Water supply goes up a tower under pressure you control; drainage comes down under gravity you do not. A single soil stack in a super-tall building can drop waste through 300 metres or more, and what governs its design is not the water at all — it is the air. The falling water drags a column of air with it, and the pressure swings that air creates will empty the water seals in the traps, letting sewer gas into apartments, unless the whole system is engineered to keep those pressures inside a band a few centimetres of water wide. This is the discipline of tall-building drainage: sizing the stacks, managing the air, protecting the seals, turning the offsets, and getting the storm off the roof — all by gravity, with almost no margin for error.

1 · Why tall-building drainage is hard

In a two-storey house the drainage barely matters. In a 60-storey tower it is one of the most failure-prone systems in the building, for reasons that are all consequences of height[1][2]:

2 · How a drainage stack really works

The intuition that water "falls faster and faster" down a tall stack is wrong, and the correction is the key to the whole subject. Discharged water does not fill the pipe; it clings to the wall as an annular sheet spiralling down, with a core of air in the middle. Friction with the pipe wall and drag from the air quickly balance gravity, so the sheet reaches a terminal velocity — typically only 3–5 m/s — within a few storeys (the terminal length), and does not accelerate after that no matter how tall the building[2][3]. That single fact is why a 300 m stack is sized almost the same as a 30 m one.

Because the water runs as an annulus, the stack is never designed to run full. It is sized so the water occupies only a fraction of the cross-section — leaving the central air core free to move — and that fraction is the master design variable.

The governing idea A drainage stack is an air-management device that happens to carry water. Keep the water to a thin annulus (a quarter to a third of the cross-section), keep a clear air core, and provide that air core a low-resistance path to atmosphere — and the destructive pressure swings never build. Fail to, and the traps empty. Everything that follows is in service of that idea.

3 · Sizing the stack

Loads are counted in discharge units (DU) or fixture units — each fixture rated by how much and how often it discharges — and the total is converted to a design flow. Codes then set the stack diameter from the flow and the permissible fill. The most physical basis is the Wyly-Eaton equation, which gives the flow a stack can carry at a chosen fraction of cross-section occupied by water[3][4]:

\[ Q_{\text{stack}} = 3.15\times10^{-4}\; r_s^{\,5/3}\; d^{\,8/3} \]

where \(Q\) is in L/s, \(d\) is the stack inside diameter in mm, and \(r_s\) is the ratio of water cross-section to pipe cross-section. Codes cap \(r_s\) at roughly 1/4 to 1/3 (EN 12056 works to a filling degree; the IPC/UPC tabulate the same physics as capacities per diameter). Push \(r_s\) higher to squeeze more flow into a smaller pipe and you choke the air core — the pressure regime becomes violent and the traps go. The next chart is this equation.

4 · Interactive: stack capacity vs diameter & fill

Set the fill ratio and read how much a stack of each diameter can carry. The dashed lines are the code-typical limits (1/4 and 1/3 full); keep your operating point between them. Notice how strongly capacity depends on diameter — it rises with \(d^{8/3}\), so one pipe size up buys a lot of flow — and how tempting, and dangerous, it is to chase capacity by letting the stack run fuller.

Drainage-stack capacity (Wyly-Eaton)
Q = 3.15×10⁻⁴ · rₛ^(5/3) · d^(8/3) (L/s, mm). The blue curve is capacity at your chosen fill ratio; the faint lines are the 1/4- and 1/3-full code limits. The marker is your selected diameter.
Inside diameter of the soil/waste stack.
Fraction of cross-section occupied by water (code limit ≈ 1/4–1/3).
Stack capacity
8.7 L/s
= flow
31 m³/h
≈ discharge units
300 DU
Fill

A 100 mm stack at a filling ratio of 7/24 (≈0.29) carries about 8.7 L/s — enough for a few hundred discharge units. Slide the fill toward 0.40 and the same pipe appears to carry far more, but the badge turns red: you have starved the air core, and in a tall stack that is exactly the condition that empties trap seals. The safe move is always the next diameter up, not a fuller pipe.

5 · The air-pressure regime & trap seals

Now the heart of it. As the annular water falls, it entrains air and drags it downward; that induced airflow must be replaced from the top and must escape at the bottom. Along the way it produces a characteristic pressure profile[2][5]:

Both must be held within the trap's tolerance. The widely used limit is about ±375 Pa (≈ ±38 mm water) at any appliance connection — comfortably inside a 50 mm seal with margin for evaporation and momentum effects[1][5]. Exceed it and seals are lost. The tools to stay inside it are ventilation and good detailing, and the next chart shows how they reshape the profile.

One-pipe stack with a parallel vent — the tall-building standard to atmosphere upper branch — suction risk branch below offset low branch — back-pressure risk − suction (upper) + back-pressure (base) relief vent above & below offset base relief vent below-ground drain (keep the base clear zone)
Original schematic. The soil stack (blue) collects branch discharges; a parallel vent stack (dashed) cross-connected at branches gives the air core a low-resistance path, flattening the suction and back-pressure. Relief vents bracket the offset and the base bend — the two zones where pressure spikes.

6 · Ventilation — how the air is tamed

Ventilation is simply giving the entrained air an easier route than through the traps. There is a ladder of approaches, in rising order of capability and cost[1][4]:

7 · Interactive: the pressure profile & trap-seal survival

This is the pressure regime along the stack — suction plotted to the left, back-pressure to the right, height running up the page. Set the building height and how hard the stack is working, then change the ventilation strategy and watch the profile pull inside the ±375 Pa band. The verdict tells you whether the traps survive. (The shape is indicative; real numbers for a specific tower come from a transient air-pressure simulation.)

Air-pressure profile up the stack, vs the trap-seal limit
Negative (suction) in the upper wet stack, positive (back-pressure) at the base. The red band is beyond ±375 Pa — the trap-seal limit. Better ventilation squeezes the whole profile toward the centre line.
Number of storeys served by the stack.
Peak flow as a share of the stack's capacity.
How much the air is given an easier route than the traps.
Peak suction
−320 Pa
Base back-pressure
+240 Pa
Limit
±375 Pa
Trap seals

Run a 40-storey stack at 80% of capacity on a single pipe with no relief and both peaks punch through ±375 Pa — seals lost, sewer gas in the building. Switch to a parallel vent and the profile collapses inside the band. Push the height to 70 storeys and you may need the parallel vent and a base PAPA to stay safe — which is exactly why super-tall towers carry both.

8 · Offsets & the base of the stack — where it goes wrong

Two locations concentrate almost all the trouble, and both deserve dedicated detailing[2][4]:

The classic failure A tower's traps gurgle and smell on the lower floors after a busy morning. The cause is almost always the base: a tight base bend with a branch too close, no base relief vent, and a stack sized a touch too full — so every peak discharge slams a positive pulse into the low-level traps. It is designed-in, and it is very hard to fix after the cores are poured. Get the base detail right on paper.

9 · Stormwater & roof drainage — gravity vs siphonic

The roof (and podium and terraces) of a tall building can shed an enormous instantaneous flow in a storm, and it has to leave without ponding — roof ponding is both a leakage and a structural load risk. Design flow follows directly from area and rainfall intensity[6]:

\[ Q\,(\text{L/s}) = \frac{A\,(\text{m}^2)\times i\,(\text{mm/h})}{3600} \]

where \(i\) is the design rainfall intensity for the chosen return period and duration (a short, intense burst governs — often 75–150 mm/h or more). There are two ways to get that flow down[6][7]:

10 · Interactive: roof flow & pipe size, gravity vs siphonic

Set the roof area and design rainfall and read the storm flow, then compare the vertical pipe each system needs to carry it. Siphonic runs full-bore at higher velocity, so it always needs a smaller pipe — and, crucially, one level collector instead of many sloped ones.

Storm flow and required downpipe — gravity vs siphonic
Design flow Q = A·i/3600. Gravity downpipe sized to run ~1/3 full; siphonic sized full-bore at ~3.5 m/s. The lines show required diameter vs rainfall intensity; the markers are your design point.
Plan area draining to the system (roof + podium share).
For the chosen return period & short duration.
Storm design flow
22 L/s
Gravity downpipe
mm
Siphonic pipe
mm
Diameter saved

An 800 m² catchment at 100 mm/h sheds about 22 L/s. Gravity wants a ~130 mm downpipe running a third full; siphonic carries the same flow full-bore in ~90 mm — and replaces a tree of sloped carriers with one level, small-bore collector. On a large roof over a slender core, that difference decides whether the drainage fits at all.

11 · Below the sewer — basement pumping & the rest

Whatever falls below the level of the public sewer cannot drain by gravity and must be pumped. Basements, car parks and lowest-level plant discharge to a sump / packaged pumping station or sewage ejector, with duty-plus-standby pumps, a check valve and an anti-flooding (backflow) device so a surcharged public sewer cannot back up into the building[1][8]. A few more essentials that decide whether the system works in service:

12 · Installation & execution tricks

Even a perfect design fails on site without these — and drainage defects are miserable to trace and expensive to open up[1][4]:

13 · The design & installation checklist

The one-line summary Design the stack as an air-management device: keep the water to a thin annulus, give the air core a low-resistance vented path, and hold the pressure at every trap inside ±375 Pa — then detail the base and offsets where the pressure spikes, choose gravity or siphonic for the roof on purpose, pump what falls below the sewer, and build it with the supports, fire-stops, acoustics and access that keep it working for the life of the tower.

References & standards

  1. CIBSE. Guide G — Public Health and Plumbing Engineering (sanitary drainage, stack sizing, trap-seal retention, pumping).
  2. Swaffield, J.A. Transient Airflow in Building Drainage Systems. Spon/Routledge — the authority on stack air-pressure and trap-seal behaviour.
  3. Wyly, R.S. & Eaton, H.N. (US National Bureau of Standards). Capacities of stacks in sanitary drainage systems — the stack-capacity and air-pressure work behind the codes.
  4. BS EN 12056-2 Gravity drainage systems inside buildings — Sanitary pipework, layout and calculation; and IPC / UPC drainage-fixture-unit and stack-sizing tables.
  5. Gormley, M. & Swaffield, J.A. Air pressure transient control in building drainage systems (PAPA / active control research).
  6. BS EN 12056-3 Roof drainage, layout and calculation; and rainfall-intensity data for the design return period.
  7. BS 8490 / ASPE guidance on siphonic roof drainage design and commissioning.
  8. Saudi Building Code SBC 701 — Plumbing Code, and ASPE Plumbing Engineering Design Handbook (drainage, venting, sumps, backflow).
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