does light travel at a straight line?



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Topic: Science > Physics
User: ""
Date: 22 Sep 2006 07:13:37 AM
Object: does light travel at a straight line?
hi
does light travel at a straight line? what's astronomy's 3D grid based
on?
I mean, does it assume light is straigtht? or graviton is straight?
.

User: "Sorcerer"

Title: Re: does light travel at a straight line? 22 Sep 2006 07:21:51 AM
<perltcl@yahoo.com> wrote in message
news:1158927217.701652.204620@e3g2000cwe.googlegroups.com...
| hi
|
| does light travel at a straight line?
No.
http://ww2010.atmos.uiuc.edu/(Gh)/guides/mtr/fw/gifs/coriolis.mov
.
User: ""

Title: Re: does light travel at a straight line? 22 Sep 2006 07:34:12 AM
Sorcerer wrote:

<perltcl@yahoo.com> wrote in message
news:1158927217.701652.204620@e3g2000cwe.googlegroups.com...
| hi
|
| does light travel at a straight line?

No.
http://ww2010.atmos.uiuc.edu/(Gh)/guides/mtr/fw/gifs/coriolis.mov

I wasn't talking about rotation... I was talking about light bent due
to gravity. (or the other way around)
.
User: "Sorcerer"

Title: Re: does light travel at a straight line? 22 Sep 2006 08:27:53 AM
<perltcl@yahoo.com> wrote in message
news:1158928452.118385.288790@m73g2000cwd.googlegroups.com...
|
| Sorcerer wrote:
| > <perltcl@yahoo.com> wrote in message
| > news:1158927217.701652.204620@e3g2000cwe.googlegroups.com...
| > | hi
| > |
| > | does light travel at a straight line?
| >
| > No.
| > http://ww2010.atmos.uiuc.edu/(Gh)/guides/mtr/fw/gifs/coriolis.mov
|
| I wasn't talking about rotation... I was talking about light bent due
| to gravity. (or the other way around)
|
I can't guess what you mean, I don't have the second sight.
I can only answer the question you asked.
Whatever planet you are from, all the local planets around here
(including the one I live on) rotate. Light doesn't travel in
a straight line for me, even if it does for you on your planet.
The devil is in the details.
http://www.androcles01.pwp.blueyonder.co.uk/Algol/Algol.htm
.
User: ""

Title: Re: does light travel at a straight line? 23 Sep 2006 06:40:32 AM
Sorcerer wrote:

<perltcl@yahoo.com> wrote in message
news:1158928452.118385.288790@m73g2000cwd.googlegroups.com...
|
| Sorcerer wrote:
| > <perltcl@yahoo.com> wrote in message
| > news:1158927217.701652.204620@e3g2000cwe.googlegroups.com...
| > | hi
| > |
| > | does light travel at a straight line?
| >
| > No.
| > http://ww2010.atmos.uiuc.edu/(Gh)/guides/mtr/fw/gifs/coriolis.mov
|
| I wasn't talking about rotation... I was talking about light bent due
| to gravity. (or the other way around)
|
I can't guess what you mean, I don't have the second sight.
I can only answer the question you asked.
Whatever planet you are from, all the local planets around here
(including the one I live on) rotate. Light doesn't travel in
a straight line for me, even if it does for you on your planet.
The devil is in the details.
http://www.androcles01.pwp.blueyonder.co.uk/Algol/Algol.htm

I still don't understand the connection. even if the all the planet are
not moving and rotating. light would still bend toward massive object,
right? I've looked at the video several times. nothing clicked.
.
User: "Sorcerer"

Title: Re: does light travel at a straight line? 23 Sep 2006 07:48:00 AM
<perltcl@yahoo.com> wrote in message
news:1159011632.781696.19380@b28g2000cwb.googlegroups.com...
|
| Sorcerer wrote:
| > <perltcl@yahoo.com> wrote in message
| > news:1158928452.118385.288790@m73g2000cwd.googlegroups.com...
| > |
| > | Sorcerer wrote:
| > | > <perltcl@yahoo.com> wrote in message
| > | > news:1158927217.701652.204620@e3g2000cwe.googlegroups.com...
| > | > | hi
| > | > |
| > | > | does light travel at a straight line?
| > | >
| > | > No.
| > | > http://ww2010.atmos.uiuc.edu/(Gh)/guides/mtr/fw/gifs/coriolis.mov
| > |
| > | I wasn't talking about rotation... I was talking about light bent due
| > | to gravity. (or the other way around)
| > |
| > I can't guess what you mean, I don't have the second sight.
| > I can only answer the question you asked.
| > Whatever planet you are from, all the local planets around here
| > (including the one I live on) rotate. Light doesn't travel in
| > a straight line for me, even if it does for you on your planet.
| > The devil is in the details.
| > http://www.androcles01.pwp.blueyonder.co.uk/Algol/Algol.htm
|
| I still don't understand the connection.
Well, you wouldn't... it requires intelligence.
| even if the all the planet are
| not moving and rotating.
That is not a sentence. When you've learned to communicate
in English we can progress your education but right now you
are trying to run before you can walk.
| light would still bend toward massive object,
| right? I've looked at the video several times. nothing clicked.
As I've told you, light curves just as you can SEE the ball does.
A fast ball curves less than a slow ball, that's all.
.



User: "Helmut Wabnig"

Title: Re: does light travel at a straight line? 22 Sep 2006 09:06:08 AM
On 22 Sep 2006 05:34:12 -0700,
wrote:


Sorcerer wrote:

<

> wrote in message
news:1158927217.701652.204620@e3g2000cwe.googlegroups.com...
| hi
|
| does light travel at a straight line?

No.
http://ww2010.atmos.uiuc.edu/(Gh)/guides/mtr/fw/gifs/coriolis.mov


I wasn't talking about rotation... I was talking about light bent due
to gravity. (or the other way around)

Define "straight line".
Sorceres's coriolis link should tell you something....
w.
.
User: "PD"

Title: Re: does light travel at a straight line? 22 Sep 2006 12:06:16 PM
Helmut Wabnig wrote:

On 22 Sep 2006 05:34:12 -0700,

wrote:


Sorcerer wrote:

<

> wrote in message
news:1158927217.701652.204620@e3g2000cwe.googlegroups.com...
| hi
|
| does light travel at a straight line?

No.
http://ww2010.atmos.uiuc.edu/(Gh)/guides/mtr/fw/gifs/coriolis.mov


I wasn't talking about rotation... I was talking about light bent due
to gravity. (or the other way around)


Define "straight line".

This is in fact the crucial question. Sounds easy to answer, but when
you get right down to it, there's a whole ton of murk to shovel away.
PD

Sorceres's coriolis link should tell you something....
w.

.
User: ""

Title: Re: does light travel at a straight line? 22 Sep 2006 02:45:39 PM
PD wrote:

Helmut Wabnig wrote:

On 22 Sep 2006 05:34:12 -0700,

wrote:


Sorcerer wrote:

<

> wrote in message
news:1158927217.701652.204620@e3g2000cwe.googlegroups.com...
| hi
|
| does light travel at a straight line?

No.
http://ww2010.atmos.uiuc.edu/(Gh)/guides/mtr/fw/gifs/coriolis.mov


I wasn't talking about rotation... I was talking about light bent due
to gravity. (or the other way around)


Define "straight line".


This is in fact the crucial question. Sounds easy to answer, but when
you get right down to it, there's a whole ton of murk to shovel away.

I don't understand the issue here. I mean either you choose light is
straight and work out how a massive planet should look like (maybe
flattened a little along the light) or the other way around.
this is just a choice right?


PD

Sorceres's coriolis link should tell you something....
w.

.
User: "PD"

Title: Re: does light travel at a straight line? 22 Sep 2006 03:17:31 PM
wrote:

PD wrote:

Helmut Wabnig wrote:

On 22 Sep 2006 05:34:12 -0700,

wrote:


Sorcerer wrote:

<

> wrote in message
news:1158927217.701652.204620@e3g2000cwe.googlegroups.com...
| hi
|
| does light travel at a straight line?

No.
http://ww2010.atmos.uiuc.edu/(Gh)/guides/mtr/fw/gifs/coriolis.mov


I wasn't talking about rotation... I was talking about light bent due
to gravity. (or the other way around)


Define "straight line".


This is in fact the crucial question. Sounds easy to answer, but when
you get right down to it, there's a whole ton of murk to shovel away.


I don't understand the issue here. I mean either you choose light is
straight and work out how a massive planet should look like (maybe
flattened a little along the light) or the other way around.
this is just a choice right?

Jumping too many steps again.
Just try answering Helmut's question: What is the definition of
"straight"? That is, how could you tell if a line was straight? Let's
not worry about whether it's photons or planetary orbits or whatever.
Just in general, how can you tell whether a line is straight?
PD



PD

Sorceres's coriolis link should tell you something....
w.

.
User: ""

Title: Re: does light travel at a straight line? 22 Sep 2006 03:25:11 PM
PD wrote:

wrote:

PD wrote:

Helmut Wabnig wrote:

On 22 Sep 2006 05:34:12 -0700,

wrote:


Sorcerer wrote:

<

> wrote in message
news:1158927217.701652.204620@e3g2000cwe.googlegroups.com...
| hi
|
| does light travel at a straight line?

No.
http://ww2010.atmos.uiuc.edu/(Gh)/guides/mtr/fw/gifs/coriolis.mov


I wasn't talking about rotation... I was talking about light bent due
to gravity. (or the other way around)


Define "straight line".


This is in fact the crucial question. Sounds easy to answer, but when
you get right down to it, there's a whole ton of murk to shovel away.


I don't understand the issue here. I mean either you choose light is
straight and work out how a massive planet should look like (maybe
flattened a little along the light) or the other way around.
this is just a choice right?


Jumping too many steps again.
Just try answering Helmut's question: What is the definition of
"straight"? That is, how could you tell if a line was straight? Let's
not worry about whether it's photons or planetary orbits or whatever.
Just in general, how can you tell whether a line is straight?

shortest distance.


PD



PD

Sorceres's coriolis link should tell you something....
w.

.
User: ""

Title: Re: does light travel at a straight line? 22 Sep 2006 03:55:23 PM
wrote:

PD wrote:

wrote:

PD wrote:

Helmut Wabnig wrote:

On 22 Sep 2006 05:34:12 -0700,

wrote:


Sorcerer wrote:

<

> wrote in message
news:1158927217.701652.204620@e3g2000cwe.googlegroups.com...
| hi
|
| does light travel at a straight line?

No.
http://ww2010.atmos.uiuc.edu/(Gh)/guides/mtr/fw/gifs/coriolis.mov


I wasn't talking about rotation... I was talking about light bent due
to gravity. (or the other way around)


Define "straight line".


This is in fact the crucial question. Sounds easy to answer, but when
you get right down to it, there's a whole ton of murk to shovel away.


I don't understand the issue here. I mean either you choose light is
straight and work out how a massive planet should look like (maybe
flattened a little along the light) or the other way around.
this is just a choice right?


Jumping too many steps again.
Just try answering Helmut's question: What is the definition of
"straight"? That is, how could you tell if a line was straight? Let's
not worry about whether it's photons or planetary orbits or whatever.
Just in general, how can you tell whether a line is straight?


shortest distance.

I really don't understand the issue here.
let's say gravity and light each live in their respected 4d frames.
so that's 8d in total.
but we only have one universe.
so we need to properly combine them in 4d again.
now let's collapse the time variable in both frames. so that's 7d left.
so all we need to do is a simple tranformation for (x,y,x) ->
(x',y',z') ,from gravity to light, adjusted according light is straight
assumption.
I just have to calculate what the 3 by 3 matrix looks like, if it's a
linear transformation.
so what's the big issue?



PD



PD

Sorceres's coriolis link should tell you something....
w.

.
User: "PD"

Title: Re: does light travel at a straight line? 22 Sep 2006 04:01:05 PM
wrote:

wrote:

PD wrote:

wrote:

PD wrote:

Helmut Wabnig wrote:

On 22 Sep 2006 05:34:12 -0700,

wrote:


Sorcerer wrote:

<

> wrote in message
news:1158927217.701652.204620@e3g2000cwe.googlegroups.com...
| hi
|
| does light travel at a straight line?

No.
http://ww2010.atmos.uiuc.edu/(Gh)/guides/mtr/fw/gifs/coriolis.mov


I wasn't talking about rotation... I was talking about light bent due
to gravity. (or the other way around)


Define "straight line".


This is in fact the crucial question. Sounds easy to answer, but when
you get right down to it, there's a whole ton of murk to shovel away.


I don't understand the issue here. I mean either you choose light is
straight and work out how a massive planet should look like (maybe
flattened a little along the light) or the other way around.
this is just a choice right?


Jumping too many steps again.
Just try answering Helmut's question: What is the definition of
"straight"? That is, how could you tell if a line was straight? Let's
not worry about whether it's photons or planetary orbits or whatever.
Just in general, how can you tell whether a line is straight?


shortest distance.


I really don't understand the issue here.
let's say gravity and light each live in their respected 4d frames.
so that's 8d in total.
but we only have one universe.
so we need to properly combine them in 4d again.
now let's collapse the time variable in both frames. so that's 7d left.

Whoa, hoss. You say that the time variable is common for light and
gravity, but you say that the x, y, and z variables are NOT common for
light and gravity? Why?

so all we need to do is a simple tranformation for (x,y,x) ->
(x',y',z') ,from gravity to light, adjusted according light is straight
assumption.
I just have to calculate what the 3 by 3 matrix looks like, if it's a
linear transformation.
so what's the big issue?



PD



PD

Sorceres's coriolis link should tell you something....
w.

.
User: ""

Title: Re: does light travel at a straight line? 22 Sep 2006 04:18:37 PM
PD wrote:

perl...@yahoo.com wrote:

wrote:

PD wrote:

wrote:

PD wrote:

Helmut Wabnig wrote:

On 22 Sep 2006 05:34:12 -0700,

wrote:


Sorcerer wrote:

<

> wrote in message
news:1158927217.701652.204620@e3g2000cwe.googlegroups.com...
| hi
|
| does light travel at a straight line?

No.
http://ww2010.atmos.uiuc.edu/(Gh)/guides/mtr/fw/gifs/coriolis.mov


I wasn't talking about rotation... I was talking about light bent due
to gravity. (or the other way around)


Define "straight line".


This is in fact the crucial question. Sounds easy to answer, but when
you get right down to it, there's a whole ton of murk to shovel away.


I don't understand the issue here. I mean either you choose light is
straight and work out how a massive planet should look like (maybe
flattened a little along the light) or the other way around.
this is just a choice right?


Jumping too many steps again.
Just try answering Helmut's question: What is the definition of
"straight"? That is, how could you tell if a line was straight? Let's
not worry about whether it's photons or planetary orbits or whatever.
Just in general, how can you tell whether a line is straight?


shortest distance.


I really don't understand the issue here.
let's say gravity and light each live in their respected 4d frames.
so that's 8d in total.
but we only have one universe.
so we need to properly combine them in 4d again.
now let's collapse the time variable in both frames. so that's 7d left.


Whoa, hoss. You say that the time variable is common for light and
gravity, but you say that the x, y, and z variables are NOT common for
light and gravity? Why?

because I haven't decided which frame I'm going to use as referrence.
(or which one I'm living in)


so all we need to do is a simple tranformation for (x,y,x) ->
(x',y',z') ,from gravity to light, adjusted according light is straight
assumption.
I just have to calculate what the 3 by 3 matrix looks like, if it's a
linear transformation.
so what's the big issue?



PD



PD

Sorceres's coriolis link should tell you something....
w.

.
User: ""

Title: Re: does light travel at a straight line? 22 Sep 2006 04:30:23 PM
wrote:

PD wrote:

perl...@yahoo.com wrote:

wrote:

PD wrote:

wrote:

PD wrote:

Helmut Wabnig wrote:

On 22 Sep 2006 05:34:12 -0700,

wrote:


Sorcerer wrote:

<

> wrote in message
news:1158927217.701652.204620@e3g2000cwe.googlegroups.com...
| hi
|
| does light travel at a straight line?

No.
http://ww2010.atmos.uiuc.edu/(Gh)/guides/mtr/fw/gifs/coriolis.mov


I wasn't talking about rotation... I was talking about light bent due
to gravity. (or the other way around)


Define "straight line".


This is in fact the crucial question. Sounds easy to answer, but when
you get right down to it, there's a whole ton of murk to shovel away.


I don't understand the issue here. I mean either you choose light is
straight and work out how a massive planet should look like (maybe
flattened a little along the light) or the other way around.
this is just a choice right?


Jumping too many steps again.
Just try answering Helmut's question: What is the definition of
"straight"? That is, how could you tell if a line was straight? Let's
not worry about whether it's photons or planetary orbits or whatever.
Just in general, how can you tell whether a line is straight?


shortest distance.


I really don't understand the issue here.
let's say gravity and light each live in their respected 4d frames.
so that's 8d in total.
but we only have one universe.
so we need to properly combine them in 4d again.
now let's collapse the time variable in both frames. so that's 7d left.


Whoa, hoss. You say that the time variable is common for light and
gravity, but you say that the x, y, and z variables are NOT common for
light and gravity? Why?


because I haven't decided which frame I'm going to use as referrence.
(or which one I'm living in)

I will take some time to read through all the pages offered, before I
post again. thanks.
There is too much information right now.




so all we need to do is a simple tranformation for (x,y,x) ->
(x',y',z') ,from gravity to light, adjusted according light is straight
assumption.
I just have to calculate what the 3 by 3 matrix looks like, if it's a
linear transformation.
so what's the big issue?



PD



PD

Sorceres's coriolis link should tell you something....
w.

.
User: ""

Title: Re: does light travel at a straight line? 22 Sep 2006 07:49:12 PM
wrote:

wrote:

PD wrote:

perl...@yahoo.com wrote:

wrote:

PD wrote:

wrote:

PD wrote:

Helmut Wabnig wrote:

On 22 Sep 2006 05:34:12 -0700,

wrote:


Sorcerer wrote:

<

> wrote in message
news:1158927217.701652.204620@e3g2000cwe.googlegroups.com...
| hi
|
| does light travel at a straight line?

No.
http://ww2010.atmos.uiuc.edu/(Gh)/guides/mtr/fw/gifs/coriolis.mov


I wasn't talking about rotation... I was talking about light bent due
to gravity. (or the other way around)


Define "straight line".


This is in fact the crucial question. Sounds easy to answer, but when
you get right down to it, there's a whole ton of murk to shovel away.


I don't understand the issue here. I mean either you choose light is
straight and work out how a massive planet should look like (maybe
flattened a little along the light) or the other way around.
this is just a choice right?


Jumping too many steps again.
Just try answering Helmut's question: What is the definition of
"straight"? That is, how could you tell if a line was straight? Let's
not worry about whether it's photons or planetary orbits or whatever.
Just in general, how can you tell whether a line is straight?


shortest distance.


I really don't understand the issue here.
let's say gravity and light each live in their respected 4d frames.
so that's 8d in total.
but we only have one universe.
so we need to properly combine them in 4d again.
now let's collapse the time variable in both frames. so that's 7d left.


Whoa, hoss. You say that the time variable is common for light and
gravity, but you say that the x, y, and z variables are NOT common for
light and gravity? Why?


because I haven't decided which frame I'm going to use as referrence.
(or which one I'm living in)


I will take some time to read through all the pages offered, before I
post again. thanks.
There is too much information right now.

Ok, I recall from physics 101, that any observer measures the speed of
light as c.
so, that's the only constraint.
so for any photon that travels at whatever weird path and speed, we
define the general function as f(x,y,z,t).
and we need d/dt f(x,y,z,t)=c (always), and that implies =>
f(x,y,z,t)=ct+g(x,y,z)+d
since we didn't say anything about speed of photon but we have a
function that always gives the speed of light as c. so basically that's
the same as any observer measuring the speed of light as c.
and we have total choice over how g(x,y,z) can look like, fitting a
curve should be easy.
so what's the issue?





so all we need to do is a simple tranformation for (x,y,x) ->
(x',y',z') ,from gravity to light, adjusted according light is straight
assumption.
I just have to calculate what the 3 by 3 matrix looks like, if it's a
linear transformation.
so what's the big issue?



PD



PD

Sorceres's coriolis link should tell you something....
w.

.
User: ""

Title: Re: does light travel at a straight line? 23 Sep 2006 07:06:23 AM
wrote:

wrote:

wrote:

PD wrote:

perl...@yahoo.com wrote:

wrote:

PD wrote:

wrote:

PD wrote:

Helmut Wabnig wrote:

On 22 Sep 2006 05:34:12 -0700,

wrote:


Sorcerer wrote:

<

> wrote in message
news:1158927217.701652.204620@e3g2000cwe.googlegroups.com...
| hi
|
| does light travel at a straight line?

No.
http://ww2010.atmos.uiuc.edu/(Gh)/guides/mtr/fw/gifs/coriolis.mov


I wasn't talking about rotation... I was talking about light bent due
to gravity. (or the other way around)


Define "straight line".


This is in fact the crucial question. Sounds easy to answer, but when
you get right down to it, there's a whole ton of murk to shovel away.


I don't understand the issue here. I mean either you choose light is
straight and work out how a massive planet should look like (maybe
flattened a little along the light) or the other way around.
this is just a choice right?


Jumping too many steps again.
Just try answering Helmut's question: What is the definition of
"straight"? That is, how could you tell if a line was straight? Let's
not worry about whether it's photons or planetary orbits or whatever.
Just in general, how can you tell whether a line is straight?


shortest distance.


I really don't understand the issue here.
let's say gravity and light each live in their respected 4d frames.
so that's 8d in total.
but we only have one universe.
so we need to properly combine them in 4d again.
now let's collapse the time variable in both frames. so that's 7d left.


Whoa, hoss. You say that the time variable is common for light and
gravity, but you say that the x, y, and z variables are NOT common for
light and gravity? Why?


because I haven't decided which frame I'm going to use as referrence.
(or which one I'm living in)


I will take some time to read through all the pages offered, before I
post again. thanks.
There is too much information right now.


Ok, I recall from physics 101, that any observer measures the speed of
light as c.
so, that's the only constraint.
so for any photon that travels at whatever weird path and speed, we
define the general function as f(x,y,z,t).
and we need d/dt f(x,y,z,t)=c (always), and that implies =>
f(x,y,z,t)=ct+g(x,y,z)+d
since we didn't say anything about speed of photon but we have a
function that always gives the speed of light as c. so basically that's
the same as any observer measuring the speed of light as c.

and we have total choice over how g(x,y,z) can look like, fitting a
curve should be easy.

I better rewrite this in physics langauge as: you can simply newton's
force on g(x,y,z) (first give photon a mass). everything should be
fine.

so what's the issue?





so all we need to do is a simple tranformation for (x,y,x) ->
(x',y',z') ,from gravity to light, adjusted according light is straight
assumption.
I just have to calculate what the 3 by 3 matrix looks like, if it's a
linear transformation.
so what's the big issue?



PD



PD

Sorceres's coriolis link should tell you something....
w.

.
User: "G=EMC^2 Glazier"

Title: Re: does light travel at a straight line? 23 Sep 2006 07:22:27 AM
NO Bert
.







User: "PD"

Title: Re: does light travel at a straight line? 22 Sep 2006 03:49:30 PM
wrote:

PD wrote:

wrote:

PD wrote:

Helmut Wabnig wrote:

On 22 Sep 2006 05:34:12 -0700,

wrote:


Sorcerer wrote:

<

> wrote in message
news:1158927217.701652.204620@e3g2000cwe.googlegroups.com...
| hi
|
| does light travel at a straight line?

No.
http://ww2010.atmos.uiuc.edu/(Gh)/guides/mtr/fw/gifs/coriolis.mov


I wasn't talking about rotation... I was talking about light bent due
to gravity. (or the other way around)


Define "straight line".


This is in fact the crucial question. Sounds easy to answer, but when
you get right down to it, there's a whole ton of murk to shovel away.


I don't understand the issue here. I mean either you choose light is
straight and work out how a massive planet should look like (maybe
flattened a little along the light) or the other way around.
this is just a choice right?


Jumping too many steps again.
Just try answering Helmut's question: What is the definition of
"straight"? That is, how could you tell if a line was straight? Let's
not worry about whether it's photons or planetary orbits or whatever.
Just in general, how can you tell whether a line is straight?


shortest distance.

Unfortunately, that only works in a Euclidean space, which means that
all of the contributions to the invariant distance from the different
dimensions have plus signs between them.
ds^2 = dx^2 + dy^2 + dz^2 +...
But that will *not* work in a space where the invariant distance has
some contributions with plus signs and some with minus signs.
ds^2 = dt^2 - dx^2 - dy^2 - dz^2 - ...
In the latter case, the straightest line might well have the *longest*
distance between two points. (This is the explanation for the so-called
"twin paradox", by the way.)
For centuries we thought that we lived in world like the former. We
don't. We live in a world like the latter.
PD



PD



PD

Sorceres's coriolis link should tell you something....
w.

.
User: ""

Title: Re: does light travel at a straight line? 23 Sep 2006 06:44:29 AM
PD wrote:

wrote:

PD wrote:

wrote:

PD wrote:

Helmut Wabnig wrote:

On 22 Sep 2006 05:34:12 -0700,

wrote:


Sorcerer wrote:

<

> wrote in message
news:1158927217.701652.204620@e3g2000cwe.googlegroups.com...
| hi
|
| does light travel at a straight line?

No.
http://ww2010.atmos.uiuc.edu/(Gh)/guides/mtr/fw/gifs/coriolis.mov


I wasn't talking about rotation... I was talking about light bent due
to gravity. (or the other way around)


Define "straight line".


This is in fact the crucial question. Sounds easy to answer, but when
you get right down to it, there's a whole ton of murk to shovel away.


I don't understand the issue here. I mean either you choose light is
straight and work out how a massive planet should look like (maybe
flattened a little along the light) or the other way around.
this is just a choice right?


Jumping too many steps again.
Just try answering Helmut's question: What is the definition of
"straight"? That is, how could you tell if a line was straight? Let's
not worry about whether it's photons or planetary orbits or whatever.
Just in general, how can you tell whether a line is straight?


shortest distance.


Unfortunately, that only works in a Euclidean space, which means that
all of the contributions to the invariant distance from the different
dimensions have plus signs between them.
ds^2 = dx^2 + dy^2 + dz^2 +...

But that will *not* work in a space where the invariant distance has
some contributions with plus signs and some with minus signs.
ds^2 = dt^2 - dx^2 - dy^2 - dz^2 - ...

why do you define distance in this way (not only with t, but also with
minus signs)? what kind of constraint made you do this?
the only constraint from special relativity is speed of light is C. for
everyone.
what kind of consideration made you redefine distance that way?


In the latter case, the straightest line might well have the *longest*
distance between two points. (This is the explanation for the so-called
"twin paradox", by the way.)

For centuries we thought that we lived in world like the former. We
don't. We live in a world like the latter.

PD




PD



PD

Sorceres's coriolis link should tell you something....
w.

.
User: "Greg Neill"

Title: Re: does light travel at a straight line? 23 Sep 2006 09:15:38 AM
<perltcl@yahoo.com> wrote in message
news:1159011869.013923.185740@m73g2000cwd.googlegroups.com...


PD wrote:


Unfortunately, that only works in a Euclidean space, which means that
all of the contributions to the invariant distance from the different
dimensions have plus signs between them.
ds^2 = dx^2 + dy^2 + dz^2 +...

But that will *not* work in a space where the invariant distance has
some contributions with plus signs and some with minus signs.
ds^2 = dt^2 - dx^2 - dy^2 - dz^2 - ...


why do you define distance in this way (not only with t, but also with
minus signs)? what kind of constraint made you do this?
the only constraint from special relativity is speed of light is C. for
everyone.
what kind of consideration made you redefine distance that way?

Because it turns out that what is called the invariant
distance in the universe in which we live has the form
ds^2 = dt^2 - dx^2 - dy^2 - dz^2
and follows from Relativity. In other words, this
equation matches reality, while the Euclidean version
doesn't.
.

User: "srp"

Title: Re: does light travel at a straight line? 23 Sep 2006 11:48:29 AM
a écrit :

PD wrote:

wrote:

PD wrote:

wrote:

PD wrote:

Helmut Wabnig wrote:

On 22 Sep 2006 05:34:12 -0700,

wrote:

Sorcerer wrote:

<

> wrote in message
news:1158927217.701652.204620@e3g2000cwe.googlegroups.com...
| hi
|
| does light travel at a straight line?

No.
http://ww2010.atmos.uiuc.edu/(Gh)/guides/mtr/fw/gifs/coriolis.mov

I wasn't talking about rotation... I was talking about light bent due
to gravity. (or the other way around)

Define "straight line".

This is in fact the crucial question. Sounds easy to answer, but when
you get right down to it, there's a whole ton of murk to shovel away.

I don't understand the issue here. I mean either you choose light is
straight and work out how a massive planet should look like (maybe
flattened a little along the light) or the other way around.
this is just a choice right?

Jumping too many steps again.
Just try answering Helmut's question: What is the definition of
"straight"? That is, how could you tell if a line was straight? Let's
not worry about whether it's photons or planetary orbits or whatever.
Just in general, how can you tell whether a line is straight?

shortest distance.

Unfortunately, that only works in a Euclidean space, which means that
all of the contributions to the invariant distance from the different
dimensions have plus signs between them.
ds^2 = dx^2 + dy^2 + dz^2 +...

But that will *not* work in a space where the invariant distance has
some contributions with plus signs and some with minus signs.
ds^2 = dt^2 - dx^2 - dy^2 - dz^2 - ...


why do you define distance in this way (not only with t, but also with
minus signs)? what kind of constraint made you do this?
the only constraint from special relativity is speed of light is C. for
everyone.
what kind of consideration made you redefine distance that way?

Some physicists like to really complicate things for first contact
students.
In their explanation, they simply present the case as if
General Relativity spacetime curvature was a given in physical reality,
which is far from certain, and even disputed by a rather large segment
of the physics community.
Your view is correct. Your definition of a Euclidian straight line is
correct, and really applies. To understand what they say, simply
consider that what they call a "straight line" in context simply is
the naturally curved trajectory that any photon will have in reality
under the influence of the various masses spread out in the universe
as seen from the GR perspective. It can go from Euclidian straight
to extreme curvature.
Actually, light photons would travel in a straight line, as you see
it, if there were no masses in the universe to force their trajectories
to be deflected.
Your best bet to understand all this is to get hold of a good entry
level physics book, like one of the many Halliday & Resnick "Physics"
versions that float about (stay clear of the last edition in book
stores, outrageously priced, and very badly chopped off compared
to the older versions.
Once you have mastered the basics from one such source, you will
easily put in perspective the relativistic stuff that these guys
are dumping on you.
André Michaud
.
User: "Greg Neill"

Title: Re: does light travel at a straight line? 23 Sep 2006 01:31:20 PM
"srp" <srp2@globetrotter.net> wrote in message
news:45156597.10600@globetrotter.net...

Some physicists like to really complicate things for first contact
students.

In their explanation, they simply present the case as if
General Relativity spacetime curvature was a given in physical reality,
which is far from certain, and even disputed by a rather large segment
of the physics community.

Large compared to what?
.
User: "Sorcerer"

Title: Re: does light travel at a straight line? 23 Sep 2006 03:21:16 PM
"Greg Neill" <gneillREM@OVEnetcom.ca> wrote in message
news:45157bc7$0$31617$9a6e19ea@news.newshosting.com...
| "srp" <srp2@globetrotter.net> wrote in message
| news:45156597.10600@globetrotter.net...
|
| > Some physicists like to really complicate things for first contact
| > students.
| >
| > In their explanation, they simply present the case as if
| > General Relativity spacetime curvature was a given in physical reality,
| > which is far from certain, and even disputed by a rather large segment
| > of the physics community.
|
| Large compared to what?
|
The smaller segment, of course. Duh...
.


User: "Igor"

Title: Re: does light travel at a straight line? 24 Sep 2006 01:04:45 PM
srp wrote:


Some physicists like to really complicate things for first contact
students.

In their explanation, they simply present the case as if
General Relativity spacetime curvature was a given in physical reality,
which is far from certain, and even disputed by a rather large segment
of the physics community.

On the contrary, GR has an entire mountain of evidence to support it.
Name one observation that has contradicted GR? Or name just one
physicist out of that so-called "rather large segment" that disputes it?
.
User: "Sorcerer"

Title: Re: does light travel at a straight line? 24 Sep 2006 03:53:40 PM
"Igor" <thoovler@excite.com> wrote in message
news:1159121085.626026.324320@m73g2000cwd.googlegroups.com...
|
| srp wrote:
| >
| > Some physicists like to really complicate things for first contact
| > students.
| >
| > In their explanation, they simply present the case as if
| > General Relativity spacetime curvature was a given in physical reality,
| > which is far from certain, and even disputed by a rather large segment
| > of the physics community.
|
| On the contrary, GR has an entire mountain of evidence to support it.
So do Ptolemy's epicycles and the Flat Earth Society, fuckhead.
.

User: "srp"

Title: Re: does light travel at a straight line? 24 Sep 2006 02:18:25 PM
Igor a écrit :

srp wrote:

Some physicists like to really complicate things for first contact
students.

In their explanation, they simply present the case as if
General Relativity spacetime curvature was a given in physical reality,
which is far from certain, and even disputed by a rather large segment
of the physics community.


On the contrary, GR has an entire mountain of evidence to support it.

Sure. So did CM before relativity became popular. So did geocentrism
before heliocentrism became popular. The list of past theories for
which there were mountains of evidence is endless... until more
data was gathered that couldn't be reconciled.

Name one observation that has contradicted GR?

Easy. I could name even two:
The "so-called" anomaly of the Pioneer 10 and 11 crafts on their
hyperbolic trajectories.
The "so-called" anomaly of the spin slowing down of both crafts
about their rotation axis.
I say "so-called" because obviously, there is an explanation, since
the real laws of nature are physically at play here.
The problem with GR in the first case is that no inertial hyperbolic
trajectories in a gravitational field had been observed prior to GR
being defined so its particulars could not have been taken account
of.
As for the second one, the problem runs even deeper. Related to
the centuries old strange notion that circular motion involves no
work (no expenditure of energy).

Or name just one physicist out of that so-called "rather large
segment" that disputes it?

Easy also, there is even one on this ng. His name is Gisse if I
recall, so feel free to argue the point with him at will. Many others
have recently aired reservation on this very ng. Almost every month,
magazine articles and books come out talking of the dead end physics
has been in for decades.
Simple logic shows that if it couldn't be reconciled with QM at any
level despite the best efforts of countless leading edge physicists
for the past 80 years, there is bound to be something amiss with it,
since QM is definitely unassailable even as it stands.
All of those researchers were not ignorants.
If the square peg couldn't be fitted into the round hole for so long,
shouldn't it be time to consider a change of peg ?
André Michaud
.
User: "Igor"

Title: Re: does light travel at a straight line? 24 Sep 2006 03:09:59 PM
srp wrote:

Igor a =E9crit :

srp wrote:

Some physicists like to really complicate things for first contact
students.

In their explanation, they simply present the case as if
General Relativity spacetime curvature was a given in physical reality,
which is far from certain, and even disputed by a rather large segment
of the physics community.


On the contrary, GR has an entire mountain of evidence to support it.


Sure. So did CM before relativity became popular. So did geocentrism
before heliocentrism became popular. The list of past theories for
which there were mountains of evidence is endless... until more
data was gathered that couldn't be reconciled.

Name one observation that has contradicted GR?


Easy. I could name even two:

The "so-called" anomaly of the Pioneer 10 and 11 crafts on their
hyperbolic trajectories.

The "so-called" anomaly of the spin slowing down of both crafts
about their rotation axis.

I say "so-called" because obviously, there is an explanation, since
the real laws of nature are physically at play here.

Why is it just the Pioneers and not the outer planets that are
experiencing this effect? This is the main reason that most consider
this logisitical problems with the spacecraft themselves. The way I
understand it, some people have recently rescued the media containing
the Pioneer flight data just before it was about to be destroyed. They
want to reconstruct the flights to see exactly where they started to
deviate. What would really be interesting is if they are never able to
determine any particular events on the spacecraft that contributed.
But the jury's still out on this one, as interesting as it might be.

The problem with GR in the first case is that no inertial hyperbolic
trajectories in a gravitational field had been observed prior to GR
being defined so its particulars could not have been taken account
of.

As for the second one, the problem runs even deeper. Related to
the centuries old strange notion that circular motion involves no
work (no expenditure of energy).

Why is it such a strange notion and how does it relate to GR? It might
be interesting philosophically, but work has a precise physical
definition. No real mystery there.

Or name just one physicist out of that so-called "rather large
segment" that disputes it?


Easy also, there is even one on this ng. His name is Gisse if I
recall, so feel free to argue the point with him at will. Many others
have recently aired reservation on this very ng. Almost every month,
magazine articles and books come out talking of the dead end physics
has been in for decades.

Simple logic shows that if it couldn't be reconciled with QM at any
level despite the best efforts of countless leading edge physicists
for the past 80 years, there is bound to be something amiss with it,
since QM is definitely unassailable even as it stands.

I would be the last to argue that GR was complete as a scientific
theory. Far from it. But I was talking about disputing the theory on
the grounds that there are observations that contradict it. Everytime
you turn around, someone is claiming that new observations contradict
relativity, when in reality they don't. Cosmological discoveries are
rife with this. Fortunately, the right hand side of Einstein's
equations are very flexable and very accomodating to new discoveries,
as was the case with accelerated expansion. If someone were able to
find something that doesn't fit into the left hand side, now we're
talking.

All of those researchers were not ignorants.

If the square peg couldn't be fitted into the round hole for so long,
shouldn't it be time to consider a change of peg ?

I agree, but certainly any new theory would have to have GR as a
limiting case, just as GR reduces to Newtonian gravity.
.
User: "srp"

Title: Re: does light travel at a straight line? 24 Sep 2006 03:57:31 PM
Igor a écrit :

srp wrote:

Igor a écrit :

srp wrote:

Some physicists like to really complicate things for first contact
students.

In their explanation, they simply present the case as if
General Relativity spacetime curvature was a given in physical reality,
which is far from certain, and even disputed by a rather large segment
of the physics community.

On the contrary, GR has an entire mountain of evidence to support it.

Sure. So did CM before relativity became popular. So did geocentrism
before heliocentrism became popular. The list of past theories for
which there were mountains of evidence is endless... until more
data was gathered that couldn't be reconciled.

Name one observation that has contradicted GR?

Easy. I could name even two:

The "so-called" anomaly of the Pioneer 10 and 11 crafts on their
hyperbolic trajectories.

The "so-called" anomaly of the spin slowing down of both crafts
about their rotation axis.

I say "so-called" because obviously, there is an explanation, since
the real laws of nature are physically at play here.


Why is it just the Pioneers and not the outer planets that are
experiencing this effect?

Because the outer planets are not on hyperbolic escape trajectories,
the only type of inertial trajectories that could not be studied
before the space age.
To my knowledge both Pioneers are the only bodies in existence that
we weighed before launch that then were set on inertial hyperbolic
escape trajectories and from which we have for long periods been
able to Doppler analyze the trajectories.

This is the main reason that most consider this logisitical problems
with the spacecraft themselves.

I for one see a difference between the two types of trajectories.
One difference being that we currently have no way to directly weigh
the planets.

The way I understand it, some people have recently rescued the media
containing the Pioneer flight data just before it was about to be
destroyed. They want to reconstruct the flights to see exactly where
they started to deviate.

Interesting. I hope measures will now be taken for that data to be
preserved forever.

What would really be interesting is if they
are never able to determine any particular events on the spacecraft
that contributed.

Absolutely.

But the jury's still out on this one, as interesting as it might be.

Looking forward to the outcome.

The problem with GR in the first case is that no inertial hyperbolic
trajectories in a gravitational field had been observed prior to GR
being defined so its particulars could not have been taken account
of.

As for the second one, the problem runs even deeper. Related to
the centuries old strange notion that circular motion involves no
work (no expenditure of energy).


Why is it such a strange notion and how does it relate to GR?

Not related to GR really. Just came to mind since this is a second
"unexplained anomaly" related to the Pioneers.

It might be interesting philosophically, but work has a precise
physical definition. No real mystery there.

It has a precise CM definition yes. Conceived of considering macroscopic
bodie as being solid. The fact being that any body mechanically set in
rotating motion is made up of elementary particles animated with
uncompensated circular change in trajectories.
Strange in my view that no energy would be used up to actualize that
change. Contrary to 2nd law of Thermo in my view.

Or name just one physicist out of that so-called "rather large
segment" that disputes it?

Easy also, there is even one on this ng. His name is Gisse if I
recall, so feel free to argue the point with him at will. Many others
have recently aired reservation on this very ng. Almost every month,
magazine articles and books come out talking of the dead end physics
has been in for decades.

Simple logic shows that if it couldn't be reconciled with QM at any
level despite the best efforts of countless leading edge physicists
for the past 80 years, there is bound to be something amiss with it,
since QM is definitely unassailable even as it stands.


I would be the last to argue that GR was complete as a scientific
theory. Far from it. But I was talking about disputing the theory on
the grounds that there are observations that contradict it. Everytime
you turn around, someone is claiming that new observations contradict
relativity, when in reality they don't.

Well, the Pioneer case certainly seems a very consistant prod in GR's
ribs, no?

Cosmological discoveries are rife with this. Fortunately, the right
hand side of Einstein's equations are very flexable and very accomodating
to new discoveries, as was the case with accelerated expansion. If
someone were able to find something that doesn't fit into the left hand
side, now we're talking.

Agreed. Or if the whole question was reconsidered on an entirely
different basis possibly. The future will tell.

All of those researchers were not ignorants.

If the square peg couldn't be fitted into the round hole for so long,
shouldn't it be time to consider a change of peg ?


I agree, but certainly any new theory would have to have GR as a
limiting case, just as GR reduces to Newtonian gravity.

As a limiting case ?! Hmm. I would say that GR could become a more
restricted case of such new theory, just like CM is a more restricted
case of GR. Or maybe this is what you mean. If so, I agree.
André Michaud
.
User: "Igor"

Title: Re: does light travel at a straight line? 25 Sep 2006 11:02:57 AM
srp wrote:

Igor a =E9crit :

srp wrote:

Igor a =E9crit :

srp wrote:

Some physicists like to really complicate things for first contact
students.

In their explanation, they simply present the case as if
General Relativity spacetime curvature was a given in physical reali=

ty,

which is far from certain, and even disputed by a rather large segme=

nt

of the physics community.

On the contrary, GR has an entire mountain of evidence to support it.

Sure. So did CM before relativity became popular. So did geocentrism
before heliocentrism became popular. The list of past theories for
which there were mountains of evidence is endless... until more
data was gathered that couldn't be reconciled.

Name one observation that has contradicted GR?

Easy. I could name even two:

The "so-called" anomaly of the Pioneer 10 and 11 crafts on their
hyperbolic trajectories.

The "so-called" anomaly of the spin slowing down of both crafts
about their rotation axis.

I say "so-called" because obviously, there is an explanation, since
the real laws of nature are physically at play here.


Why is it just the Pioneers and not the outer planets that are
experiencing this effect?


Because the outer planets are not on hyperbolic escape trajectories,
the only type of inertial trajectories that could not be studied
before the space age.

To my knowledge both Pioneers are the only bodies in existence that
we weighed before launch that then were set on inertial hyperbolic
escape trajectories and from which we have for long periods been
able to Doppler analyze the trajectories.

This is the main reason that most consider this logisitical problems
with the spacecraft themselves.


I for one see a difference between the two types of trajectories.
One difference being that we currently have no way to directly weigh
the planets.

The way I understand it, some people have recently rescued the media
containing the Pioneer flight data just before it was about to be
destroyed. They want to reconstruct the flights to see exactly where
they started to deviate.


Interesting. I hope measures will now be taken for that data to be
preserved forever.

What would really be interesting is if they
are never able to determine any particular events on the spacecraft
that contributed.


Absolutely.

But the jury's still out on this one, as interesting as it might be.


Looking forward to the outcome.

The problem with GR in the first case is that no inertial hyperbolic
trajectories in a gravitational field had been observed prior to GR
being defined so its particulars could not have been taken account
of.

As for the second one, the problem runs even deeper. Related to
the centuries old strange notion that circular motion involves no
work (no expenditure of energy).


Why is it such a strange notion and how does it relate to GR?


Not related to GR really. Just came to mind since this is a second
"unexplained anomaly" related to the Pioneers.

It might be interesting philosophically, but work has a precise
physical definition. No real mystery there.


It has a precise CM definition yes. Conceived of considering macroscopic
bodie as being solid. The fact being that any body mechanically set in
rotating motion is made up of elementary particles animated with
uncompensated circular change in trajectories.

Strange in my view that no energy would be used up to actualize that
change. Contrary to 2nd law of Thermo in my view.

No energy is necessary to maintain an elliptical orbit, either.
Although a finite expenditure is usually necessary to get there.

Or name just one physicist out of that so-called "rather large
segment" that disputes it?

Easy also, there is even one on this ng. His name is Gisse if I
recall, so feel free to argue the point with him at will. Many others
have recently aired reservation on this very ng. Almost every month,
magazine articles and books come out talking of the dead end physics
has been in for decades.

Simple logic shows that if it couldn't be reconciled with QM at any
level despite the best efforts of countless leading edge physicists
for the past 80 years, there is bound to be something amiss with it,
since QM is definitely unassailable even as it stands.


I would be the last to argue that GR was complete as a scientific
theory. Far from it. But I was talking about disputing the theory on
the grounds that there are observations that contradict it. Everytime
you turn around, someone is claiming that new observations contradict
relativity, when in reality they don't.


Well, the Pioneer case certainly seems a very consistant prod in GR's
ribs, no?

Personally, I'm not sure there's actually a problem. But if there is,
then it's something that reflects not just on GR, but classical
Newtonian gravity as well, since this is occuring far from the sun
where GR has long ago melded into classical theory.
.
User: "srp"

Title: Re: does light travel at a straight line? 25 Sep 2006 11:30:33 AM
Igor a écrit :

srp wrote:

Igor a écrit :

srp wrote:

Igor a écrit :

srp wrote:

Some physicists like to really complicate things for first contact
students.

In their explanation, they simply present the case as if
General Relativity spacetime curvature was a given in physical reality,
which is far from certain, and even disputed by a rather large segment
of the physics community.

On the contrary, GR has an entire mountain of evidence to support it.

Sure. So did CM before relativity became popular. So did geocentrism
before heliocentrism became popular. The list of past theories for
which there were mountains of evidence is endless... until more
data was gathered that couldn't be reconciled.

Name one observation that has contradicted GR?

Easy. I could name even two:

The "so-called" anomaly of the Pioneer 10 and 11 crafts on their
hyperbolic trajectories.

The "so-called" anomaly of the spin slowing down of both crafts
about their rotation axis.

I say "so-called" because obviously, there is an explanation, since
the real laws of nature are physically at play here.

Why is it just the Pioneers and not the outer planets that are
experiencing this effect?

Because the outer planets are not on hyperbolic escape trajectories,
the only type of inertial trajectories that could not be studied
before the space age.

To my knowledge both Pioneers are the only bodies in existence that
we weighed before launch that then were set on inertial hyperbolic
escape trajectories and from which we have for long periods been
able to Doppler analyze the trajectories.

This is the main reason that most consider this logisitical problems
with the spacecraft themselves.

I for one see a difference between the two types of trajectories.
One difference being that we currently have no way to directly weigh
the planets.

The way I understand it, some people have recently rescued the media
containing the Pioneer flight data just before it was about to be
destroyed. They want to reconstruct the flights to see exactly where
they started to deviate.

Interesting. I hope measures will now be taken for that data to be
preserved forever.

What would really be interesting is if they
are never able to determine any particular events on the spacecraft
that contributed.

Absolutely.

But the jury's still out on this one, as interesting as it might be.

Looking forward to the outcome.

The problem with GR in the first case is that no inertial hyperbolic
trajectories in a gravitational field had been observed prior to GR
being defined so its particulars could not have been taken account
of.

As for the second one, the problem runs even deeper. Related to
the centuries old strange notion that circular motion involves no
work (no expenditure of energy).

Why is it such a strange notion and how does it relate to GR?

Not related to GR really. Just came to mind since this is a second
"unexplained anomaly" related to the Pioneers.

It might be interesting philosophically, but work has a precise
physical definition. No real mystery there.

It has a precise CM definition yes. Conceived of considering macroscopic
bodie as being solid. The fact being that any body mechanically set in
rotating motion is made up of elementary particles animated with
uncompensated circular change in trajectories.

Strange in my view that no energy would be used up to actualize that
change. Contrary to 2nd law of Thermo in my view.


No energy is necessary to maintain an elliptical orbit, either.

Not in my view. In my model, energy is required for all deflection
from straight line trajectory. In the case of stable gravitational or
electrostatic orbits, the energy expended is constantly replaced by
the energy induced as a function of the force acting at the distance
between both bodies.
In the case of a body mechanically set in rotation, no compensation
occurs since the motion becomes inertial. Not the case for planets
on stable orbits.

Although a finite expenditure is usually necessary to get there.

Of course.

Or name just one physicist out of that so-called "rather large
segment" that disputes it?

Easy also, there is even one on this ng. His name is Gisse if I
recall, so feel free to argue the point with him at will. Many others
have recently aired reservation on this very ng. Almost every month,
magazine articles and books come out talking of the dead end physics
has been in for decades.

Simple logic shows that if it couldn't be reconciled with QM at any
level despite the best efforts of countless leading edge physicists
for the past 80 years, there is bound to be something amiss with it,
since QM is definitely unassailable even as it stands.

I would be the last to argue that GR was complete as a scientific
theory. Far from it. But I was talking about disputing the theory on
the grounds that there are observations that contradict it. Everytime
you turn around, someone is claiming that new observations contradict
relativity, when in reality they don't.

Well, the Pioneer case certainly seems a very consistant prod in GR's
ribs, no?


Personally, I'm not sure there's actually a problem. But if there is,
then it's something that reflects not just on GR, but classical
Newtonian gravity as well, since this is occuring far from the sun
where GR has long ago melded into classical theory.

Absolutely, CM fares no better.
André Michaud
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