This Risk Compute Exercise involves simple exercises to demonstrate how flood risk (expected annual damage) and other risk metrics are computed.
Part 1: Calculate Expected Annual Damage and Annual Exceedance Probability
Calculate expected annual damage and the annual exceedance probability for the without-project condition. For calculations of AEP, the stage at which significant damage begins is 369ft.
Hydrology
Below is a simple graphical peak unregulated discharge-frequency function with 5 coordinates. These 5 coordinates are chosen for ease of calculation on paper, which results in loss of some nonlinearity. Typically, graphical frequency functions used in HEC-FDA should have several more coordinates and should span the probability domain.
Frequency
Peak Discharge
0.99
1,240
0.75
1,560
0.5
8,410
0.25
24,920
0.001
34,150
Hydraulics
Below is an example stage-discharge function, which transforms the peak discharge to stage of the river, also known as river elevation.
Peak Discharge
Peak Stage
1,240
364
1,560
365
1,920
365.5
2,370
366
5,940
367
6,430
367.5
7,520
368
8,410
369
12,580
370.5
14,320
371
18,410
373
20,690
375
24,920
377
28,770
379
34,150
382
Consequences
The consequences of flooding are modeled for many levels of flooding, from which we derive a relationship between peak stage and the consequences of flood inundation damage, as in the below example.