Storm events define the rainfall input for your HydraLink model. Each storm event specifies a return period, total rainfall depth, duration, and rainfall distribution. HydraLink supports multiple storm types to cover different design scenarios and regional requirements.
| Parameter | Units | Description |
|---|---|---|
| Name | — | User-defined storm label (e.g., “100-yr, 24-hr”) |
| Return Period | years | Design storm recurrence interval (e.g., 2, 5, 10, 25, 50, 100) |
| Total Rainfall Depth | inches | Total precipitation over the storm duration |
| Storm Duration | hours | Duration of the storm (default 24 hours) |
| Storm Distribution | — | Temporal distribution of rainfall within the storm |
| K Factor | — | Frequency adjustment factor (default 1.0) |
The NRCS (formerly SCS) developed four standard 24-hour rainfall distributions based on regional rainfall patterns across the United States:
| Distribution | Region | Peak Intensity Timing | Description |
|---|---|---|---|
| Type I | Pacific maritime (CA, OR, WA coast) | ~10 hours | Gentle, drawn-out storms |
| Type IA | Pacific Northwest inland | ~8 hours | Least intense of all types |
| Type II | Central and Eastern US (most common) | ~12 hours | Moderate intensity with sharp peak |
| Type III | Gulf Coast and Atlantic tropical | ~12 hours | Highest intensity, tropical storms |
Each distribution defines the cumulative fraction of total rainfall at each time increment across the 24-hour storm. The distributions are defined at 6-minute (0.1-hour) intervals (241 data points) and use cubic spline interpolation for sub-interval accuracy.
Type II is the most commonly used distribution in the United States. Unless your project is in a coastal Pacific or Gulf/Atlantic tropical region, Type II is likely the correct choice. Check your local jurisdiction’s requirements.
Define your own temporal rainfall pattern. Enter cumulative rainfall fractions at user-specified time intervals. This allows modeling of:
The Frequency Storm uses NOAA Atlas 14 precipitation frequency data to construct a design storm using the HEC-HMS alternating block method:
This method produces a storm that matches the IDF curve at every duration simultaneously — meaning the storm is the design storm for all sub-durations, not just the 24-hour duration.
The Frequency Storm is particularly useful for detention design because it represents the critical rainfall intensity for all durations, ensuring the detention facility is sized for the worst-case combination of intensity and duration.
HydraLink integrates with NOAA Atlas 14 to retrieve precipitation frequency estimates for any location in the United States.
| Return Period | Typical Application |
|---|---|
| 2-year | Water quality treatment, minor drainage |
| 5-year | Minor storm sewer design |
| 10-year | Storm sewer design, minor road crossings |
| 25-year | Major storm sewer, roadway drainage |
| 50-year | Major crossings, critical infrastructure |
| 100-year | Floodplain management, detention design, major structures |
| 500-year | Dam safety, emergency spillways |
The IDF (Intensity-Duration-Frequency) curve is central to the Rational Method and Modified Rational Method. It defines how rainfall intensity varies with storm duration for a given return period.
Where:
HydraLink provides multiple ways to obtain IDF coefficients:
You can directly enter E, B, D (or e, b, d) values from published IDF tables, local drainage manuals, or jurisdictional standards (e.g., TxDOT Hydraulic Design Manual tables). This is useful when your jurisdiction provides pre-computed coefficients for the project location.
HydraLink can import NOAA Atlas 14 precipitation frequency data by entering the project coordinates (latitude/longitude). Atlas 14 provides rainfall depths for a comprehensive matrix of durations (5-minute through 60-day) and return periods (1-year through 1000-year). This data serves as the basis for IDF curve fitting.
Once Atlas 14 data is imported, HydraLink performs a least-squares optimization to fit the E, B, D coefficients to the depth-duration-frequency data for each return period. The fit quality is reported as:
This allows the engineer to evaluate whether the fitted IDF curve adequately represents the Atlas 14 data for the project location.
You can also enter intensity-duration data points manually (from local rainfall studies, gauge records, or other sources) and have HydraLink fit the E, B, D coefficients to your custom data. This is useful when working with non-NOAA rainfall sources or site-specific rainfall records.
When using NOAA Atlas 14 data directly (without IDF curve fitting), HydraLink must interpolate between the discrete duration data points to determine rainfall depth or intensity at any arbitrary duration. Two interpolation modes are available:
Performs interpolation in log-transformed space (both duration and depth are log-transformed before interpolation). This produces a more accurate curve fit of Atlas 14 data because depth-duration-frequency relationships are approximately linear on a log-log scale. Log-log interpolation generally provides better results, particularly for shorter durations where the intensity curve has more curvature.
Performs standard linear interpolation between adjacent Atlas 14 data points in arithmetic space. While simpler, this may not follow the natural curvature of the DDF relationship as closely as log-log interpolation, especially between widely spaced duration intervals.
The interpolation mode is set in Project Settings and applies to all Atlas 14 lookups in the project. The engineer should select the interpolation method based on local practice and judgment regarding the accuracy needed for the project.
For the Rational Method and Modified Rational Method, HydraLink resolves rainfall intensity using the following priority order:
i = b / (Tc + d)^e is evaluated at Tc.
This takes highest priority.All Rational Method calculations ultimately use one of these intensity sources. The storm distribution type (Type I, II, III, etc.) and the alternating block hyetograph are used for Unit Hydrograph analysis, not for the Rational Method. The Rational Method evaluates intensity at a single point (duration = Tc) using the IDF curve or one of the other sources above.
When using the Unit Hydrograph methodology, a temporal rainfall distribution defines how the total storm depth is distributed over the storm duration. HydraLink provides several synthetic storm options:
The NRCS (formerly SCS) developed four standard 24-hour dimensionless rainfall distributions. These distributions define the cumulative fraction of total rainfall at each time increment. They are defined at 6-minute (0.1-hour) intervals (241 data points) with cubic spline interpolation for sub-interval accuracy:
| Distribution | General Region | Characteristics |
|---|---|---|
| Type I | Pacific maritime (CA, OR, WA coast) | Gentle, drawn-out storms with peak at ~10 hours |
| Type IA | Pacific Northwest inland | Least intense distribution, peak at ~8 hours |
| Type II | Central and Eastern US | Moderate intensity with sharp peak at ~12 hours |
| Type III | Gulf Coast and Atlantic tropical | Highest intensity, tropical storms, peak at ~12 hours |
The appropriate distribution depends on the project location and local jurisdictional requirements. The engineer should verify which distribution is required for their area.
The Frequency Storm constructs a design storm using the HEC-HMS alternating block method from NOAA Atlas 14 depth-duration-frequency data:
The result is a symmetric storm that matches the IDF curve at every sub-duration. This means the storm is simultaneously the design storm for all durations, not just the overall storm duration. This property can be particularly useful for detention design.
Define your own temporal rainfall pattern by entering cumulative rainfall fractions at user-specified time intervals. Custom distributions allow modeling of:
Custom distributions must start at (0, 0) and end at (1, 1), with strictly increasing cumulative fractions.
The K factor allows jurisdictions to apply a safety or frequency adjustment to computed flows. The adjusted Rational Method equation becomes:
Default K = 1.0 (no adjustment). Some jurisdictions (e.g., Dallas County per iSWM Eq 2.20) require K > 1.0 for higher return periods.
| Design Objective | Available Approach |
|---|---|
| Peak flow only (Rational Method) | IDF curve from NOAA Atlas 14 fitting, manual E/B/D entry, or direct Atlas 14 interpolation |
| Full hydrograph (Unit Hydrograph) | SCS Type distribution, Frequency Storm, or custom distribution |
| Detention sizing (critical duration) | Frequency Storm (alternating block) captures the critical intensity at all sub-durations |
| Jurisdictional compliance | Match local requirements for distribution type and rainfall source |
| Multiple return periods | Create separate storm events for each return period (e.g., 2, 5, 10, 25, 100-yr) |