01 Homogeneous, Isotropic Aquifer
When a dam holds back water, where does the water that seeps underneath go — and how do engineers picture it?
What you’re watching A dam separating a high reservoir from low tailwater; beneath it a flownet — curving flow lines from upstream to downstream, crossed at right angles by equipotential lines — maps the seepage through the foundation.
The mechanism The head difference across the dam drives water through the foundation. The flownet is the classic representation: flow lines show the paths, equipotentials show equal-head contours, and the two families cross at right angles forming curvilinear ‘squares.’ This is where hydrogeology meets geotechnical engineering.
Why it matters Seepage controls how much water is lost, how much uplift pressure pushes up under the dam, and how steep the exit gradient is downstream — the quantities that govern dam safety.
IGW-NET Flownets were once drawn painstakingly by hand; IGW-NET computes and draws them in real time, turning a slow graphical art into an instant, editable picture.
02 Homogeneous, Anisotropic Aquifer
How does directional conductivity reshape the seepage flownet?
What you’re watching The same dam over an anisotropic foundation; the flownet stretches — the curvilinear squares become rectangles — reflecting easier flow in one direction.
The mechanism Anisotropy, often horizontal K greater than vertical from layering, elongates the flownet along the high-K direction. Horizontal-dominated conductivity spreads seepage wider and shallower.
Why it matters Assuming isotropy misestimates both seepage flux and exit gradient; real layered foundations are almost always anisotropic.
IGW-NET Changing the conductivity ratio and watching the flownet stretch shows anisotropy’s effect on seepage directly.
03 Deterministically Heterogeneous Aquifer Case 1
What does known layering in the foundation do to seepage?
What you’re watching A dam over a foundation with mapped conductivity zones; the flownet bends and concentrates where the geology changes, channeling seepage through the more permeable zones.
The mechanism Seepage refracts and concentrates: it speeds through high-K zones and is throttled by low-K ones. The flownet mirrors the foundation geology, so the seepage path is set by the layering.
Why it matters A single high-K layer can carry most of the seepage and create a dangerous concentrated exit — invisible if the foundation is treated as uniform.
IGW-NET Drawing the foundation zones and watching seepage concentrate shows why site geology, not an average, governs dam seepage.
04 Deterministically Heterogeneous Aquifer Case 2
How sensitive is seepage to where the permeable zone sits?
What you’re watching A second mapped-geology case; relocating the conductive zone shifts where seepage concentrates and where it exits downstream.
The mechanism The position of a high-K zone determines the seepage path and the exit location. A permeable layer near the surface produces a shallow, fast path; a deep one routes seepage under the structure differently.
Why it matters Predicting the exit location matters: a concentrated exit is where piping erosion is most likely to start.
IGW-NET Moving the zone and watching the exit migrate makes the geology–seepage link tangible.
05 Deterministically Heterogeneous Aquifer Case 3
What if a low-permeability layer blocks the seepage path?
What you’re watching A third case where a low-K layer obstructs part of the foundation; seepage detours around it, lengthening its path and lowering the flux.
The mechanism A low-K barrier forces seepage to go around — down, under, and back up — lengthening the flow path and reducing total seepage, much as an engineered cutoff would, but here by natural geology.
Why it matters Recognizing a natural barrier can save the cost of an engineered one — or, if misjudged, give false confidence.
IGW-NET Inserting the low-K layer and watching seepage detour previews exactly what an engineered sheet pile will do.
06 Stochastically Heterogeneous Aquifer Case 1
Realistically, the foundation geology is uncertain — so how certain is the seepage?
What you’re watching A dam over a randomly heterogeneous foundation; the flownet is irregular, seepage threading through random high-K paths — one plausible version of an uncertain foundation.
The mechanism Real foundations are known only statistically. One realization gives one plausible seepage pattern and flux — but it is only one of many consistent with the data.
Why it matters A single deterministic seepage estimate looks precise but hides real uncertainty in flux and exit gradient — the safety-critical numbers.
IGW-NET Generating a random foundation and watching the seepage thread through it shows the uncertainty a single estimate conceals.
07 Stochastically Heterogeneous Aquifer Case 2
How much can seepage vary between equally-likely foundations?
What you’re watching A second random realization; the seepage pattern and flux differ noticeably from Case 1, though the foundation statistics are identical.
The mechanism Equal-statistics foundations route seepage differently, so flux and exit gradient vary from realization to realization. The spread is the uncertainty in the seepage prediction.
Why it matters Dam safety should be assessed probabilistically: the worst plausible exit gradient, not just the average, is what matters for piping risk.
IGW-NET Running realizations and watching seepage vary builds the case for probabilistic seepage assessment.
08 Dam with a Sheet Pile Case 1
How do engineers actually cut down seepage under a dam?
What you’re watching The dam now has a sheet pile — a vertical impermeable cutoff wall — driven into the foundation; the flow lines dive deep to pass beneath its tip, lengthening the seepage path dramatically.
The mechanism A sheet-pile cutoff forces seepage to travel down, around the pile tip, and back up. Lengthening the path reduces the hydraulic gradient, which cuts the seepage flux and — crucially — lowers the exit gradient downstream, reducing the risk of piping.
Why it matters This is the core seepage-control measure: it directly attacks piping, the erosion-from-within that causes many dam failures.
IGW-NET Adding the sheet pile and watching the flownet stretch around it — and the exit gradient drop — lets you design the control measure and see its effect at once.
09 Dam with a Sheet Pile Case 2
Does a deeper sheet pile help proportionally?
What you’re watching A deeper sheet pile; the seepage path lengthens further and the flownet shows even lower gradients at the exit.
The mechanism Driving the cutoff deeper forces a longer detour, further reducing flux and exit gradient — but with diminishing returns as depth grows, and at rising construction cost.
Why it matters It frames the engineering trade-off: how deep is deep enough, balancing safety against cost.
IGW-NET Sweeping the pile depth and reading off seepage and exit gradient turns design into a quick, quantitative experiment.
10 Dam with a Sheet Pile Case 3
Where along the base should the cutoff go?
What you’re watching A sheet pile in a different position along the dam base; the seepage pattern and exit gradient respond to where the cutoff is placed.
The mechanism Cutoff position matters as much as depth. An upstream cutoff reduces uplift under the dam; a downstream one most directly controls the exit gradient. Placement targets the specific failure mode of concern.
Why it matters Good design places the cutoff where the dominant risk is — not just anywhere convenient.
IGW-NET Moving the cutoff and watching uplift versus exit gradient respond guides where to actually put it.
11 Dam with a Sheet Pile Case 4
What if one cutoff is not enough?
What you’re watching A configuration with the cutoff arrangement varied further; the flownet shows how combinations or placement refine seepage control.
The mechanism Multiple or repositioned cutoffs, drainage features, and their combinations let engineers tune the seepage field — reducing flux and exit gradient together rather than trading one for the other.
Why it matters Real dam design layers several measures; understanding their combined effect avoids over- or under-building.
IGW-NET Experimenting with combinations in real time is exactly the kind of design iteration a numerical flownet makes cheap.
12 Dam with a Sheet Pile Case 5
How do we put a number on ‘how safe’?
What you’re watching A final cutoff case emphasizing the computed seepage flux and exit gradient — the quantitative outputs of the flownet for this design.
The mechanism From the flownet, seepage flux follows from the number of flow tubes and head drops (Q proportional to K times the head times the flow-tube-to-drop ratio), and the exit gradient from the head drop over the last flownet square. These are the numbers engineering decisions rest on.
Why it matters Quantifying seepage flux and exit gradient as a function of geology and design is the whole point — it turns dam safety from judgment into calculation.
IGW-NET IGW-NET computes seepage flux and exit gradient for any geology and any control measure on the fly — design and safety analysis in one tool.
13 Flow in an Aquifer-Aquitard System
How does seepage behave when the foundation is a layered aquifer–aquitard sequence?
What you’re watching A dam over a layered aquifer–aquitard foundation; seepage runs horizontally through the permeable aquifer and leaks vertically across the aquitard, organizing the flow through the layers.
The mechanism In a layered foundation, seepage refracts: horizontal through aquifers, vertical across aquitards. An aquitard can confine the seepage to a deep aquifer, changing where and how strongly it exits — and where uplift develops.
Why it matters Confined seepage through a deep aquifer can produce uplift far downstream, in unexpected places — a real and sometimes overlooked hazard.
IGW-NET Seeing seepage sort itself horizontally and vertically through the layers connects dam seepage to the refraction and aquifer–aquitard ideas across the gallery.