So at month8 the edge grows 0.46 m/s. That doesn’t sound very plausible to me. In this timeline the area doubles about every week, so all the growth must happen in two dimensions (opposed to the corns weight gain), it couldn’t get thicker. It means it’s bandwidth for nutrient transport would not change, thus it couldn’t support the exponential growth on the edges. (although as between month2 and month3 it took a break of growth, some restructuring might have happened)
First, more patches growing from different starting locations is better. That cuts required linear expansion rate proportional to ratio of (half earth circumference,max(dist b/w patches))
Note that 0.46 m/s is walking speed. two layer fractal growth is practical (IE:specialised spikes grow outwards at 0.46m/s initiating slower growth fronts that cover the area between them more slowly.)
Material transport might become the binding constraint but transport gets more efficient as you increase density. Larger tubes have higher flow velocities with the same pressure gradient. (less benefits once turbulence sets in). Air bearings (think very long air hockey table) are likely close to optimal and easy enough to construct.
As for biomass/area. Corn grows to 10Mg/ha = 1kg/m²
for a kilometer long front that implies half a tonne per second. Trains cars mass in the 10s to hundreds of tonnes. assuming 10 tonnes and 65′ that’s half a tonne per meter of train. So move a train equivalent at (1m/s+0.5m/s) --> 1.5m/s (running speed) and that supplies a kilometer of frontage.
There’s obviously room to scale this.
I’m also ignoring oceans. Oceans make this easier since anything floating can move like a boat for which 0.5m/s is not significant speed.
Added notes:
I would assume the assimilation front has higher biomass/area than inner enclosed areas since there’s more going on there and potentially conflict with wildlife. This makes things trickier and assembly/reassembly could be a pain so maybe put it on legs or something?
So at month8 the edge grows 0.46 m/s. That doesn’t sound very plausible to me.
In this timeline the area doubles about every week, so all the growth must happen in two dimensions (opposed to the corns weight gain), it couldn’t get thicker. It means it’s bandwidth for nutrient transport would not change, thus it couldn’t support the exponential growth on the edges.
(although as between month2 and month3 it took a break of growth, some restructuring might have happened)
First, more patches growing from different starting locations is better. That cuts required linear expansion rate proportional to ratio of (half earth circumference,max(dist b/w patches))
Note that 0.46 m/s is walking speed. two layer fractal growth is practical (IE:specialised spikes grow outwards at 0.46m/s initiating slower growth fronts that cover the area between them more slowly.)
Material transport might become the binding constraint but transport gets more efficient as you increase density. Larger tubes have higher flow velocities with the same pressure gradient. (less benefits once turbulence sets in). Air bearings (think very long air hockey table) are likely close to optimal and easy enough to construct.
As for biomass/area. Corn grows to 10Mg/ha = 1kg/m²
for a kilometer long front that implies half a tonne per second. Trains cars mass in the 10s to hundreds of tonnes. assuming 10 tonnes and 65′ that’s half a tonne per meter of train. So move a train equivalent at (1m/s+0.5m/s) --> 1.5m/s (running speed) and that supplies a kilometer of frontage.
There’s obviously room to scale this.
I’m also ignoring oceans. Oceans make this easier since anything floating can move like a boat for which 0.5m/s is not significant speed.
Added notes:
I would assume the assimilation front has higher biomass/area than inner enclosed areas since there’s more going on there and potentially conflict with wildlife. This makes things trickier and assembly/reassembly could be a pain so maybe put it on legs or something?