Film depth–
Time to run the channel–
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How thick is the film?

For a thin sheet of water sliding down a wide, smooth slope, classic laminar film theory gives the depth: h = (3 x viscosity x q / (density x g x sin of the slope angle)) raised to the one third power, where q is the flow per meter of channel width.

This model assumes a 10 cm wide channel, water at room temperature, and no roots in the way, so treat the depth as a teaching estimate. Real root mats thicken the film and slow it down.

Try it: set the slope to 0.5 percent and the flow to 2.5 L/min. The film nearly triples in depth and the water takes much longer to reach the far end. Then raise the slope to 3 percent and watch it thin out again.

Why growers keep channels short

As solution travels down a channel, the plants pull out oxygen and nutrients. Very long runs leave the last plants with tired water, which is why many systems keep channels to about 12 meters or feed long runs from the middle as well.

Where Avid uses this

Water efficiency is a core goal of Avid's VerdantaIQ precision agriculture AI, which showed a documented 58 percent water reduction in a session co-presented at IBM TechXchange 2026.

How to cite this model

Avid Solutions International. (2026, November 11). How nutrient film technique grows lettuce [Interactive 3D model]. Avid Field Lab. https://avidsolutionsintl.com/explore/nft-hydroponics

Last updated November 11, 2026

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