Maxwell's Equations: Solving a Puzzlement for Bob

  • Thread starter Wannabeagenius
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In summary: It may very well not be true.In summary, during the turn of the twentieth century, there were many unsolved problems in physics, including understanding how two moving charges interacted. This led to the development of Maxwell's equations, which showed the speed of light to be a universal constant. However, this posed a problem in relation to Galileo's idea of relativity, which stated that all laws of physics are the same in all inertial reference frames. Scientists tried to reconcile this through experiments, but it wasn't until Einstein's special theory of relativity that a resolution was found. It is a myth that physicists at the time believed they knew all there was to know, as they were aware of the unsolved problems in their
  • #1
Wannabeagenius
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Hi All,

I understand that at the turn of the twentieth century, Physicists were rather smug and thought that they knew all there was to know; however, as I understand it, there was a glaring problem with one of the main laws of Physics, namely that all the laws of Physics are the same in all Inertial Reference frames.

I'm specifically referring to Maxwell's equations which show the speed of light to be a universal constant but this was not the case in all Inertial Reference frames as defined classically.

Please clarify this puzzlement for me.

Thank you,
Bob
 
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  • #2
I'm not sure what puzzle you are talking about. Actually, the point you cite in your paragraph is little more fundamental than that. What is often called "Gallilean relativity" is based on an idea Galilleo himself mentioned: If you are completely inside a closed car, no windows, moving in a straight line, at a constant speed, no acceleration, without any bumping (which would be an acceleration), there would be no experiment you could do which would tell you how fast you are moving or if you are moving at all.

But, by the middle of the 19th century, physicists knew that the force exerted on a charged particle by a magnetic field depended on the particles speed (this led to Maxwell's equations). That seemed to imply that you could do an experiment, involving electro-magnetic forces, that Galileo knew nothing about, inside a closed cart, that would tell you how fast you were going. Not "how fast relative to some outside reference" but just "how fast"- and that speed would be absolute rather than relative to some reference.

Naturally, scientists of the time were anxious to do such an experiment. But ordinary "electric" and "magnetic" measurements were just not precise enough. Since light is an "electro-magnetic" phenomenon (this is where Maxwells equation come in again since they can be manipulated to show that waves in electro-magnetic fields propogate at the speed of light), and light measurements can be made very accurately, scientists tried using light. In 1887, Michaelson and Morley finally did such an experiment- and it gave a null result. That is, Galileo was stillright. Even electro-magnetic experiments, in a closed environment, could tell how fast that closed environment was moving or if it was moving at all. The explanation of how that could be reconciled with Maxwell's laws was the special theory of relativity.
 
  • #3
"I understand that at the turn of the twentieth century, Physicists were rather smug and thought that they knew all there was to know;" is an apocryphal statement based on an out of context quote of one (too) senior physicist. As you intimate, most theoretical physicists were seriously troubled by a number of unsolved problems. Understanding how two moving charges interacted was one of the major unsolved problems. This is why the title of Einstein's relativity paper was "The Electrodynamics of Moving Bodies".
 
  • #4
clem said:
"I understand that at the turn of the twentieth century, Physicists were rather smug and thought that they knew all there was to know;" is an apocryphal statement based on an out of context quote of one (too) senior physicist. As you intimate, most theoretical physicists were seriously troubled by a number of unsolved problems. Understanding how two moving charges interacted was one of the major unsolved problems. This is why the title of Einstein's relativity paper was "The Electrodynamics of Moving Bodies".

OK and thank you!

Now I know that it's a myth that physicists at the time thought that the only thing left to do in Physics was to add more decimal places to the constants of Physics such as G.

I guess this isn't as ridiculous as Newton being hit on the head with an apple!:smile:

Bob
 
  • #5
The apple story was originally related by someone who recalled Newton telling him about it.
 

FAQ: Maxwell's Equations: Solving a Puzzlement for Bob

1. What are Maxwell's Equations?

Maxwell's Equations are a set of four fundamental equations that describe the behavior of electric and magnetic fields. They were developed by James Clerk Maxwell in the 19th century and are considered a cornerstone of classical electromagnetism.

2. How do Maxwell's Equations solve a puzzlement for Bob?

Maxwell's Equations provide a comprehensive understanding of the relationship between electric and magnetic fields, which was previously a puzzlement for scientists like Bob. They explain how these fields interact and how they can be manipulated, leading to many technological advancements such as electricity and radio.

3. Can Maxwell's Equations be simplified?

While the equations may seem complex, they can be simplified into a more manageable form for specific scenarios. For example, the equations can be simplified for static electric or magnetic fields, or for situations involving only one of the fields.

4. What are the implications of Maxwell's Equations?

Maxwell's Equations have numerous implications in the fields of physics and engineering. They explain phenomena such as electromagnetic waves, the behavior of light, and the operation of electronic devices. They also form the basis for modern theories such as quantum electrodynamics.

5. How are Maxwell's Equations used in real-world applications?

Maxwell's Equations have a wide range of practical applications, including the design and operation of electrical and electronic devices, communication systems, and medical imaging technologies. They are also used in fields such as astrophysics, where they help in understanding the behavior of electromagnetic fields in space.

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