following: $$\Delta f = \frac{c}{\lambda^2} \Delta \lambda.$$ For the moment I think it's ok to ignore the context, but for those interested it is in regards to observing the ...
Lopey Tall's user avatar
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This web page includes two graphs, one of which shows the sun's spectral irradiance as a function of wavelength and the other as a function of frequency. On the first graph, the spectrum "peaks&...
Aaron Dell's user avatar
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1 answer
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Wavelength $\lambda$ formula: $$\tag1\lambda=\frac h{mv}$$ Put here value of $h$ as $$\tag2h=\frac Ef$$ Then formula becomes: $$\tag3\lambda=\frac E{fmv}$$ In this formula, wavelength is directly ...
Syeda Samar Kazmi's user avatar
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The Cauchy formula $$n=A+\frac{B}{\lambda^2}+\cdots$$ is only taught till first 2 (or 3) terms. Why is it so and what are the next few terms?
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For example, say I, approx. $\ 100\ kg$, was moving at $10\ m/s$. My momentum would therefore be $1000\ kg\cdot m/s$. Given the planck constant of $6.62607015\cdot 10^{-34}\ kg\cdot m^2/s$, it would ...
Fernando Hernandez's user avatar
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1 answer
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This is probably a very elementary question, but for the second harmonic, we have $L=n\lambda/2=\lambda$. But how does this make sense? $\lambda$ is the distance between the two ends of the string. ...
GedankenExperimentalist's user avatar
3 votes
3 answers
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Suppose we have a periodic wave, for example a note played on an instrument. We assume ideal conditions, in the sense that the wave is periodic with frequency $\omega_0$. We want to know the relative ...
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There is a (relatively) recent invention in the guitar world known as the EvertTune bridge. This system has many aficionados: people have it in their instruments and swear by it. This mechanical ...
Kaz's user avatar
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I know that the electromagnetic spectrum is fundamentally continuous—ranging from radio waves and microwaves, through infrared, visible light, ultraviolet, X‑rays, to gamma rays—without sharp ...
pie's user avatar
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How does the displacement of a single point over a period of time (displacement vs time graph) on either longitudinal or transverse wave determine the features of the wave (such as amplitude,...
Bernadette Lim's user avatar

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