Here is roughly what a cross tied 4 part MB has to do in order to form.
- Bot 1 gives birth: Bot 2 is born
- Bot 1 spins to face outward. a turn of 135 degrees: Bot 2 rotates 90
- Bot 2 gives birth: Bot 3 is born.
- Bot 2 rotates 135 degrees: Bot 3 turns 90 degrees
- Bot 3 gives birth: Bot 4 is born
- Bot 3 rotates 135 degrees: Bot 4 turns 90 degrees
- Bot 4 fires a tie at bot 1
- Bot 4 rotates 135 degrees
- All 4 bots rotate 180 to face the middle then fire ties.
- All 4 bots rotate 180 to face outward again.
- Voila ---- Cross tied 4 part MB
It
might be possible to make only 2 of the bots turn inward to form the cross ties but if it is then I haven't managed it yet.
Total rotations for all bots?
2250 degrees of rotation!
Remember all this energy has to come from one parent bot and each successive parent in the series will be rotating with a significant portion of this mass so the expense will be astronomical.
Also this scenario is calculated for only 4 bots. Try 6 or 8 and it will become almost exponentially more expensive to make big MBs
The way this is suggested it will cost several hundred energy for an average sized bot to make one complete rotation.
IMO the cost of rotations should be extremely low, something on the order of 1-5 energy for a full rotation depending on mass and size.
It isn't practical to make a series of smaller rotations or to start a slow rotation then stop it later in order to conserve energy. If we do that then the ties harden way before we can build the structure. It is already very difficult to get everything done in the time scale allowed.