Closed-form analytical solutions for timelike geodesics in Damour-Solodukhin wormhole spacetimes are obtained via elliptic integrals, with special cases for throat-root degeneracies and homoclinic orbits.
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In static spherically symmetric throat spacetimes, EM and GW perturbations (ℓ≥1) experience strong sub-barrier suppression below their barrier-top frequencies, while the static gravitational monopole (ℓ=0) transmits with polynomial attenuation, establishing a universal constraint-wave asymmetry.
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Analytical solutions for timelike orbits around Damour-Solodukhin wormholes
Closed-form analytical solutions for timelike geodesics in Damour-Solodukhin wormhole spacetimes are obtained via elliptic integrals, with special cases for throat-root degeneracies and homoclinic orbits.
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Electromagnetic, gravitational wave, and static gravitational transmission through throat spacetimes: a constraint-wave asymmetry
In static spherically symmetric throat spacetimes, EM and GW perturbations (ℓ≥1) experience strong sub-barrier suppression below their barrier-top frequencies, while the static gravitational monopole (ℓ=0) transmits with polynomial attenuation, establishing a universal constraint-wave asymmetry.