Tom Kalbfus
Mongoose
This is a cousin of the Banks Orbital:
It shares a number of features, it is a ring with nothing at its center, and the whole thing orbits around the Sun once every 730 days. The ring is tilted to its orbital plane to provide seasons.
The difference is, the entire ring isn't a world, it is a framework of cables and maglev tracks instead, the cables and tracks stretch,
and two "smaller" cars ride on top of it on top of this framework.
The tracks do not rotate, they are more or less stationary.
Each "car" is a disk world with 100 km high walls at its perimeter to retain atmosphere and 20,000 km in diameter, each one rides on top of magnetic fields to prevent it from coming in contact with the tracks as it passes over them. The tracks are pushed outward by the weight of each disk world as each travels a 24-hour circuit of the tracks. There is a wave function in the tracks that run opposite the the disk worlds so that each diskworld rests on top of the magnetic fields on top of the crest of a wave in the tracks.
The track surfaces are rushing inward as the disk world rides over it, the weight or each disk world pushes the track outward as it passes over as the diskworld leaves a section of track, that track is moving outward and expanding, the track itself slows its outward expansion over the next 6 hours, and during the 6 hours after that it is contracting and moving inward, at which point another diskworld rides over it and pushes it outward again.
This is a good illustration of what the track looks like:
The disk worlds are at the outer ends of d and b on this diagram. (Ignore the numbers on the diagram itself)
The differences between a and b are the amplitude of each wave, the crests are at d and b and the disk worlds are pushing outwards on them. The track itself is not rotating, only their wave functions, both the waves and the disks make a complete circuit once every 24 hours.
Distances b and d are each 1,854,958 kilometers, it is rather the inertia of the inward rushing track and the disks pushing them outward again rather than the tensile strength of the track holding up the disks, the tracks stretch expand and then recover in time for another disk world to repeat the cycle. This way the weight of a pass over is distributed over the next 12 hours after the disk world has gone, which lowers the requirement of the structural strength of the materials and thus its mass.

It shares a number of features, it is a ring with nothing at its center, and the whole thing orbits around the Sun once every 730 days. The ring is tilted to its orbital plane to provide seasons.
The difference is, the entire ring isn't a world, it is a framework of cables and maglev tracks instead, the cables and tracks stretch,
and two "smaller" cars ride on top of it on top of this framework.
The tracks do not rotate, they are more or less stationary.
Each "car" is a disk world with 100 km high walls at its perimeter to retain atmosphere and 20,000 km in diameter, each one rides on top of magnetic fields to prevent it from coming in contact with the tracks as it passes over them. The tracks are pushed outward by the weight of each disk world as each travels a 24-hour circuit of the tracks. There is a wave function in the tracks that run opposite the the disk worlds so that each diskworld rests on top of the magnetic fields on top of the crest of a wave in the tracks.
The track surfaces are rushing inward as the disk world rides over it, the weight or each disk world pushes the track outward as it passes over as the diskworld leaves a section of track, that track is moving outward and expanding, the track itself slows its outward expansion over the next 6 hours, and during the 6 hours after that it is contracting and moving inward, at which point another diskworld rides over it and pushes it outward again.
This is a good illustration of what the track looks like:

The disk worlds are at the outer ends of d and b on this diagram. (Ignore the numbers on the diagram itself)
The differences between a and b are the amplitude of each wave, the crests are at d and b and the disk worlds are pushing outwards on them. The track itself is not rotating, only their wave functions, both the waves and the disks make a complete circuit once every 24 hours.
Distances b and d are each 1,854,958 kilometers, it is rather the inertia of the inward rushing track and the disks pushing them outward again rather than the tensile strength of the track holding up the disks, the tracks stretch expand and then recover in time for another disk world to repeat the cycle. This way the weight of a pass over is distributed over the next 12 hours after the disk world has gone, which lowers the requirement of the structural strength of the materials and thus its mass.