In the Mass Effect Series, the Quarians have a population of 17 million individuals and they get all their food from 3 massive "liveships." I'll round this down to 5 million individuals supported by a single farming ship. Assuming the ship is only dedicated to the growing of crops, how large would the ship have to be in terms of available area to sustain this population?

Any currently invented farming-techniques to save on space are acceptable.


4 Answers 4


Traditional farming requires approximately one acre per person (much like E404's calculations), so we can take that as the upper limit. Of course you can use far less efficient methods and need even more space and energy, but in this instance we are actually trying to minimize our inputs.

Various forms of more intensive farming are possible. Using multi cropping and gardening techniques you could probably cut the needed land in half. In the Second World War, urban dwellers were urged to grow "Victory Gardens" to supplement their diets and release agricultural output for the war effort, and you can grow a very successful Victory Garden in a typical suburban backyard or even a balcony.

Hydroponics and related techniques like Aquaponics are even more space efficient, with suggested yields of up to 200% more than comparable agricultural practice. Aeroponics, which involves spraying the roots with a mist of nutrient rich water, rather than simply immersing the roots in water, is sometimes advertised to be twice as efficient as Hydroponics. This means you can theoretically grow 4X as much in the same space (or alternatively need 1/4 the amount of space per person).

Even more savings can be achieved by going to algae, which is a much more efficient crop, not using energy to produce stems, cellulose or other indigestible matter. The most extreme figure is a single human can be sustained by algeaculture using only 6 litres of water per day, so a fairly small jerrycans of algae solution exposed to sunlight is all it takes.

More information and figures can be found on the ever handy Atomic Rockets website, especially here: http://www.projectrho.com/public_html/rocket/lifesupport.php#id--Closed_Ecological_Systems--Growing_Plants--Algaculture

  • $\begingroup$ 50m2 << 1acre. (I believe aeroponics are meant to be used). Algae would indeed minimise the space required, but I don't know whether the population would be satisfied eating only algae. As an absolute minimum, your 6L jerrycan sounds about right. (Although I'd add at least 10% for safety and possible inefficiency of the system). $\endgroup$
    – E404
    Commented Jul 23, 2016 at 17:36
  • $\begingroup$ @E404: You think food processing would leave the algae recognizable as such? $\endgroup$
    – celtschk
    Commented Jul 24, 2016 at 19:38
  • $\begingroup$ 6L is actually far more efficient than I hoped even if they are subsisting on strains of algae. $\endgroup$
    – knowads
    Commented Jul 25, 2016 at 17:42
  • $\begingroup$ The 1 acre/person number arises out of typical medieval farm practices, with generally only 1 crop per year. It would be reasonable to posit a factor of 4 for four season agriculture, and another factor of 2 for more productive cultivars. This increases your people/acre to about 8. $\endgroup$ Commented Mar 10, 2021 at 22:32

According to this question on Gardening SE, a minimum of about 0.02ha is required for four people on mars.

That's 50 square meters per person on an enclosed farm in space.

For 5 million:

50 * 5 000 000 = 250 000 000 meters square = 250 km sqare

One assumes that any additional space in the ship, below the farming deck, would be used for water storage, crew quarters, equipment, etc.

Artificial light might also make it possible to place several layers on top of each other, dividing the area required by however many layers are used (assuming that one has some sort of powerful power source aboard the ship.

  • 1
    $\begingroup$ If one uses artificial lights, and they are powered by a nuclear reactor, could the people living off this food claim to be nuclear powered? $\endgroup$
    – E404
    Commented Jul 23, 2016 at 1:11
  • 3
    $\begingroup$ You are already nuclear powered by that standard, as the sun gets its energy from nuclear reactions. $\endgroup$
    – celtschk
    Commented Jul 24, 2016 at 19:40

Earth's land area is about 57,500,000 square miles. About 26% of this is for pasture and 11% is for farming. I assume you want to consider the 11% only.

This 11% serves the 7,300,000,000 people of Earth. The average population of a country is very roughly 35,000,000 people.

Based on these ratios, you'd need 30,325 square miles per 35,000,000 people. Or 4,332 square miles for 5,000,000 people.

Assuming you employ the full gamut of space-saving techniques, like hydroponics and anything else, you could possibly reduce that by 80% to 866 square miles.

  • $\begingroup$ Keep in mind, Earth agriculture is stupidly inefficient. I would guesstimate that you could get a 95% reduction at least. $\endgroup$ Commented Feb 21, 2017 at 6:10

Space to grow isn't a big issue here if we talking about 5kk people.

Heat dissipation in space is more issue here.

It needs something around 10kW plant spectrum light 24.7.365, space 50-100 square meters, volume 100-200 cubic meters per single person. Not super duper food for someone, kinda minimal setting.

The process is not much efficient and probably needs more energy.

To dissipate 10kW heat at 300K from the hull of the ship needs roughly 20 square meters.

For 5'000'000 peoples it has to be 100kk m2 surface of the hull, where heat dissipation is happening.

  • sphere, radius 2900m, 20500 cubic meters volume per person.
  • cube, side 4100m, 13800 cubic meters volume per person.

If they have good energy sources, like thermonuclear reactors or such, they can cool internal volume more efficient. 600K, 2 times higher is the temperature of the shell, 4 times less radius or edge of the cube, to irradiate the same amount of heat energy. It's may be a good idea to place reactor outside of the ship, this way it can work at a higher temperature.

The ratio of internal volume to the surface can be arbitrary, by scaling one of the axis, or changing form, like pencil-cylinder.

Plants do not need gravity to grow, not sure about all of them, but those which were tested in space. (I do not know is it important for trees, fruit trees or not - maybe not or not so much)

For 17 millions of people ship size is $\small \sqrt{17/5} \approx 1.84$ times bigger, and volume will be $\small (\sqrt{17/5})^3 \approx 6.27$ time more per person.

So as you may see, the bigger ship is, the less problem is the volume or internal surface.


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