Frame dragging anomalies for rotating bodies
Peter Collas, David Klein

TL;DR
This paper presents specific solutions to Einstein's equations showing unusual negative frame dragging, where test particles move opposite to the source's rotation, challenging typical expectations in general relativity.
Contribution
It introduces new axially symmetric solutions demonstrating negative frame dragging effects, expanding understanding of rotational spacetime phenomena.
Findings
Demonstrates existence of negative frame dragging in certain solutions
Shows test particles can rotate opposite to the source
Highlights anomalies in rotational spacetime behavior
Abstract
Examples of axially symmetric solutions to Einstein's field equations are given that exhibit anomalous "negative frame dragging" in the sense that zero angular momentum test particles acquire angular velocities in the opposite direction of rotation from the source of the metric.
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