Write4U
Valued Senior Member
I must apologize for my sloppy editing before posting. I did find one other answer which seems to address the issue with a subtle difference.In the theory of general relativity the local spacetime curvature is made up with components of stress and energy, in all forms, and for the Einstein Field Equations it's the stress-energy tensor.
http://en.m.wikipedia.org/wiki/Stress–energy_tensor
Expert answer by Hilmar Zonneveld (Confidence votes 53.3K)
"No, but there is energy related to gravity (gravitational potential energy)".
If Zonneveld is also correct, the question then becomes if "gravitaional potential energy" is the same as "stress energy tensor" in this context. Why would he consider those conditions as not energetic in themselves, even as they are formed by stress and energy?
Indulge my curiosity one more time.
Can the example of the curved road be used at all? The curvature was formed by application of energy and may be considered a tensor in the road, but is it energetic in and of itself?