Quote:
Originally Posted by nquixote
You don't need mass-energy equivalence to find the momentum of light.
|
The full version of
E = mc^2 is
E^2 = p^2*c^2 + m^2*c^4. Light has no mass, so
m=0, therefore
m^2*c^4 = 0, so for light,
E=pc.
Flip that to p=E/c, and that
is required to figure out the momentum of a photon. Sure, that's not technically mass-energy equivalence, but I hope you can see where this can become confusing.
Quote:
|
That's not the issue. The issue is how much momentum the light that actually leaves the laser has.
|
For the basic physics of it, yes -- you got me there.
But firing a laser isn't precisely identical to firing a gun. I was trying to work out
how it would be different, and what aspects of the total system determines the net recoil effect. That may not be the immediate issue, but it's at least related.
I don't have the text in front of me, so I'm not sure how explicit Banks is about the lack of recoil or the nature of the laser. If he says that lasers just plain do not have recoil, period, then he made a mistake (as I did) -- you win. But, if he just says anything to the effect that the shooter simply didn't
experience the recoil, there's a variety of explanations for how that could be. So what are we talking about? Perception or Reality?
But yes -- the momentum of the light that leaves the laser, and its intensity, will determine the recoil. On that, I doff my hat.
Quote:
|
The momentum of the light leaving the barrel of the laser cannon, in this case, can be found from the energy needed to vaporize a quantity of steel. That's a very easy calculation and has nothing to do with the inner workings of the laser.
|
But
how is the energy being delivered to the block of steel?
The amount of energy required can be delivered in a variety of ways. And different methods of delivery will make more sense some scenarios than others.
You could use a lower-power beam, but fire it longer. Or you could use a higher-power beam and fire it for a shorter length of time. Or you could divide the total energy required into any number of pulses over a given amount of time (so long as it is above the minimum to keep the steel from getting rid of the energy as heat faster than it accumulates energy from the laser).
The recoil then changes in effect, though not in amount overall.
In practical terms, that goes a long way to determining the actual kick experienced by the shooter/gun mount. Sure, the recoil is the same regardless, but would you rather get one large recoil from a single, short, high powered blast, or a gentler, vibrating recoil from 1000 pulses?
Science Fiction lasers being what they are (*cough*fictional*cough*), if the author hasn't told us why, then it may not be accurate to say that the author is saying that there's no recoil -- it might just be that there's no sensation of the recoil, or maybe neither. If the text isn't explicit, then...
Quote:
|
Well, sorry for being rude, but I get tired of people who don't what they're talking about telling me I don't know what I'm talking about...
|
OK, so what
are your qualifications? I haven't seen anywhere that you've indicated that you're anything other than a layman. What assurances do I have that your understanding is any better than mine?
...especially when your posted "proof" of laser gun recoil comes from a science fiction roleplaying game. Surely you can see how that might lead others to believe you're also a mere layman, and equally as likely to be wrong.