3 explanation
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Dimension10 answer shows that your idea is applicable to GravitoElectroMagnetism.Ehmm.., go even further, In another viewpoint we can replace vacuum permittivity and permeability of mass with electromagnetism one then Einstein Gravitational Field Equation

$$G_{\mu\nu}=2\mu_m^2\epsilon_mT_{\mu\nu}$$

will be a kind of Curvature due to ElectromagnetismElectromagnetic Stress-Energy tensor.

$$G_{\mu\nu}=2\mu_0^2\epsilon_0T_{\mu\nu}$$

where $T_{\mu\nu}$ denotes EM stress-energy tensor.

Dimension10 answer shows that your idea is applicable to GravitoElectroMagnetism.Ehmm.., go even further, In another viewpoint we can replace vacuum permittivity and permeability of mass with electromagnetism one then Einstein Gravitational Field Equation

$$G_{\mu\nu}=2\mu_m^2\epsilon_mT_{\mu\nu}$$

will be a kind of Curvature due to Electromagnetism

$$G_{\mu\nu}=2\mu_0^2\epsilon_0T_{\mu\nu}$$

Dimension10 answer shows that your idea is applicable to GravitoElectroMagnetism.Ehmm.., go even further, In another viewpoint we can replace vacuum permittivity and permeability of mass with electromagnetism one then Einstein Gravitational Field Equation

$$G_{\mu\nu}=2\mu_m^2\epsilon_mT_{\mu\nu}$$

will be a kind of Curvature due to Electromagnetic Stress-Energy tensor.

$$G_{\mu\nu}=2\mu_0^2\epsilon_0T_{\mu\nu}$$

where $T_{\mu\nu}$ denotes EM stress-energy tensor.

2 cORRECTED latex syntaa!x.
source | link

Dimension10 answer shows that your idea is applicable to GravitoElectroMagnetism.Ehmm.., go even further, In another viewpoint we can replace vacuum permittivity and permeability of mass with electromagnetism one then Einstein Gravitational Field Equation

$$G_{\mu\nu}=2\mu_m^2\epsilon_mT_{\mu\nu}$$

will be a kind of Curvature due to Electromagnetism

$$G_{\mu\nu}=2\mu_o^2\epsilon_oT_{\me\nu}$$$$G_{\mu\nu}=2\mu_0^2\epsilon_0T_{\mu\nu}$$

Dimension10 answer shows that your idea is applicable to GravitoElectroMagnetism.Ehmm.., go even further, In another viewpoint we can replace vacuum permittivity and permeability of mass with electromagnetism one then Einstein Gravitational Field Equation

$$G_{\mu\nu}=2\mu_m^2\epsilon_mT_{\mu\nu}$$

will be a kind of Curvature due to Electromagnetism

$$G_{\mu\nu}=2\mu_o^2\epsilon_oT_{\me\nu}$$

Dimension10 answer shows that your idea is applicable to GravitoElectroMagnetism.Ehmm.., go even further, In another viewpoint we can replace vacuum permittivity and permeability of mass with electromagnetism one then Einstein Gravitational Field Equation

$$G_{\mu\nu}=2\mu_m^2\epsilon_mT_{\mu\nu}$$

will be a kind of Curvature due to Electromagnetism

$$G_{\mu\nu}=2\mu_0^2\epsilon_0T_{\mu\nu}$$

1
source | link

Dimension10 answer shows that your idea is applicable to GravitoElectroMagnetism.Ehmm.., go even further, In another viewpoint we can replace vacuum permittivity and permeability of mass with electromagnetism one then Einstein Gravitational Field Equation

$$G_{\mu\nu}=2\mu_m^2\epsilon_mT_{\mu\nu}$$

will be a kind of Curvature due to Electromagnetism

$$G_{\mu\nu}=2\mu_o^2\epsilon_oT_{\me\nu}$$