The EM spectrum

Electromagnetic waves are categorized according to your frequency f or, equivalently, follow to your wavelength λ = c/f. Visible light has actually a wavelength selection from ~400 nm come ~700 nm. Violet light has a wavelength the ~400 nm, and also a frequency of ~7.5*1014 Hz. Red light has actually a wavelength that ~700 nm, and also a frequency that ~4.3*1014 Hz.


Visible light renders up just a small part of the complete electromagnetic spectrum. Electromagnetic waves with much shorter wavelengths and higher frequencies incorporate ultraviolet light, X-rays, and also gamma rays. Electromagnetic waves with longer wavelengths and lower frequencies incorporate infrared light, microwaves, and radio and also television waves.

Type the RadiationFrequency variety (Hz)Wavelength Range
gamma-rays1020 - 1024-12 m
x-rays1017 - 10201 nm - 1 pm
ultraviolet1015 - 1017400 nm - 1 nm
visible4 - 7.5*1014750 nm - 400 nm
near-infrared1*1014 - 4*10142.5 μm - 750 nm
infrared1013 - 101425 μm - 2.5 μm
microwaves3*1011 - 10131 mm - 25 μm
radio waves11> 1 mm



Two microwave frequencies space authorized for usage in microwave ovens, 900 and also 2560 MHz. Calculation the wavelength the each.

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Reasoning:For every electromagnetic tide in complimentary space λf = c.Details the the calculation:λ = c/f. F = 900*106/s, λ = (1/3) mf = 2560*106/s, λ = 11.7 cm.Problem:

Distances in space are frequently quoted in units of irradiate years, the distance light travel in one year. (a) How many meters is a light year?(b) How numerous meters is it come Andromeda, the nearest huge galaxy, given that it is 2.54*106 irradiate years away? (c) The most remote galaxy yet found is 12*109 light years away. How much is this in meters?


Reasoning:All electromagnetic waves in cost-free have rate c.Details the the calculation:(a) 1 irradiate year (ly) = distance light travel in one year = (3*108 m/s)*(365*24*3600 s) = 9.46*1015 m.(b) The street to Andromeda is 2.54*106 ly * 9.46*1015 m/ly = 2.4*1022 m.(c) The distance to this galaxy is 12*109 ly * 9.46*1015 m/ly = 1.14*1026 m.


What have the right to we discover by evaluating the EM spectrum emitted by a source?

The velocities the particles through thermal power are changing almost every the time. The particles room accelerating. Increasing charged particles develop electromagnetic radiation. The strength radiated is proportional come the square the the acceleration. Higher rates that velocity change result in higher frequency (shorter wavelength) radiation. The it was observed intensity of thermal radiation emitted by as a role of wavelength deserve to be described by the Planck Radiation law (bromheads.tvics 221).

The Planck Radiation Law provides the soot of radiation together a duty of wavelength for a addressed temperature. The Planck law offers a constant distribution, i beg your pardon peaks at part wavelength. The optimal shifts to shorter wavelengths for greater temperatures, and also the area under the curve grows rapidly with raising temperature. The diagram listed below shows the intensity distribution predicted by the Plank legislation in J/(m2s) because that blackbodies at assorted temperature. Through observing the constant distribution the the heat radiation emitted by one object, we can learn that temperature.

When irradiate passes with or shows or scatters that matter, the interacts v the atoms and also molecules. Atoms and also molecules have actually characteristic resonance frequencies. The preferentially interact with irradiate waves of precisely those frequencies. Once excited in collisions, atoms and also molecules emit light through a collection of characteristics frequencies. This results in a heat spectrum. Just light through a discrete collection of wavelength is produced and the spectrum is no continuous, yet consist of a set of emissions lines. That set characterizes the atoms and molecules which produced it and can be offered to determine those atoms and molecules and their environment.

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When light through a constant distribution of wavelength passes with a low-density material, the atoms and molecules the the material absorb irradiate waves with the same set of properties frequencies that appear in their emission spectrum. This to produce an absorb spectrum, a nearly constant spectrum with absent lines. The absorb spectrum can likewise be provided to recognize those atoms and also molecules and their environment.


Module 6: question 3

Please check out this basic simulations of miscellaneous molecules interacting with electromagnetic radiation of different wavelength. girlfriend identify specific characteristics?