Hydraulic Retention Time Calculator

Empty the tank faster than the bacteria reproduce and you wash out the culture that does the work.

Clear
In days1.25
Retention time30 hours1,800 minutes
Volume treated per day3,600 m³
Turnovers per day0.8how many times the tank contents are replaced
Volume needed to double the retention time9,000 m³
Flow that would halve it300 m³/h
This is an average. Short-circuiting can carry some of the flow through in a small fraction of the nominal time while dead zones hold other water far longer, which is why tracer studies are run on tanks that matter.

The formula

retention time = volume / flow rate

The simplest useful number in process design

Divide the working volume of a tank by the rate liquid flows through it and you get the average time a parcel of water spends inside. Every biological treatment process is designed around it: the bacteria need long enough to do their work, and a tank that empties too fast washes them out faster than they can reproduce.

Average is not uniform

The figure is a mean, and real tanks do not behave like the ideal that assumes. Short-circuiting sends some flow from inlet to outlet in a fraction of the nominal time while dead zones hold other water far longer. Tracer studies exist precisely because the calculated retention time and the actual distribution of residence times can differ substantially.

Where these models stop

Michaelis-Menten assumes a single substrate and a steady state; Langmuir assumes one layer on identical sites with no interaction between them; Stokes-Einstein assumes a hard sphere much larger than the solvent molecules around it. Each is an idealisation that happens to describe real systems well over a useful range, and each fails predictably outside it. Knowing which assumption a number rests on is usually more valuable than the number.