← All toolsTOOL-001 · Gate 3 UI

Stormwater Drainage Design Planner

Preliminary peak-runoff and circular storm-drain sizing/checking with a canonical SI engine, explicit project criteria, and transparent engineering assumptions.

This tool provides preliminary engineering calculations and does not automatically establish local-code compliance.
01

Design inputs

Required fields are checked by the frozen Gate 2 engine.

Scenario
Catchment & design storm

Use a design rainfall intensity appropriate to the selected event and duration informed by Tc.

Pipe hydraulics
Project criteria

These are explicit project criteria; no hidden universal limits are injected by the UI.

02

Engineering result

Enter the design conditions and run the check.

Ready for calculation

The result will show peak flow, hydraulic diameter, selected-pipe capacity, rule checks, assumptions and source traceability.

Gate 4B · Project portability

Export · Reopen · Verify

Export a self-contained TOOL-001 project package with the original input, archived result, engine/input digest, Rule versions and Source versions. Reopened projects are never silently migrated.

Methodology · TOOL-001

How the drainage calculation works

This methodology explains what the frozen Gate-2 engine calculates, what each input means, how to interpret the result, and where the tool must not be used as a substitute for project-specific engineering judgement.

01

Peak runoff — Rational Method

The engine combines the runoff coefficient, design rainfall intensity and catchment area to calculate a preliminary peak discharge. Internally the calculation is performed in canonical SI units.

The rainfall intensity must come from the project-approved design storm method. TOOL-001 does not create an IDF curve or silently choose a return period.

02

Time of concentration and rainfall intensity

Tc is carried as an explicit project input because the selected rainfall duration and intensity should be consistent with the catchment response time and the governing design method.

TOOL-001 preserves Tc for method traceability but does not calculate Tc or automatically select rainfall intensity. Tc is not directly used in the frozen peak-flow arithmetic; that arithmetic uses C, design rainfall intensity and catchment area.

03

Pipe capacity — Manning full-flow hydraulics

For a circular conduit, the frozen engine uses the full-flow Manning relationship to estimate hydraulic capacity from pipe diameter, slope and Manning roughness coefficient.

The same frozen relationship is inverted to estimate the minimum hydraulic diameter required for the calculated design flow.

04

Sizing versus selected-pipe checking

Sizing answers “what hydraulic diameter is required by these inputs?”. Selected-pipe checking answers “how does this entered diameter perform?” and reports capacity, full-flow velocity, utilization and rule-check status.

05

Input guidance

Values marked as project criteria must come from project or authority requirements.

Catchment area

SI: hectares · US: acres

Use the contributing drainage area for the scenario being checked.

Runoff coefficient C

Dimensionless and explicitly entered.

Select from the project-approved method based on surface, land use and design assumptions.

Rainfall intensity

SI: mm/h · US: in/h

Obtain from the approved rainfall/IDF source for the relevant return period and duration.

Time of concentration

Unit: minutes

Use the project-approved Tc result. It provides context for design storm duration and rainfall intensity selection.

Pipe slope

Unit: m/m or ft/ft

Use the hydraulic grade/pipe slope applicable to the preliminary full-flow check.

Manning n

Dimensionless roughness coefficient.

Choose an appropriate value for the pipe material and project design basis.

Selected pipe diameter

Optional.

Leave blank for sizing only. Enter a real candidate diameter to run the selected-pipe capacity and velocity checks.

Project criteria

Minimum velocity, maximum velocity and maximum utilization are explicit inputs.

The tool intentionally does not hide universal design limits.

06

How to interpret the result

Read the hydraulic result together with assumptions, warnings and rule checks.

Design Peak Flow

Preliminary Rational Method peak discharge for the entered catchment and design rainfall intensity.

Minimum Hydraulic Diameter

The full-flow circular hydraulic diameter implied by the calculated peak flow, slope and Manning n. It is not a standard commercial pipe-size recommendation by itself.

Selected Pipe Capacity

Calculated full-flow Manning capacity for the entered candidate diameter.

Selected Pipe Velocity

Full-flow velocity associated with the calculated selected-pipe capacity.

Utilization

Design peak flow divided by selected-pipe capacity. Compare it with the explicit maximum utilization criterion entered for the project.

Rule Checks / Warnings

Transparent comparisons against user/project criteria. A PASS is not an automatic jurisdictional compliance statement.

07

Applicability & limitations

Use TOOL-001 as preliminary engineering support within the approved project method.

08

Engineering example — SI

This example is aligned with the frozen Gate-2 golden fixture.

Inputs

Catchment area
10 ha
Runoff coefficient
0.80
Rainfall intensity
50 mm/h
Time of concentration
15 min
Pipe slope
0.010 m/m
Manning n
0.013
Selected diameter
1.20 m
Minimum velocity criterion
0.60 m/s
Maximum velocity criterion
6.00 m/s
Maximum utilization criterion
1.00

Calculated values

Design peak flow
1.111111 m³/s
Minimum hydraulic diameter
0.749452 m
Selected pipe full-flow capacity
3.898730 m³/s
Selected pipe full-flow velocity
3.447234 m/s
Capacity utilization
0.284993 (≈28.5%)
Capacity rule
PASS
Minimum velocity rule
PASS
Maximum velocity rule
PASS

Interpretation: under the entered preliminary full-flow assumptions, the 1.20 m candidate pipe has calculated hydraulic capacity above the design peak flow. The engineering decision still depends on project criteria, local requirements and whether the Rational/Manning assumptions are appropriate.

09

Sources & method traceability

Gate 4A reuses the frozen Source Registry and does not introduce untraceable formula sources.

Rational Method for peak runoffSRC-RATIONAL-METHOD-001 · V1.0 project source pin

FHWA HEC-22, Urban Drainage Design Manual — Rational Method peak discharge relationship and design-duration context.

Applicability: Preliminary peak-runoff calculation where Rational Method assumptions are accepted and design rainfall intensity is selected for an appropriate duration informed by catchment time of concentration.

Manning equation for uniform open-channel/conduit flowSRC-MANNING-FULL-PIPE-001 · V1.0 project source pin

FHWA hydraulic design guidance — Manning equation Q=(1/n)AR^(2/3)S^(1/2); for a full circular conduit R=D/4.

Applicability: Steady uniform full-flow preliminary hydraulic capacity check.

TOOL-001 V1.0 project semanticsSRC-PROJECT-METHOD-TOOL001-001 · 1.0.0

WaterEngineerLab PRODUCT_ENGINEERING_SPEC_V1.0.md — TOOL-001 frozen functional boundary.

Applicability: WaterEngineerLab TOOL-001 V1.0 only.

10

Frequently asked questions

Practical questions for preliminary stormwater drainage design and review.

What does the Stormwater Drainage Design Planner calculate?

It calculates preliminary peak runoff with the Rational Method, estimates the minimum hydraulic diameter for a full circular pipe using Manning hydraulics, and checks an explicitly selected pipe against user-supplied velocity and capacity-utilization criteria.

How should I choose rainfall intensity?

Use a project-approved design rainfall intensity for the relevant return period and storm duration. The duration should be selected consistently with the catchment time of concentration and the governing project or authority method. This tool does not derive an IDF value automatically.

Why is time of concentration required if the tool does not calculate it?

Time of concentration provides the hydrologic context for selecting a design rainfall duration and intensity. TOOL-001 accepts Tc as an explicit input but does not replace a separate Tc calculation or local design procedure. Tc is preserved for traceability and is not directly multiplied into the frozen peak-flow arithmetic, which uses C, design rainfall intensity and catchment area.

What is the difference between sizing and selected-pipe checking?

Sizing returns the minimum hydraulic diameter implied by the design flow, slope and Manning n. A selected-pipe check evaluates a user-entered diameter and reports its full-flow capacity, velocity, utilization and configured rule-check results.

Does a PASS result mean the design complies with local code?

No. PASS means the result satisfies the explicit project criteria entered into the tool. It is not an automatic code-compliance determination, permit approval or final engineering design.

When should I not use the Rational Method result directly?

Do not rely on it directly where the governing method requires dynamic routing, significant storage, complex interconnected drainage networks, unusual hydrograph behavior, or other conditions outside the project-approved Rational Method assumptions.

What does the Manning calculation assume?

The Gate-2 engine uses a steady, uniform, full-flow circular-conduit Manning formulation with a positive slope and a user-supplied roughness coefficient. It is a preliminary hydraulic capacity model, not a transient or network-routing model.

Why does the tool ask for minimum and maximum velocity?

Those thresholds are explicit project criteria used for rule checks. WaterEngineerLab does not inject a hidden universal velocity limit because acceptable values depend on material, jurisdiction, design practice and project requirements.

What does capacity utilization mean?

It is the design peak flow divided by the selected pipe full-flow capacity. A value of 1.00 means the calculated design flow equals the calculated full-flow capacity under the entered slope and Manning n.

Can I switch between SI and US units?

Yes. The UI converts display/input values while the authoritative calculation path remains canonical SI. Repeated unit switching is designed to preserve the underlying engineering values to high precision.