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Big Bang day !!
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Easy. A moving object has more mass from your point of view than if it's stationary relative to you.
But it has to be moving really really fast before the effect is noticeable. And it's just another way of saying that to get that extra 0.0000000001 closer to speed of light takes ever increasing energy for objects that have mass.Down with racism. Long live miscegenation!Comment
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Basically it means nothing changes with speed. You watch goes at the same rate and all the laws of physics remain the same, including your mass. But everyone else sees something different depending on their speed relative to you.Originally posted by ace00 View PostJust been off wiki'ng, from same article:
"Because the relativistic mass is just another name for the energy, it has gradually fallen into disuse [1].
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In special relativity, as in Lorentz's ether theory, an object that has a mass cannot travel at the speed of light. As the object approaches the speed of light, the object's energy and momentum increase without bound."
http://en.wikipedia.org/wiki/Mass_in_special_relativity

I don't understand. And that's just the words, forget about the formulas.Comment
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The modern view uses Momenergy, where rest mass is invariant and the magnitude of the 4 vector (E^2 & the 3 space dimensions of momentum). I think, bit rusty.Originally posted by NotAllThere View PostEasy. A moving object has more mass from your point of view than if it's stationary relative to you.
But it has to be moving really really fast before the effect is noticeable. And it's just another way of saying that to get that extra 0.0000000001 closer to speed of light takes ever increasing energy for objects that have mass.Comment
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I think you could add them by relativistic addition: U + V / (1+ UV/c^2), simplifying to 2U/(1+U^2/c^2) when both are equal. These numbers are too small for the calculator in Ubuntu, and I don't recall the 'non-explode calculator' approximations.Originally posted by NotAllThere View PostFrom our frame of reference, they'll be some 7500 heavier than their rest mass.
1 / ( SQRT ( 1 - 0.999999991^2 ) )
In the frame of reference of the proton, they'll be exactly as normal. Now, can anyone work out, in the frame of reference of the protons going anticlockwise, how fast with the clockwise ones be approaching, and what their relativistic mass will be?Comment
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"Never argue with stupid people, they will drag you down to their level and beat you with experience". Mark TwainComment
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That's a young looking Ewan McGregor, who I only recognise from the series "The long way around". Their feat was more watchable, though not as impressive, as the guy who recently cycled around the world on his own though.Comment
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Well, windows calculator seems to handle it ok.Originally posted by TimberWolf View PostI think you could add them by relativistic addition: U + V / (1+ UV/c^2), simplifying to 2U/(1+U^2/c^2) when both are equal. These numbers are too small for the calculator in Ubuntu, and I don't recall the 'non-explode calculator' approximations.
99.99999999999999594999996355% s.o.l which implies the relativistic mass is over 100 million times more than rest. Which gives the relativistic mass of an individual proton of around 1.85 x 10 ^ -19 kg.
But I could have made a mistake.Down with racism. Long live miscegenation!Comment
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It's easy to do when doing numbers like this in your head...IMOOriginally posted by NotAllThere View PostBut I could have made a mistake.
"If you can read this, thank a teacher....and since it's in English, thank a soldier"Comment
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"I hope Celtic realise that, if their team is good enough, they will win. If they're not good enough, they'll not win - and they can't look at anybody else, whether it is referees or any other influence." - Walter Smith
On them! On them! They fail!Comment
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