12D Synthetic Model
Step 1 β Enter Synthetic Mode
Click and select 'Go to Synthetic Case Area' under Utilities. This switches IGW-NET from map-based mode to synthetic mode β creating an empty rectangular domain with no geographic context.
You now have a blank canvas to build any conceptual model you can imagine.
Step 2 β Set Uniform Aquifer Properties
Click to open the Default Model Input Parameters window. Set the following to constant, uniform values:
Hydraulic conductivity: 35 ft/day
Recharge: 0 in/year (no recharge β isolating boundary-driven flow)
Top elevation: 0 m
Bottom elevation: -180 ft
With uniform properties and no recharge, the flow pattern depends entirely on the boundary conditions β the simplest possible system for understanding fundamental behavior.
Step 3 β Add a River (Head-Dependent Boundary)
Click the 'ZonePoly' and 'SaveShape' buttons to add a river zone along the left (west) boundary. Set the properties:
Title: "River"
Stage: -1 m (constant)
Bottom elevation: -2.5 m (constant)
Leakance: 5 dayβ»ΒΉ (constant)
This creates a head-dependent flux boundary β the river exchanges water with the aquifer based on the difference between river stage and aquifer head. Water flows into or out of the aquifer depending on which has higher head.
Step 4 β Add a Prescribed Head Boundary
Click to create a prescribed head polyline along the right (east) boundary with a constant value of -3 m. This fixes the head at -3 m along the entire eastern edge β representing a large water body or a known water level from field data. Combined with the river on the west, this drives flow from west to east (higher head to lower head).
Step 5 β Add a Pumping Well
Click the 'Well' icon to insert a pumping well near the eastern edge. Assign a pumping rate of -200 GPM (negative = extraction). The well creates a cone of depression that distorts the regional flow pattern β water is pulled toward the well from all directions, competing with the regional west-to-east gradient.
Step 6 β Submit and View Results
Click to submit the model for simulation. View the results β head contours, flow vectors, and the interaction between the regional gradient and the well's capture zone. Because everything is uniform and controlled, you can clearly see how each boundary condition contributes to the flow field.
Step 7 β Save or Publish
Click
to save or publish the synthetic model for future experimentation.
The Power of Synthetic Modeling
Isolation: In a real-world model, many factors interact simultaneously β heterogeneous conductivity, complex recharge patterns, multiple wells, irregular boundaries. It's hard to understand what causes what. In a synthetic model, you control everything. Set recharge to zero and you isolate boundary-driven flow. Use uniform K and you isolate the effect of geometry. Change one thing at a time and watch what happens.
Experimentation: Try doubling the pumping rate. Move the well. Change the river stage. Add heterogeneity. Each experiment builds intuition about how aquifer systems behave β intuition that makes you a better modeler when you tackle real sites.
Verification: For simple configurations (uniform K, simple boundaries), analytical solutions exist (Theis, Dupuit, Toth). Building the equivalent synthetic model and comparing numerical results against the analytical solution verifies that the solver is working correctly. This is how you build trust in your tools.
Teaching: Students start in synthetic mode to learn the fundamentals β then graduate to map-based mode with real data. The same tools, the same interface, but progressively more complexity. This is the IGW-NET educational philosophy: learn by doing, starting simple.
2What's Next
With synthetic modeling mastered, continue the learning path:
Tutorial 10: Aquifer Layers β add multiple geological layers with distinct properties (works in both synthetic and map-based modes)
Tutorial 15: Stochastic Flow Model β add random heterogeneity to a synthetic domain and explore its effects on flow
Tutorial 20: Theis Solution β compare your synthetic model against the analytical solution for verification