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thomasxc
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im compfuzzled.
[itex]E=mc^2[/itex] is often quoted as Einstein's energy equation, but it isn't really the full equation. The full relationship for the energy of a particle is given by:thomasxc said:okay i saw that. so it has energy because e=mc2...?
No not at all, I just thought that the full equation clarified the explanation somewhat. In fact your equation [itex]E=mc^2[/itex] can be considered complete if one considers [itex]m[/itex] as relativistic mass rather than invariant mass.thomasxc said:i realized that wasntthe entire equation. i just shortened it to make it easy. is that taboo around here?lol
Hootenanny said:[itex]E=mc^2[/itex] is often quoted as Einstein's energy equation, but it isn't really the full equation. The full relationship for the energy of a particle is given by:
[tex]E^2 = \left(m_0c^2\right)^2 + \left(pc\right)^2[/tex]
Where [itex]m_0[/itex] is the invariant or "rest" mass of the particle and [itex]p[/itex] is it's momentum. The first term of the expression is sometimes called the "rest energy" of a particle, because that is the energy that the particle has as measured from a reference frame stationary relative to it.
Now, photons have zero mass and therefore the first term disappears, i.e. the photon has no "rest energy". We are now simply left with:
[tex]E = pc[/tex]
So all the photon's energy is in fact due to the photon's motion, as you have said previously.
Kimmurial said:So photon movement is not bound to Newtons laws?
thomasxc said:okay...im only a high schooler who studies physics in their spare time, and ill be taking it as a classfor the first time next year. i hardly know calculus and all these equations.
Kimmurial said:… Is it that photons acquire some sort of "mass" and thus can move (therefore fulfilling Newtons laws)?
tiny-tim said:Hi Kimmurial! Welcome to PF!
Newton's laws (and waves) require momentum, not mass (second law: force = rate of change of momentum).
Photons have energy and momentum (but no rest-mass).
Their momentum enables them to take part in collisions.
Kimmurial said:Thanks :)
So you are saying that a photons ability to travel at the speed of light is attributed to their momentum but Newtonian physics states p=mv.
If photons have no mass then isn't p=0?
Kimmurial said:I seek to understand how a photon can move if it has 0 mass. Is it that photons acquire some sort of "mass" and thus can move (therefore fulfilling Newtons laws)? I understand that we don't know what "mass" really is but I am perplexed as to how a photon moves in spacetime.
Kimmurial said:So you are saying that a photons ability to travel at the speed of light is attributed to their momentum but Newtonian physics states p=mv.
If photons have no mass then isn't p=0?
Kimmurial said:Thanks :)
So you are saying that a photons ability to travel at the speed of light is attributed to their momentum but Newtonian physics states p=mv. If photons have no mass then isn't p=0?
thomasxc said:im compfuzzled.
Kimmurial said:So you are saying that a photons ability to travel at the speed of light is attributed to their momentum but Newtonian physics states p=mv.
If photons have no mass then isn't p=0?
JMS61 said:Just out of curiosity, how do we know that a photon does not have any rest mass? Yes a rest mass is not necessary to study it's behavior, but does that mean that it does not have any rest mass?
Well, if it did, it would take an infinite amount of energy to accelerate it to c.JMS61 said:Just out of curiosity, how do we know that a photon does not have any rest mass?
This is all theoretical physics.JMS61 said:Rap and Dave I understand the math behind what you are saying and the accelerator experiments that support that math. So at this point we are probably entering into the realm of theoretical physics and I not sure that this is the proper place or topic for that discussion. The problem before us is that faster than light travel is not possible according to today's physics unless we can find away for physics to explore the possibility of a photon having a rest mass. So may I ask this, "where do we discuss theoretical physics on this message board?"
DaveC426913 said:This is all theoretical physics.
I think what you're asking is "where do we discuss speculative physics on this message board?"
To which the answer is: ''on some other board".
DaveC426913 said:This is all theoretical physics.
I think what you're asking is "where do we discuss speculative physics on this message board?"
To which the answer is: ''on some other board".
PF is devoted to established, mainstream physics.
Phrak said:I've gotten a lot of standard miles closing one eye, squinting through the other, and relaying what I see.
tiny-tim said:Hi Phrak!
Technically, you can't squint with one eye shut …
squinting is when the two eyes point in different directions … see http://en.wikipedia.org/wiki/Strabismus"
JMS61 said:Just out of curiosity, how do we know that a photon does not have any rest mass? Yes a rest mass is not necessary to study it's behavior, but does that mean that it does not have any rest mass?
According to Einstein's theory of relativity, the speed of light is a fundamental constant that cannot be exceeded by any object with mass. Photons, being massless particles, are not bound by this limitation and can travel at the speed of light.
While photons have no rest mass, they do have energy. This energy is a result of their motion and is described by their frequency and wavelength. The higher the frequency and shorter the wavelength, the more energy a photon has.
The lack of mass allows photons to travel at the speed of light and also makes them immune to the effects of gravity. They do not experience acceleration or deceleration and always travel in a straight line unless they interact with matter.
No, only massless particles like photons can travel at the speed of light. Anything with mass would require infinite energy to reach the speed of light, which is not possible.
The constant speed of light is a fundamental principle in physics and plays a crucial role in our understanding of the universe. It is used in theories such as relativity and quantum mechanics, and helps us explain phenomena such as time dilation and the wave-particle duality of light.