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Mar
20
awarded  Critic
Jan
26
accepted Homogeneous gravitational field and the geodesic deviation
Jan
21
comment Homogeneous gravitational field and the geodesic deviation
In the weack limit this solution will be similar to a homogeneous newtonian field? I know a solution: $ds^2=(1-8gz)^{-1/4}dt^2-(1-8gz)^{1/2}(dx^2+dy^2)-(1-8gz)^{-5/4}dz^2$, which has a non-zero curvature, and proceeds under this condition $8gz \ll 1$ in a homogeneous Newtonian gravitation field.
Jan
20
comment Homogeneous gravitational field and the geodesic deviation
What do You mean by the term "zero field"? Do you know any solution in vacuum for the case of infinite uniform massive layer?
Jan
20
comment Homogeneous gravitational field and the geodesic deviation
But what about special case of homogenous source - infinite homogeneous flat layer? In the Newtonian case, the field of such a source is homogeneous. It looks like it will be the same in GR.
Jan
20
comment Homogeneous gravitational field and the geodesic deviation
I read an article (in Russian) that said that the gravitational field of an infinite homogeneous flat layer - is homogeneous, and the components of the curvature of the field is not equal to zero. This solution, as it says, with some change of coordinates, reduces to the solution of Taub
Jan
20
asked Homogeneous gravitational field and the geodesic deviation
Aug
28
accepted If LHC searches of a Higgs boson won't be a success, what consequences for the theory of electroweak interaction it can bear?
Aug
2
accepted The quantum-mechanical description of an electron motion in a magnetic monopole field
Jun
23
awarded  Yearling
May
30
asked What is the potential of the field?
May
24
revised Gravimagnetic monopole and General relativity
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May
24
revised Gravimagnetic monopole and General relativity
added 413 characters in body
May
24
asked Gravimagnetic monopole and General relativity
Mar
16
awarded  Nice Question
Mar
16
accepted Does a charged particle accelerating in a gravitational field radiate?
Mar
16
asked The quantum-mechanical description of an electron motion in a magnetic monopole field
Mar
11
accepted Quantum entanglement of spin along multiple orthogonal axes
Mar
11
comment Quantum entanglement of spin along multiple orthogonal axes
@ Frédéric Grosshan It is strange to me, that spin does not conservate. What does it happen for total system, which consist of SG{+z}+entangled pair+SG{+x}? Does it mean the total system spin will not concerve?
Mar
11
comment Quantum entanglement of spin along multiple orthogonal axes
tnks for clarifing my question.