What are electromagnetic waves

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SUMMARY

Electromagnetic waves are disturbances in the electromagnetic field that propagate without requiring a medium, as established by Maxwell's equations. These equations allow for vacuum solutions, meaning electromagnetic fields can exist independently of charges. The relationship between changing electric and magnetic fields is governed by Faraday's law and Ampere's law, which together describe how electromagnetic waves can form in a vacuum. Understanding these principles is crucial for grasping the nature of electromagnetic waves.

PREREQUISITES
  • Maxwell's equations
  • Understanding of electric and magnetic fields
  • Basic calculus knowledge
  • Familiarity with vector calculus
NEXT STEPS
  • Study the vacuum solutions of Maxwell's equations
  • Learn about the wave equation derived from electromagnetic theory
  • Explore the implications of Faraday's law and Ampere's law in electromagnetism
  • Review vector identities used in electromagnetic wave propagation
USEFUL FOR

Students of physics, electrical engineers, and anyone interested in understanding the principles of electromagnetic waves and their applications in technology.

Aafia
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I am confusing about it that what are electromagnetic field books said that it does not require medium then how they propagate in vacuum and we also know that waves are disturbance through a medium
 
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Electromagnetic waves are disturbances in the electromagnetic field. They do not require any medium to propagate in. Who has told you that waves are necessarily disturbances of a medium? Of course, there are such waves, but electromagnetic waves are not such waves.
 
can you explain how electric field produced in electromagnetic wave
 
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Atoms or electrons can be involved in producing EM fields, but they are not necessary. The behavior of EM fields is governed by Maxwell's equations, and Maxwell's equations have vacuum solutions, meaning that they can exist even without charges.
 
I read in my book that changing in electric field produce magnetic field which are perpendicular to each other and these fields are perpendicular to the propagation of waves ... sorry my english is not correct .. are you understanding my question
 
Yes, that is correct in a broad sense. There are, of course, some important details. Do you mind if I ask how much math background you have? Specifically, how much calculus do you know?
 
About what ??
 
Orodruin said:
Electromagnetic waves are disturbances in the electromagnetic field. They do not require any medium to propagate in.

I would say that the electromagnetic field itself is the medium that they propagate in. When we talk about water waves propagating through water, we don't feel the need to invoke some other medium, do we? :oldsmile:
 
Then can you explain briefly and easily what are they? To clear the concept abou EM waves :)
 
  • #10
jtbell said:
I would say that the electromagnetic field itself is the medium that they propagate in. When we talk about water waves propagating through water, we don't feel the need to invoke some other medium, do we? :oldsmile:
To some extent, yes. The reason I do not want to talk in that fashion (in particular with laymen) is that it risks creating a confusion, namely that there is something called "field" that is actually being displaced (as transversal or longitudinal displacement waves in a medium).
 
  • #11
Please explain EM waves
 
  • #12
Aafia said:
About what ??
Do you know how to take derivatives or integrals? Are you familiar with differential equations, or vectors, or partial differential equations?
 
  • #13
Yeah little bit know
 
  • #14
OK, so electromagnetic fields are governed by Maxwell's equations:
http://en.wikipedia.org/wiki/Maxwell's_equations#Conventional_formulation_in_SI_units
http://hyperphysics.phy-astr.gsu.edu/hbase/electric/maxeq.html#c3

If you do not have any charges or media (vacuum) then Maxwell's equations still apply, and in fact they simplify considerably:
http://en.wikipedia.org/wiki/Maxwel...s.2C_electromagnetic_waves_and_speed_of_light

Two of those simplified forms of Faraday's law and Ampere's law basically say that if a B field is changing in time then there is an E field which is changing (curl) in space, and vice versa. Putting those two together gives (with the help of some vector identities) the wave equation. Meaning that the E and B field together can form a wave in vacuum.
 

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