How this site works
Methodology, sources, and what we refuse to guess
This page exists so that every number on this site can be traced to something. It is generated directly from the data module the calculators use, which means it cannot quietly fall out of date: if a constant changes, this page changes with it, and a constant that is not documented here does not exist in the engine.
There are exactly three labels, and every figure carries one.
- Sourced — quoted verbatim from a page we retrieved on a stated date. The quote is reproduced below so you can check that we read it correctly.
- Derived — real arithmetic from sourced values or from a unit definition. The arithmetic is written out below, not described.
- Assumed — our own adjustment, with no external source. Every one of these carries a disclosure sentence, and that sentence is printed on any page that uses the number, not only here.
Every figure in the registry (14 entries)
Pages fetch numbers through a registry lookup that throws at build time if the identifier has no entry. A page therefore cannot print a bare literal — the build fails before the page exists. This is the whole table, in full.
| Identifier | Value | Label | Source | Retrieved | Review by |
|---|---|---|---|---|---|
rain.gal_per_acre_inch | 27,154.00 gal per acre-inch | sourced | U.S. Geological Survey, Water Science School | 2026-08-06 | 2027-02-06 |
rain.usgs_roof_example | 1,743.00 gal from a 1-inch rainstorm on a 40x70 ft roof | sourced | U.S. Geological Survey, Water Science School | 2026-08-06 | 2027-02-06 |
water.lb_per_gal | 8.3290 lb per gallon at 70F | sourced | U.S. Geological Survey, Water Science School | 2026-08-06 | 2027-02-06 |
power.cents_per_kwh | 18.44 cents per kWh, US residential average | sourced | U.S. Energy Information Administration, Electric Power Monthly Table 5.3 | 2026-08-24 | 2027-02-24 |
rain.gal_per_sqft_inch | 0.6234 gal per sq ft per inch of rain | derived | U.S. Geological Survey, Water Science School | 2026-08-06 | 2027-02-06 |
convert.gal_per_cuft | 7.4805 gal per cubic foot | derived | US customary unit definitions | 2026-08-06 | 2027-02-06 |
pit.gal_per_inch_factor | 0.0034 gal per inch of depth per square inch of diameter | derived | Geometry of a right circular cylinder plus the US gallon definition | 2026-08-06 | 2027-02-06 |
power.usd_per_kwh | 0.1844 USD per kWh | derived | U.S. Energy Information Administration, Electric Power Monthly Table 5.3 | 2026-08-24 | 2027-02-24 |
friction.hazen_williams_c | 150.00 Hazen-Williams C, smooth plastic pipe | assumed | Our own assumption — no external source | 2026-08-06 | 2027-02-06 |
inflow.capture_fraction | 0.3500 fraction of contributing-area rainfall reaching the pit | assumed | Our own assumption — no external source | 2026-08-06 | 2027-02-06 |
rain.design_intensity | 1.0000 inches per hour | assumed | Our own assumption — no external source | 2026-08-06 | 2027-02-06 |
sizing.safety_factor | 1.5000 multiplier on peak inflow | assumed | Our own assumption — no external source | 2026-08-06 | 2027-02-06 |
battery.usable_fraction | 0.5000 usable fraction of nameplate amp-hours | assumed | Our own assumption — no external source | 2026-08-06 | 2027-02-06 |
battery.age_derate | 0.0800 fraction of capacity lost per year | assumed | Our own assumption — no external source | 2026-08-06 | 2027-02-06 |
Sourced constants, with their quotes
S1_RAIN_GAL_PER_ACRE_INCH
27,154 gal per acre-inch
One inch of rain falling on 1 acre of ground is equal to about 27,154 gallons and weighs about 113 tons.
S1_RAIN_ROOF_EXAMPLE
1,743 gal from a 1-inch rainstorm on a 40x70 ft roof
A roof (40 x 70 feet) | 0.0001 | 0.000257 | 1,743 | 6,601
Used as an independent cross-check on D1, not as a calculator input.
S1_WATER_LB_PER_GAL
8.329 lb per gallon at 70F
That gallon of tap water at 70°F weighed 8.329 pounds
S1_ELECTRICITY_CENTS_PER_KWH
18 cents per kWh, US residential average
Table 5.3. Average Price of Electricity to Ultimate Customers: Total by End-Use Sector, 2016 - May 2026 (Cents per Kilowatthour)
Read from that table: the Residential column for May 2026 shows 18.44 cents per kilowatthour. EIA marks 2026 and 2025 values as preliminary estimates from a cutoff model sample. This is a NATIONAL average and is the wrong number for any specific house; the tool takes your own rate off your own bill and only falls back to this.
Regulatory claim: discharge into sanitary sewers
Inappropriate connections – Connections of sources of water such as sump pumps, roof leaders, foundation drains and area drains
The same EPA page lists this among the causes that "can overload a sanitary sewer".
Unit definitions used in the derivations
These are definitions rather than measurements. They are listed because the derived constants below are built on them and a reader checking our arithmetic needs to see what we used.
| Quantity | Value | Definition |
|---|---|---|
cubicInchesPerCubicFoot | 1,728 | 1 cubic foot = 12 x 12 x 12 = 1,728 cubic inches (definition of the foot). |
cubicInchesPerUsGallon | 231 | The US liquid gallon is defined as exactly 231 cubic inches (US customary system). |
squareFeetPerAcre | 43,560 | An acre is defined as exactly 43,560 square feet (US customary system: 1 acre = 1 chain x 1 furlong = 66 ft x 660 ft). |
secondsPerMinute | 60 | 1 minute = 60 seconds. |
minutesPerHour | 60 | 1 hour = 60 minutes. |
Derived constants, with the arithmetic written out
D1_RAIN_GAL_PER_SQFT_INCH
0.623370 gal per sq ft per inch of rain
27,154 gal per acre-inch (USGS) / 43,560 sq ft per acre (definition) = 0.623370 gal per sq ft per inch
Derived from: S1_RAIN_GAL_PER_ACRE_INCH, DEFINITIONS.squareFeetPerAcre
Cross-check against the USGS roof example on the same page: 2,800 sq ft x 0.623370 = 1,745 gal vs the published 1,743 gal (0.1% apart, which is the rounding in "about 27,154").
D2_GAL_PER_CUFT
7.4805 gal per cubic foot
1,728 cubic inches per cubic foot / 231 cubic inches per US gallon = 7.480519 gal per cubic foot
Derived from: DEFINITIONS.cubicInchesPerCubicFoot, DEFINITIONS.cubicInchesPerUsGallon
D3_GAL_PER_INCH_DEPTH_FACTOR
0.003400 gal per inch of depth per square inch of diameter
A 1-inch slice of a round pit holds (pi/4) x d^2 cubic inches. Divide by 231 cubic inches per gallon: (pi/4)/231 = 0.00340 gal per inch of depth for each (inch of diameter) squared. An 18-inch pit therefore holds 0.00340 x 18^2 = 1.10 gal per inch of depth.
Derived from: DEFINITIONS.cubicInchesPerUsGallon
D4_ELECTRICITY_USD_PER_KWH
0.184400 USD per kWh
18.44 cents per kWh (EIA, May 2026) / 100 = $0.1844 per kWh
Derived from: S1_ELECTRICITY_CENTS_PER_KWH
Assumptions, with the disclosure each page must print
These are the numbers with no external source. Each one is printed with its disclosure on the page that uses it, so a visitor never encounters an assumed figure presented as a fact.
A1_HAZEN_WILLIAMS_C_PVC
150.0 Hazen-Williams C, smooth plastic pipe
Assumed, no direct source: we use C = 150 for new smooth PVC. The Hazen-Williams equation is a published empirical standard, but we could not retrieve a primary document we can quote for this specific coefficient, so it is labeled an assumption rather than a sourced value.
How to replace it: Older, scaled, or corrugated discharge pipe is rougher and loses more head. If your discharge line is corrugated or has mineral scale, drop C toward 120 and re-run; the tool will show you how much head that costs you.
A3_FOUNDATION_CAPTURE_FRACTION
0.35 fraction of contributing-area rainfall reaching the pit
Assumed, no direct source: we assume 35% of the rain landing on the contributing area reaches your footing drain. The true figure depends on soil, grading, downspout routing, and how much of the drain is still open, and it can plausibly run anywhere from under 10% to over 70%. This is the biggest single swing factor in the storm estimate.
How to replace it: Do the pit inflow test during real rain instead. A measured rise rate replaces this assumption entirely and is the number the sizing tool prefers whenever you have it.
A4_DESIGN_RAIN_INTENSITY
1.0 inches per hour
Assumed, no direct source: 1.0 inch per hour is a placeholder design storm, not your storm. Short-duration intensities vary by more than a factor of four across the United States.
How to replace it: NOAA Atlas 14 publishes precipitation-frequency estimates for your exact coordinates. Look up the 1-hour depth for the return period you care about and type it in.
A5_CAPACITY_SAFETY_FACTOR
1.5 multiplier on peak inflow
Assumed, no direct source: we size the pump to 1.5x the peak inflow so it is not running continuously at its limit during the storm that matters. A pump that exactly matches inflow never shuts off and has no margin for a partly blocked line.
How to replace it: Set it to 1.0 to see the bare break-even flow, or higher if your basement is finished and you want more margin.
A6_BATTERY_USABLE_FRACTION
0.50 usable fraction of nameplate amp-hours
Assumed, no direct source: we treat half the nameplate amp-hours as usable. Deep-cycle lead-acid batteries lose life fast below roughly 50% discharge, and a battery does not deliver its rated capacity at the high current a pump draws.
How to replace it: If your battery manufacturer publishes a capacity at your pump's actual amp draw (rather than the 20-hour rate), use that number instead — it is the honest one.
A7_BATTERY_AGE_DERATE_PER_YEAR
0.08 fraction of capacity lost per year
Assumed, no direct source: we derate battery capacity 8% per year of age. Real degradation depends on temperature, charger quality, and how often the battery has been deeply discharged.
How to replace it: Load-test the battery. A measured capacity beats any age-based rule of thumb, including this one.
A2_FITTING_EQUIV_DIAMETERS
Assumed, no direct source: fitting losses are modeled as an equivalent straight-pipe length in pipe diameters (90-degree elbow 30, 45-degree elbow 16, swing check valve 100, spring check valve 135). These are conventional practice values; we could not retrieve a primary document we can quote, so they are labeled assumptions.
How to replace it: If your pump or valve manufacturer publishes an equivalent-length or head-loss figure for the exact valve you own, use theirs — it beats any generic table, including ours.
A8_HP_BANDING
Assumed, no direct source: our horsepower bands are a shortlisting aid only. Two pumps of the same nominal horsepower can differ by 30 gallons per minute at the same head. The manufacturer's published performance curve is the answer; our band only tells you which shelf to look on.
How to replace it: Take the required flow AND the total dynamic head this tool gives you to any pump's published curve and read the flow it actually delivers at that head. If the curve does not reach your required flow at your head, the pump is wrong no matter what its horsepower says.
A9_PUMP_WATTS_BY_HP
Assumed, no direct source: running wattage by horsepower band is our estimate for planning only. Actual draw depends on motor design, head, and voltage.
How to replace it: A $25 plug-in energy meter reads your pump's real watts in about a minute, and that measurement replaces this assumption. The nameplate amps x volts is a second-best substitute.
PIPE_ID_INCHES
Assumed, no direct source: inside diameters are the conventional Schedule 40 PVC values. Schedule 80, ABS, and flexible corrugated discharge all differ, and corrugated pipe is dramatically rougher.
How to replace it: Measure the actual inside diameter of your discharge pipe if you can reach a cut end. Diameter matters more than anything else in the friction calculation — head loss scales roughly with the inverse 4.87 power of diameter.
Numbers this site deliberately does not hold
Each of these is a figure a visitor might reasonably expect to find here. In each case we could not source one honestly, so the tool asks for yours instead. This list is generated from the same module as everything else, so it cannot go stale either.
| Figure | Where it would have appeared | Why we do not publish one |
|---|---|---|
| Installed price quoted by your contractor | /install-scope/ | Sump pump installed pricing is dominated by what has to change around the pump — pit condition, discharge routing, whether an electrician is needed — and by local labor rates. A national average would be a number we made feel authoritative without it being true for you. We ask for your quote and check its structure instead. |
| Your electricity rate from your own bill | /operating-cost/ | We do hold a national default here (EIA, May 2026) because it is genuinely sourced, but residential rates range from roughly a third to more than double that figure depending on the state and the tariff. Your bill is the right number. |
| What is actually in your basement, at your valuation | /failure-exposure/ | We will not publish a dollar figure for "what a flooded basement costs" and attach it to your house. The number depends on your finishes, your contents, your insurance, and your deductible. You supply the values; the tool does the arithmetic and shows the exposure. |
| Measured running watts of your pump | /operating-cost/ | A plug-in energy meter measures this directly in a minute. Any table we published would be a guess about a motor we have never seen. |
| Design rainfall intensity where you live | / | NOAA publishes precipitation-frequency estimates for specific coordinates. Short-duration rainfall intensity varies across the country by more than a factor of four, so a single national default would be badly wrong for most visitors. |
| What your jurisdiction allows for discharge and backflow | /discharge-routing/ | Discharge rules are set municipality by municipality — where the water may terminate, how far from a property line, whether a connection to the sanitary sewer is prohibited outright, and whether a permit or inspection is required. There is no national answer, and inventing one would be actively dangerous. |
Limitations we are aware of
- The capture fraction is the weakest number here. When you use the estimate rather than a measurement, the result depends on an assumed fraction of rainfall reaching the footing drain that can plausibly be wrong by a factor of five. This is why every tool that touches it pushes you toward the measurement.
- We do not model battery capacity at high discharge rates. Amp-hour ratings are quoted at a slow discharge; a sump pump pulls far harder. Our runtime figures are therefore, if anything, optimistic.
- The Hazen-Williams coefficient is assumed rather than sourced. The equation is a published standard; the specific value for plastic pipe is conventional practice we could not tie to a primary document we can quote.
- Horsepower bands are a shortlist, not a performance claim. Two pumps of the same nominal rating can differ substantially at the same head. The manufacturer's curve is the answer.
- We hold no local regulatory content. Discharge and electrical rules differ municipality by municipality and we do not publish a national answer to a question that does not have one.
- The electricity rate default is a national average. It is genuinely sourced and genuinely wrong for most individual houses.
Review cadence
Every figure carries a retrieval date and a review-by date six months later, both shown in the registry table above. A figure past its review date is re-verified against its source before the site is rebuilt; where the cited page has changed, the figure is corrected and the correction recorded rather than quietly overwritten.
Figures on this site were last reviewed 2026-08-06.