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| Tags: inertial, mass, rest |
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#21
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wchogg:
On Tue, 5 Aug 2003, Bilge wrote: Okay then where does the low energy limit you mentioned enter in to it? Is it because you're only doing a 3-space momentum integral instead of the 4-d fourier transform that would give you the co-ordinate space green's function? Yes. Sorry if I'm just sounding confused. The replacement of: -1/(p^2 - m^2 + i\epsilon) where p^2 is p^{u}p_{u} by 1/[|p|^2 + m^2] where here p is the three-momentum. |
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#22
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#23
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Radi Khrapko wrote:
Bilge) wrote:: My opponents write about mass all time. : I asked my opponents, Joe Fischer, Jeff Kimmel, Waite David, : Vetwannabel, Tom Roberts, Bilge, to define the mass in the spirit : of operationism. : : It's a poincare invariant. : : The words are nonsence. They look like perfectly good words. : I asked for an operation to measure the mass. I have no answer. : : I answered this. Use a balance. : : It is a mistake. The operation is to measure velocity and momentum of : a body and to divide the momentum by the velocity. Why, did they quit making balance beams and standard weights to compare an unknown mass to? Mathematics isn't needed for everything, rest mass (which is invariant) is measured with great ease in any physics lab class. There really is no reason to think of particles when discussing mass, particles are very difficult to measure in their own rest frame. Rest mass is easy to measure in it's own rest frame, they do weight astronauts just about every day in space. Please quit trying to show your superior intelligence by promoting the complicated way of doing things. Joe Fischer -- 3 |
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#24
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"Joe Fischer" wrote [flame] joe - if you can't say ahything intelligent then just say nothing. flaming helps nobody expect you. |
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#25
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Radi Khrapko:
(Bilge) wrote in message e-al.net... Someone who radi does not properly identify said: My opponents write about mass all time. I asked my opponents, Joe Fischer, Jeff Kimmel, Waite David, Vetwannabel, Tom Roberts, Bilge, to define the mass in the spirit of operationism. It's a poincare invariant. The words are nonsence. If mass is a fundamental property of an object, then there is a point at which you cannot discuss it in terms of other quantities. Since mass is a poincare invariant, it doesn't get much more fundamental. Someone who radi does not properly identify said: I asked for an operation to measure the mass. I have no answer. I answered this. Use a balance. It is a mistake. The operation is to measure velocity and momentum of a body and to divide the momentum by the velocity. That's not a measurement of a mass. It's a measurement of a velocity and a momentum, neither of which themselves are really measurements. A measurement of something consists of comparing an experimentally measured number to a standard definition. As far as I am aware, there exists no set of standard velocities or momenta one can hold up next to an object for comparison. One measures things like distances, times, currents, voltages, etc. and determines quantities like momentum, mass, velocity, etc, from the measurements. Now, answer your own question by explaining how one _measures_ a mass in a laboratory, not determines a mass from other measurements. I gave you one method. I would like to see you supply an answer which is more suitable. |
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#26
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Joe Fischer wrote[insults]
I don't flame, I am stating facts, .. If you dopn't like what the person says then every time I see you post I see you insult the person you're posting to - like this one - you don't think calling somone a clown is an insult? |
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#27
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Okay - Now I have more time to respond to joe's usual round of insults
and inuendo's Joe Fischer wrote in message ... Pmb wrote: : : "Joe Fischer" wrote [flame] I did not write [flame], I have been trying to tell a couple of clowns that you can't measure monentum or velocity and end up with a measurement of mass. If you spent as much time learning physics as you do insulting the physicists who are trying to explain it to you then you woulnd't make comments like this. The entire point here is that there is a relationship between mass, velocity and momemtum - p = mv. And since it's a definition it's independent of any law of nature. However if one takes the law of the conservation of momentum to be true and one defines an inertial frame of referance as a frame in which space is homogeneous and isotropic and time is homogeneous then one can define "m" as the quantity in sum(k = 1 to n) m_k*v_k = sum(j = n + 1 to p) m_j*v_j where the left side is a sum over particles going into a collision and the right side is a sum over particles comming out of the collision. The m's can be determined in this way. The "m" is called "mass." The term "momentum" is the name given to p = mv. And that is a very rigid definition of both mass and momentum given the exitance of an inertial frame of refernace (which waite is both unable and unwilling to give you). It seems like mathematics is a game to you, Nonsense. It's a very precise way to define very meaningful physical quantities. What do you have against math? but it is worthless without good data,.. The data comes from measurements of velocity both before and after collisions in the definition that I've given you above (which is a widely used definition ujsed by those physicists who want to be absolutely precise - its in the physics literature - have you looked?) I don't flame, I am stating facts, and I think you should ask Uncle Al what a flame looks like, you are too much of a newbie to know for sure. I see you flame on a constant basis. You choosing to call it something else does not make it less of a flame. That's just you trying top justify your flamming. Is there anything you ever think about besides "relativistic mass"? Of course. But mass is something I've spent a great deal of time reasearching in order to write a paper. I started the task a few years ago and now I'm finishing it up. In fact - at this very moment I'm in boston - one reason I'm here is to discuss certain aspects of Einstein's work with an historian I know. This will be part of my paper and its one of the bases I wanted to cover. Tell me joe - We know that if you heat an object it's rest mass increases. IOf you push two charges together then the system of two charges has more energy and thus the rest mass of the system increases. If you have a box of photons then the rest mass of the box depends on the energy of the photons. All of that is true - energy increases rest mass. But do you know ***WHY**** that's true? Tell us joe? We'd love to know. Pmb |
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#28
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Joe Fischer wrote in message ...
Radi Khrapko wrote: Bilge) wrote:: My opponents write about mass all time. : I asked my opponents, Joe Fischer, Jeff Kimmel, Waite David, : Vetwannabel, Tom Roberts, Bilge, to define the mass in the spirit : of operationism. : : It's a poincare invariant. : : The words are nonsence. They look like perfectly good words. : I asked for an operation to measure the mass. I have no answer. : : I answered this. Use a balance. : : It is a mistake. The operation is to measure velocity and momentum of : a body and to divide the momentum by the velocity. Why, did they quit making balance beams and standard weights to compare an unknown mass to? Balance beams are one way to measure weight. It is not the only way to measure weight. And weight is a measure of passive gravitational mass. Not inertial mass. It happens to be an emperical fact that the two are proportional. Mass is rarey measured as such in particle physics. And one can indirectly compare to a standard. It doesn't have to be a direct comparison. In almost all cases one is not directy comparing to a standard. Instruments are calibrated using stardards (ideally). After the calibration then one doesn't need the standard - it's implied in the calibration. Mathematics isn't needed for everything, rest mass (which is invariant) is measured with great ease in any physics lab class. There really is no reason to think of particles when discussing mass, particles are very difficult to measure in their own rest frame. That's why particle trajectorties are important. That's how masses are measured in particle physics. The strength of the B field is known and the charge is known (or assumed to be a mulitiple of the proton charge). E.g. For a charged particle - it leaves a track in bubble chamber and the curvature of the track is determined from the path the particle leaves (track of bubbles). Please quit trying to show your superior intelligence by promoting the complicated way of doing things. Are you telling Radi to shut up because he's too smart for you?????????? |
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#29
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Radi to Bilge 061449
Someone who radi does not properly identify said: The words are nonsence My opponents write about mass all time. I asked my opponents, Joe Fischer, Jeff Kimmel, Waite David, Vetwannabel, Tom Roberts, Bilge, to define the mass in the spirit of operationism. It's a poincare invariant. The words are nonsence. If mass is a fundamental property of an object, then there is a point at which you cannot discuss it in terms of other quantities. Since mass is a poincare invariant, it doesn't get much more fundamental. There are many Poincare invariants. To say {mass is a poincare invariant} means to say nothing. Operationism demands an operation. I asked for an operation to measure the mass. I have no answer. I answered this. Use a balance. It is a mistake. The operation is to measure velocity and momentum of a body and to divide the momentum by the velocity. That's not a measurement of a mass. It's a measurement of a velocity and a momentum, neither of which themselves are really measurements. A measurement of something consists of comparing an experimentally measured number to a standard definition. Not {a standard definition} but an etalon. As far as I am aware, there exists no set of standard velocities or momenta one can hold up next to an object for comparison. One measures things like distances, times, currents, voltages, etc. and determines quantities like momentum, mass, velocity, etc, from the measurements. Now, answer your own question by explaining how one _measures_ a mass in a laboratory, not determines a mass from other measurements. I gave you one method. I would like to see you supply an answer which is more suitable. OK! I agree with you. But I do not know a border between a measurement and a determination. And it does not matter. Well, I asked for an operation to determine mass of a body. The use of a balance is a mistake because the use does not give a unique number. |
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#30
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Radi to Joe 080613
It's a poincare invariant. :: The words are nonsence. They look like perfectly good words. There are many Poincare invariants. To say {mass is a poincare invariant} means to say nothing. Operationism demands an operation. : I asked for an operation to measure the mass. I have no answer. : I answered this. Use a balance. : It is a mistake. The operation is to measure velocity and momentum of a body and to divide the momentum by the velocity. Why, did they quit making balance beams and standard weights to compare an unknown mass to? The point is, does mass change with velocity? Your operation must be applied to a moving body. |
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