Understanding the Physics of a Coilgun: A Beginner's Guide

In summary, a coilgun is a type of electromagnetic accelerator that uses coils of wire to create a magnetic field and propel a projectile at high speeds. The physics behind a coilgun involves the principles of electromagnetism, including the use of electric current and magnetic fields to generate force. The strength of the magnetic field and the timing of the electric pulses are crucial factors in determining the speed and accuracy of the projectile. Beginners can understand the basics of a coilgun by learning about the different components involved and the steps of its operation. By understanding the physics of a coilgun, one can appreciate the impressive capabilities of this technology.
  • #1
jlefevre76
121
6
Hey, I've seen a few posts on this without any responses I really thought helped (at least help answer my question).

So, I was hoping somebody on the forums here could help walk me through the basic physics of a coilgun. Basically, how could you characterize the magnetic field inside the inductor/solenoid in such a way that it's averaged or gives an approximate value? Also, how do you characterize the projectile as a charge, when it isn't actually charged (if that makes any sense). I know the force is the cross product of the magnitude of the charge times the vector v (which for the life of me I can't find what that represents in any material I've seen online), crossed with the magnetic field.

If anybody can walk me through the equations on this, I'd appreciate it. I only took one course in electronics and magnetism years ago, so if you explain it to me, you might need to walk me through one equation at a time, and one variable at a time.
 
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  • #2
jlefevre76 said:
Hey, I've seen a few posts on this without any responses I really thought helped (at least help answer my question).

So, I was hoping somebody on the forums here could help walk me through the basic physics of a coilgun. Basically, how could you characterize the magnetic field inside the inductor/solenoid in such a way that it's averaged or gives an approximate value? Also, how do you characterize the projectile as a charge, when it isn't actually charged (if that makes any sense). I know the force is the cross product of the magnitude of the charge times the vector v (which for the life of me I can't find what that represents in any material I've seen online), crossed with the magnetic field.

If anybody can walk me through the equations on this, I'd appreciate it. I only took one course in electronics and magnetism years ago, so if you explain it to me, you might need to walk me through one equation at a time, and one variable at a time.

The projectile is not charged -- it is ferromagnetic. The coilgun is just a series of solenoids that are pulsed to keep accelerating the ferromagnetic projectile down the barrel:

http://en.wikipedia.org/wiki/Coilgun

.
 
  • #3
Right, which is what I stated (or at least was trying to). How do the force equations change when you have a ferromagnetic projectile in an inductor instead of a charged particle or object? Any quick links anybody can throw at me? I just need a way of approximating the force on a magnetic projectile in a magnetic field created by an inductor/solenoid. This is probably a stupid question, but I honestly have not touched this stuff in years and was just hoping for a quick link to some decent learning material on the subject, or for somebody to just post the equation that tells how the forces related to the magnetic field and the magnetic projectile. Does that help clarify?
 
  • #4
jlefevre76 said:
Right, which is what I stated (or at least was trying to). How do the force equations change when you have a ferromagnetic projectile in an inductor instead of a charged particle or object? Any quick links anybody can throw at me? I just need a way of approximating the force on a magnetic projectile in a magnetic field created by an inductor/solenoid. This is probably a stupid question, but I honestly have not touched this stuff in years and was just hoping for a quick link to some decent learning material on the subject, or for somebody to just post the equation that tells how the forces related to the magnetic field and the magnetic projectile. Does that help clarify?

Reference [9] at the wikipedia article has a pretty complete mathematical treatment, but it may be more complex than you are looking for...
 
  • #5
I'll take a look at it, thanks for the help.
 
  • #6
That helped quite a bit, but I was looking for something more along the lines of this:
http://www.ece.rutgers.edu/sites/default/files/capstone13/CoilGun-FinalReport.pdf
(I post this in case anybody finds this post in the future and wants the same thing. Not that the link berkeman gave wasn't any good, this is just a little bit closer to the basic/newb kind of easy to understand analysis I was going for.)
 

1. What is a coilgun?

A coilgun is a type of electromagnetic launcher that uses a series of electromagnetic coils to accelerate a projectile to high velocities.

2. How does a coilgun work?

A coilgun works by using the principle of electromagnetic induction. When a current flows through a coil, it creates a magnetic field. By rapidly switching the current on and off in a series of coils, the magnetic field moves along the length of the gun, accelerating the projectile.

3. What are the advantages of a coilgun?

Some advantages of a coilgun include high velocities and muzzle energies, no need for chemical propellants, and potentially lower costs compared to traditional firearms.

4. What are the limitations of a coilgun?

One major limitation of a coilgun is the need for a large power source to provide the necessary current for the coils. Additionally, the design and construction of a coilgun can be complex and require precise timing and alignment of the coils.

5. What are some potential applications of coilguns?

Coilguns have potential applications in military weapons, space propulsion, launching payloads into orbit, and high-speed transportation systems. They may also have uses in research and development for studying high-velocity impacts and materials testing.

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