Does a Changing Electric Field Produce a Changing Magnetic Field?

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A key point in the discussion is the relationship between changing electric and magnetic fields as described by Maxwell's equations, which indicate that a changing electric field generates a changing magnetic field and vice versa. The confusion arises from the notion of field strengths being constant versus the dynamic nature of electromagnetic wave propagation. The self-propagation of EM waves involves continuously changing fields that reinforce each other, rather than maintaining constant strengths. Clarification is sought on whether a changing electric field indeed produces a changing magnetic field, which it does. Feynman's Lectures on Physics is recommended as a resource for further understanding.
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I'm currently reading about EM waves in my physics course, but there is something that is not clear to me.

I know, from Maxwell's equations, that a changing electric field produces a magnetic field and a changing magnetic field likewise produces an electric field. However, it seemed from my reading that the strengths of these fields were constant.

Now, my book is talking about the self-propagation of EM waves, and from the sound of it; it would seem as if a changing electric field produces a changing magnetic field, which in turn produces a changing electric field, and so on; propagating forever.

So, there are two things I can think of: either I am misunderstanding Maxwell's equations; or there is some other factor I am missing here in understanding what is going on. Does a changing E-field produce a changing B-field or one with a constant strength?
 
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The former, of course. There is an excellent discussion in Feynman's Lectures on Physics which should be perfect for you.
 
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