resurgance2001
- 197
- 9
It seems to me that it is very hard for scientists to be really impartial. I would love to believe that relativity is 'true'. It would be a great convenience. I am still a bit of a doubting Thomas at heart. I would like to be able to go on a plane with my own atomic clock and compare the times found with my Earth bound one after I've made a return trip to Thailand from Riyadh. I'd like to be able to do the maths to make the prediction as well.
Now most of that does now seem almost within reach. My prediction is that the clocks' times and my mathematically predicted times would be in very close agreement - whatever that means! At least the effect, time dilation would be observable.
Now to those who are already comfortably in the know - that might seem like a big so what? It isn't quite that though.
We see the evidence we want to see. Why is it that the world happens to be this way? It is extraordinary. But that is the point isn't it? The world is an extraordinary place!
I like to show my students simple transformers. Holding two coils roughly wound on U - shaped laminated cores and then putting them together and suddenly the light bulb lights up. I have to spen some time to really convince them that there is nothing in terms of actual bare cables joining the two coils. A small piece of cling film between the two cores usually does the trick. That is pure magic to me. It is the real world in front of us.
And now I can see something of the simple way (or not so) via Maxwell's equations it leads to ideas about time and space and the motion of the planets and stars - wow - how unified.
I found a chap called Paul Hewitt. He's been teaching physics in Haiwai for umpteen years and videos his lectures. Mostly he keeps the maths out of it and just tries to demonstrate the physical concepts. Inevitably there is some maths in it but my students who are much younger than the one's he is teaching love it.
I saw a couple of nights ago one of his videos on relativity. He approached the twin paradox using the dopler shift. I couldn't get it the first time I watched it because I was too bogged down with trying to make mental Lorentz transformations from one frame to the next. Now I think that I am beginning to catch on to how simple it really is.
The very fact that to understand the doppler shift for light is so much easier than to understand the doppler shift for sound - well that just appeals to my own lazy sensibilities. But it is true that many mathematicians will say that the essence of the best maths is that it is simple - like good old E = mc^2
Cheers
Peter
Now most of that does now seem almost within reach. My prediction is that the clocks' times and my mathematically predicted times would be in very close agreement - whatever that means! At least the effect, time dilation would be observable.
Now to those who are already comfortably in the know - that might seem like a big so what? It isn't quite that though.
We see the evidence we want to see. Why is it that the world happens to be this way? It is extraordinary. But that is the point isn't it? The world is an extraordinary place!
I like to show my students simple transformers. Holding two coils roughly wound on U - shaped laminated cores and then putting them together and suddenly the light bulb lights up. I have to spen some time to really convince them that there is nothing in terms of actual bare cables joining the two coils. A small piece of cling film between the two cores usually does the trick. That is pure magic to me. It is the real world in front of us.
And now I can see something of the simple way (or not so) via Maxwell's equations it leads to ideas about time and space and the motion of the planets and stars - wow - how unified.
I found a chap called Paul Hewitt. He's been teaching physics in Haiwai for umpteen years and videos his lectures. Mostly he keeps the maths out of it and just tries to demonstrate the physical concepts. Inevitably there is some maths in it but my students who are much younger than the one's he is teaching love it.
I saw a couple of nights ago one of his videos on relativity. He approached the twin paradox using the dopler shift. I couldn't get it the first time I watched it because I was too bogged down with trying to make mental Lorentz transformations from one frame to the next. Now I think that I am beginning to catch on to how simple it really is.
The very fact that to understand the doppler shift for light is so much easier than to understand the doppler shift for sound - well that just appeals to my own lazy sensibilities. But it is true that many mathematicians will say that the essence of the best maths is that it is simple - like good old E = mc^2
Cheers
Peter