ldsdbomber
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I have been interested in the threads on stocking, and while it must involve a host of factors, in the first order, it can surely be summarised in terms of
bioload
which I am sure can be quantified somewhat by calculation of nitrogenous products from food and plant decay, fish waste and metabolism etc etc, and balanced against bacterial colony sizes and plants for processing that
but also
"swim space" or just "room"
How would you go about that. Since these fish generally live in rivers, their natural habitat is in essence an extremely long tank, implying that any home aquarium in effect is cramping the fish. But how do we even define cramping. An 8" fish in a 12" tank is "obviously" cramped, but is a 2" fish in the same tank? Is it defined by their perception of how much space is around them, can they sense/measure this in any way? Is it related to memory of some kind, so you can define the memory recall time multiplied by average velocity. Is it amount of room before they need to turn round. What if its a cylinder or round tank and no turns are required. Does a path round the circumference of a cylinder tank equate to the same "crampedness" as the equivalent horizontal area in a square requring a succession of 90 degree turns.
Has anyone ever looked at this or even made a stab at it?
bioload
which I am sure can be quantified somewhat by calculation of nitrogenous products from food and plant decay, fish waste and metabolism etc etc, and balanced against bacterial colony sizes and plants for processing that
but also
"swim space" or just "room"
How would you go about that. Since these fish generally live in rivers, their natural habitat is in essence an extremely long tank, implying that any home aquarium in effect is cramping the fish. But how do we even define cramping. An 8" fish in a 12" tank is "obviously" cramped, but is a 2" fish in the same tank? Is it defined by their perception of how much space is around them, can they sense/measure this in any way? Is it related to memory of some kind, so you can define the memory recall time multiplied by average velocity. Is it amount of room before they need to turn round. What if its a cylinder or round tank and no turns are required. Does a path round the circumference of a cylinder tank equate to the same "crampedness" as the equivalent horizontal area in a square requring a succession of 90 degree turns.
Has anyone ever looked at this or even made a stab at it?