Lake Seiches: Why Water Levels Oscillate After a Storm

A lake seiche is an oscillation in which water moves back and forth within a basin, producing a standing-wave pattern. It can begin when wind or changing atmospheric pressure displaces water and the lake subsequently adjusts. Unlike the short waves that travel across a windy surface, a seiche can involve the water level rising at one end while falling at another, then reversing.

Understanding seiches explains why a shoreline can experience repeated water-level changes after a storm has passed. It also helps distinguish temporary redistribution from an actual gain or loss of lake water. Basin shape, depth and the way the disturbance is applied determine the response, while friction and other processes gradually dissipate its energy unless further forcing sustains it.

Key takeaways

  • A seiche is a standing oscillation of water within an enclosed or partly enclosed basin.
  • Wind and atmospheric-pressure changes can initiate lake-scale movement.
  • Opposite shores may experience contrasting water levels without a change in total storage.
  • Natural oscillation periods depend on basin geometry and depth.
  • Surface seiches and internal seiches involve different boundaries and restoring forces.

How a lake starts to slosh

A sustained wind exerts stress on the surface and can push water towards the downwind shore. The surface tilts slightly, creating a pressure gradient that opposes further displacement. The resulting difference in level is often called wind setup.

When the wind weakens or changes direction, the displaced water does not necessarily return to equilibrium and stop immediately. Inertia carries the motion onwards, while gravity acts to restore a level surface. The water can overshoot and oscillate.

A changing atmospheric-pressure pattern can also disturb water levels. Pressure loading differs across the lake, and the water adjusts to those differences. Storms often combine wind and pressure effects, making it difficult to assign an observed event to only one cause.

The bathtub analogy captures the basic idea: disturb the water and it continues moving after your hand stops. A real lake is much more complex, with irregular shores, variable depths, rotation and changing weather, but the distinction between forcing and subsequent oscillation remains useful.

What makes the wave “standing”?

A travelling wave carries a pattern of crests and troughs through space. A standing wave has locations where the vertical oscillation is relatively large and others where it is small. These are called antinodes and nodes respectively.

In the simplest lengthwise lake oscillation, the ends have large changes in level while a central region has little vertical change. Water still moves through that central region, so a small local level variation does not mean the water there is motionless.

One way to describe the standing pattern mathematically is as the combination of waves travelling in opposite directions. In a bounded basin, reflections help produce organised modes of oscillation. Real measurements can contain several modes at once rather than one perfectly regular seesaw.

A higher mode has additional nodes and antinodes. Irregular bays can also develop their own oscillations coupled to the main lake. This is why a single monitoring station may not capture the full spatial pattern.

How seiches differ from ordinary wind waves

Short wind waves appear as repeated moving crests, often with periods of seconds. A lake-scale seiche generally varies over a much longer interval, although the actual period depends on basin size and depth. Both can exist during the same storm.

Wind-wave exposure depends strongly on the open-water distance over which the wind acts. Seiche behaviour depends on the basin’s natural modes as well as the forcing. A long lake can support an organised end-to-end oscillation while smaller waves ride on top of the changing water surface.

These movements also differ from seasonal lake-level change caused by a water-budget imbalance. Rainfall, evaporation and river inflow alter total storage through the lake’s water-cycle connections. A pure seiche primarily redistributes existing water, although it can influence exchange through an outlet.

What determines the oscillation period?

The period is the time required to complete one full cycle and return to the same phase. For an idealised long rectangular basin of uniform depth, a simple shallow-water estimate is twice the basin length divided by the square root of gravitational acceleration multiplied by depth.

The relationship shows two useful tendencies. A longer basin tends to have a longer period because the disturbance has farther to travel. Greater depth allows long gravity waves to travel faster, tending to shorten the period for the same length.

For a hypothetical basin 10,000 metres long and 10 metres deep, using gravitational acceleration of about 9.81 metres per second squared gives a long-wave speed near 9.9 metres per second. The simplest period estimate is approximately 2,020 seconds, or 34 minutes.

This is a teaching calculation, not a prediction for a named lake. Sloping beds, irregular shorelines, connected basins and rotation can produce different periods and mode shapes. A model must represent the actual geometry before its result is treated as site-specific.

Period is not the time between high and low

In a simple oscillation, the interval from a high level to the next low level is half a full period. Confusing these intervals creates a factor-of-two error. Reports should specify whether they describe high-to-high, low-to-low or high-to-low timing.

Similarly, amplitude is the departure from a central level, while the full high-to-low range is twice the amplitude for a symmetric sinusoidal oscillation. Real events may be asymmetric, so the definition matters more than the label alone.

Resonance and damping

If repeated forcing acts near a basin’s natural oscillation period, it can transfer energy efficiently and increase the response. This is resonance. It does not mean every storm automatically produces a large seiche: timing, direction, spatial pattern and duration all matter.

Energy is also lost through friction, turbulence and interactions with shores or connecting channels. These damping processes tend to reduce the oscillation over time after forcing ends. Continued weather disturbances can interrupt that decay or excite another mode.

A sequence of water-level peaks may therefore become smaller without remaining perfectly regular. Treating every peak as a separate inflow event would miss the possibility that the lake is still responding to an earlier disturbance.

Surface and internal seiches

A surface seiche involves displacement of the water surface. In a stratified lake, an internal seiche involves movement of the boundary between layers of different density, often warmer upper water and colder lower water.

Because the density difference between water layers is much smaller than that between water and air, the restoring conditions differ. Internal oscillations can have substantial vertical displacement at the layer boundary while causing only modest surface-level changes.

Wind can tilt a stratified lake’s internal boundary and initiate oscillation when the forcing changes. Near a shore, colder deep water may move upwards or downwards as the boundary passes. Temperature measurements at a fixed depth can then change even without local heating or cooling explaining the whole difference.

Surface and internal motions should not be assigned the same period formula without appropriate assumptions. The layer depths and density contrast are essential to an internal-wave calculation.

Why seiches matter for shorelines and ecosystems

A temporary rise can increase exposure of low shores and structures, while a fall can reduce water depth near an intake or harbour. Currents associated with oscillation can matter even where the local vertical movement is small.

Internal movements can redistribute temperature, oxygen and nutrients. Their ecological significance depends on the properties of the displaced layers and how much mixing occurs. Moving water with low oxygen towards a shallow area is different from creating low oxygen there through local respiration.

Currents can also influence sediment transport. Interpreting the environmental record preserved in lake sediments requires awareness that deposited material may be redistributed rather than remaining exactly where it first settled.

These effects do not make every seiche destructive. Many are small and only obvious in instruments. The relevant assessment concerns the amplitude, currents, affected locations and background water level, not the presence of oscillation alone.

Distinguishing seiches, tides and meteotsunamis

Astronomical tides are forced by gravitational effects associated with the Moon and Sun. Lake seiches are commonly weather-related oscillations. In the Great Lakes, weather-driven fluctuations can be much more conspicuous than the small astronomical tidal signal.

A meteotsunami is a travelling long wave generated by atmospheric forcing. It can enter or develop within a basin and interact with its natural oscillations. The categories describe different aspects of motion and can occur together during a complex event.

Timing alone is not always enough to identify the process. Researchers examine weather, spatial phase, propagation and basin geometry. A dramatic rise at one shoreline should not automatically receive a label based only on its appearance.

How observations reveal a seiche

Several level recorders around a lake can show whether opposite shores rise and fall out of phase. Simultaneous wind and pressure records help establish possible forcing. Sampling must be frequent enough to resolve the oscillation rather than averaging it away.

Temperature chains at multiple depths help identify internal movement. Current meters add information about horizontal flow. Together, these observations can distinguish a moving density boundary from uniform changes in the whole water column.

Connected rivers provide another boundary to consider. River-flow changes over longer periods alter background lake conditions, while a short oscillation can temporarily modify the level difference driving outlet flow.

A useful classroom interpretation

Suppose two opposite-shore gauges show repeated changes of opposite sign while their average remains nearly steady. That pattern supports redistribution within the basin. If both records instead rise steadily together, increasing total storage becomes a more plausible explanation.

The distinction is suggestive rather than conclusive with only two gauges. Wind setup, datum problems and local harbour effects need checking. The exercise demonstrates why spatial observations can answer a question that one time series cannot resolve.

Conclusion: a moving lake need not be a filling lake

Seiches reveal the lake as a dynamic basin with natural rhythms, not a flat container responding only to incoming and outgoing water. Weather can set those rhythms in motion, and the response can continue after the initiating disturbance has weakened.

Separating redistribution, waves and storage change makes shoreline observations more meaningful. It also explains why understanding a lake requires measurements across space and depth as well as through time.

Frequently asked questions

Can a seiche continue after the wind stops?

Yes. Inertia and restoring forces can sustain oscillation while friction gradually removes its energy.

Does a high level at one shore mean the whole lake gained water?

Not necessarily. Water may have been redistributed from another part of the basin.

Are seiches the same as tides?

No. Tides are astronomically forced, whereas lake seiches are commonly excited by weather or other disturbances.

Can there be a seiche below the surface?

Yes. Internal seiches move density boundaries within stratified water and may have only a small surface signature.

Is one lake-level gauge enough?

It can detect fluctuations, but several locations are much better for identifying the spatial pattern and separating oscillation from storage change.

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