How this site works
Methodology, sources, and what we refuse to guess
This page lists every registered figure this site uses, with its label, its source and its dates, then the assumed tables, and then the screening thresholds and range widths inside the calculators. The registry tables are generated from the same figures list the calculators use; the thresholds list is kept beside the calculators and checked against them by this site's tests.
There are three labels for registered figures.
- Sourced — taken from a named source and checked against a saved raw copy of it, on the date shown. A sentence is shown as a quotation; a number read from a table is shown as transcribed cells, not as a quotation.
- Derived — real arithmetic from sourced values or from a unit definition. The arithmetic is written out below, not described.
- Assumed — our own value, with no external source. Each of the six assumed figures and four assumed tables below carries a disclosure sentence, printed here and on the tool page that exposes it.
Every registered figure (14 entries)
Every number in this table is held in one place and each page reads it from there, so a page cannot show a registered figure that differs from this table. The four assumed tables and the thresholds follow further down.
| Figure | Value | Label | Source | Date | Review by |
|---|---|---|---|---|---|
| Rain per acre-inch (USGS) | 27,154.00 gal per acre-inch | sourced | U.S. Geological Survey, Water Science School — source page; original retrieval recorded 2026-08-06; that copy was not retained; checked against our saved copy of 2026-10-05. | saved copy 2026-10-05 | 2027-04-05 |
| USGS roof example, 1 inch of rain on a 40 x 70 ft roof | 1,743.00 gal from a 1-inch rainstorm on a 40x70 ft roof | sourced | U.S. Geological Survey, Water Science School — source page; original retrieval recorded 2026-08-06; that copy was not retained; checked against our saved copy of 2026-10-05. | saved copy 2026-10-05 | 2027-04-05 |
| Weight of a gallon of water at 70°F (USGS, archived) | 8.3290 lb per gallon at 70F | sourced | U.S. Geological Survey, Water Science School — archived copy: Internet Archive snapshot of 2026-08-16; the text has since been removed from the live page; original retrieval recorded 2026-08-06; that copy was not retained; checked against our saved copy of 2026-10-05. | saved copy 2026-10-05 | 2027-04-05 |
| US residential electricity price, May 2026 (EIA, preliminary) | 18.44 cents per kWh, US residential average | sourced | Historical figure from the publisher's archived issue — U.S. Energy Information Administration, Electric Power Monthly, July 2026 issue, Table 5.6.A, May 2026 data, marked preliminary by the publisher: Electric Power Monthly, July 2026 issue (PDF); original retrieval recorded 2026-08-24; that copy was not retained; checked against our saved copy of 2026-10-05. | saved copy 2026-10-05 | 2027-04-05 |
| Rain per square foot per inch | 0.6234 gal per sq ft per inch of rain | derived | Arithmetic shown below | arithmetic | — |
| Gallons per cubic foot | 7.4805 gal per cubic foot | derived | Arithmetic shown below | arithmetic | — |
| Round-pit gallons per inch of depth, per squared inch of diameter | 0.0034 gal per inch of depth per square inch of diameter | derived | Arithmetic shown below | arithmetic | — |
| Electricity price in dollars per kWh | 0.1844 USD per kWh | derived | Arithmetic shown below | arithmetic | — |
| Pipe roughness coefficient C (assumed) | 150.00 Hazen-Williams C, smooth plastic pipe | assumed | Our own assumption, disclosed below | set 2026-08-06 | — |
| Share of rain reaching the footing drain (assumed) | 0.3500 fraction of contributing-area rainfall reaching the pit | assumed | Our own assumption, disclosed below | set 2026-08-06 | — |
| Starting design rainfall intensity (assumed) | 1.0000 inches per hour | assumed | Our own assumption, disclosed below | set 2026-08-06 | — |
| Sizing margin on inflow (assumed) | 1.5000 multiplier on peak inflow | assumed | Our own assumption, disclosed below | set 2026-08-06 | — |
| Usable share of battery amp-hours (assumed) | 0.5000 usable fraction of nameplate amp-hours | assumed | Our own assumption, disclosed below | set 2026-08-06 | — |
| Battery capacity lost per year of age (assumed) | 0.0800 fraction of capacity lost per year | assumed | Our own assumption, disclosed below | set 2026-08-06 | — |
Sourced constants, with their sources
Rain per acre-inch (USGS)
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.
USGS roof example
1,743 gal from a 1-inch rainstorm on a 40x70 ft roof
Transcribed table cells (not a quotation):
| Area | Area (square miles) | Area (square kilometers) | Amount of water (gallons) | Amount of water (liters) |
|---|---|---|---|---|
| A roof (40 x 70 feet) | 0.0001 | 0.000257 | 1,743 | 6,601 |
U.S. Geological Survey, Water Science School — source page; original retrieval recorded 2026-08-06; that copy was not retained; checked against our saved copy of 2026-10-05.
Used as an independent cross-check on D1, not as a calculator input.
Weight of a gallon of water at 70°F (USGS)
8.329 lb per gallon at 70F
That gallon of tap water at 70°F weighed 8.329 pounds
Not an input to any calculator on this site. Listed because it was registered on 2026-08-06; the sentence has since been removed from the live page.
US residential electricity price (EIA)
18.44 cents per kWh, US residential average
Transcribed table cell (not a quotation): row U.S. Total, column Residential, May 2026, page 137: 18.44 (cents per kilowatthour).
Historical figure from the publisher's archived issue — U.S. Energy Information Administration, Electric Power Monthly, July 2026 issue, Table 5.6.A, May 2026 data, marked preliminary by the publisher: Electric Power Monthly, July 2026 issue (PDF); original retrieval recorded 2026-08-24; that copy was not retained; checked against our saved copy of 2026-10-05.
Transcribed cell: the U.S. Total row of Table 5.6.A in EIA's July 2026 issue, Residential column, May 2026: 18.44 cents per kilowatthour. EIA marks these values as preliminary estimates. 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 context: discharge into sanitary sewers
Inappropriate connections – Connections of sources of water such as sump pumps, roof leaders, foundation drains and area drains can overload a sanitary sewer
It is one item in the page's list of reasons sewers overflow. The page does not say whether such a connection is prohibited or inspected where you live; that is a local question.
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 |
|---|---|---|
| Cubic inches per cubic foot | 1,728 | 1 cubic foot = 12 x 12 x 12 = 1,728 cubic inches (definition of the foot). |
| Cubic inches per US gallon | 231 | The US liquid gallon is defined as exactly 231 cubic inches (US customary system). |
| Square feet per acre | 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). |
| Seconds per minute | 60 | 1 minute = 60 seconds. |
| Minutes per hour | 60 | 1 hour = 60 minutes. |
Derived constants, with the arithmetic written out
Rain per square foot per 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: Rain per acre-inch (USGS); Square feet per acre
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").
Gallons per cubic foot
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: Cubic inches per cubic foot; Cubic inches per US gallon
Round-pit gallons per inch of depth
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: Cubic inches per US gallon
Electricity price in dollars per kWh
0.184400 USD per kWh
18.44 cents per kWh (EIA, May 2026) / 100 = $0.1844 per kWh
Derived from: US residential electricity price (EIA)
Assumptions, with the disclosure each page must print
These are the registered numbers and tables with no external source. Each one carries a disclosure sentence, printed here and on the tool page that exposes it.
Pipe roughness coefficient C
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. The tool holds C at 150 and it cannot be changed on these pages; under the same Hazen-Williams formula, C = 120 raises friction by about 51% at any flow, so treat the friction figure as a floor for rough pipe.
Share of rain reaching the footing drain
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. The low-to-high band the estimate prints uses 10% and 70%, a range chosen by this site, so the estimate can be several times too high or too low. 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.
Starting design rainfall intensity
1.0 inches per hour
Assumed, no direct source: 1.0 inch per hour is an assumed design storm, not your storm. It is a starting value for the form, not a national average.
How to replace it: NOAA's Precipitation Frequency Data Server lets you choose a location and read precipitation frequency estimates for it. Use the depth it gives for the duration and return period you want to plan for, and type it in.
Sizing margin on inflow
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: This margin is fixed at 1.5x in the tool. To see the bare break-even flow, divide the required flow by 1.5; that is the inflow figure shown as water arriving.
Usable share of battery amp-hours
0.50 usable fraction of nameplate amp-hours
Assumed, no direct source: we treat half the nameplate amp-hours as usable. The half is an allowance chosen by this site for two effects it does not model separately: battery life lost to deep discharge, and the lower capacity a battery delivers 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.
Battery capacity lost per year of age
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.
Fitting equivalent lengths
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.
Horsepower shortlist bands
Assumed, no direct source: our horsepower bands are a shortlisting aid only. Two pumps of the same nominal horsepower can deliver different flows 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.
Running watts by horsepower band
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 plug-in energy meter reads your pump's real running watts directly, and that measurement replaces this assumption. The nameplate amps x volts is a second-best substitute.
Pipe inside diameters
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 rougher than smooth PVC.
How to replace it: Measure the actual inside diameter of your discharge pipe if you can reach a cut end. In the Hazen-Williams formula this site uses, head loss scales with the inverse 4.87 power of the inside diameter.
Thresholds and range widths inside the calculators
These numbers are not registry rows. They decide when a tool prints a warning, how wide a low-to-high band is, which screening tier or pump style a tool shows, and which constants the friction formula uses. Each is labelled.
| What | Value | Where it is used | Label |
|---|---|---|---|
| Inflow band on the measured path | the reading plus or minus 15% | Sizing | Assumed, no direct source: chosen by this site |
| Inflow band on the estimate path | capture fractions of 10% and 70% | Sizing, worked examples | Assumed, no direct source: chosen by this site |
| Short run flagged | under 10 seconds per cycle | Sizing | Assumed, no direct source: chosen by this site |
| Start count flagged | more than 30 starts an hour | Sizing | Assumed, no direct source: chosen by this site |
| Short float drawdown flagged | under 6 inches | Sizing | Assumed, no direct source: chosen by this site |
| Near the top of a horsepower band | required flow above 80% of the band boundary | Sizing | Assumed, no direct source: chosen by this site |
| Horsepower shortlist boundaries | 20, 35, 55, 75 and 100 gpm for the 1/4, 1/3, 1/2, 3/4 and 1 HP classes | Sizing | Assumed, no direct source: chosen by this site |
| Friction share flagged | friction above 30% of total head | Head and discharge | Assumed, no direct source: chosen by this site |
| High velocity flagged | above 8 ft/s | Head and discharge | Assumed, no direct source: chosen by this site |
| Low velocity flagged | under 2 ft/s on a run longer than 20 ft | Head and discharge | Assumed, no direct source: chosen by this site |
| Narrow pipe flagged | under 1 1/2 inch at more than 30 gpm | Head and discharge | Assumed, no direct source: chosen by this site |
| Missing check valve flagged | more than 4 ft of lift with no check valve | Head and discharge | Assumed, no direct source: chosen by this site |
| Short timing window flagged | under 30 seconds | Pit inflow test | Assumed, no direct source: chosen by this site |
| Small rise flagged | under 1 inch | Pit inflow test | Assumed, no direct source: chosen by this site |
| High inflow flagged | more than 60 gpm | Pit inflow test | Assumed, no direct source: chosen by this site |
| Large catchment flagged | more than 6,000 sq ft | Sizing (estimate path) | Assumed, no direct source: chosen by this site |
| Backup runtime band | 0.7x to 1.25x the runtime | Backup runtime | Assumed, no direct source: chosen by this site |
| Floor on age derating | capacity never derated below 20% of the label | Backup runtime | Assumed, no direct source: chosen by this site |
| Old battery flagged | 5 years or more | Backup runtime | Assumed, no direct source: chosen by this site |
| High duty cycle flagged | above 80% | Backup runtime | Assumed, no direct source: chosen by this site |
| Operating cost band | 0.6x to 1.8x the central figure | Operating cost | Assumed, no direct source: chosen by this site |
| Long run hours flagged | more than 2,000 hours a year | Operating cost | Assumed, no direct source: chosen by this site |
| Small electricity cost noted | under 5 dollars a year | Operating cost | Assumed, no direct source: chosen by this site |
| Headroom that rules out a pedestal | under 30 inches | Pump style | Assumed, no direct source: chosen by this site |
| Narrow pit | under 14 inches across | Pump style | Assumed, no direct source: chosen by this site |
| Roomy pit | 18 inches across or more | Pump style | Assumed, no direct source: chosen by this site |
| Shallow pit | under 18 inches deep | Pump style | Assumed, no direct source: chosen by this site |
| Style scoring weights | headroom 4 (or 1 to pedestal), narrow pit 2, roomy pit 2, shallow pit 1, noise or finished space 3 (adjacent 1), solids 2, no one to lift a pump 2; confidence clear at a gap of 4, leaning at 2 | Pump style | Assumed, no direct source: chosen by this site |
| Generator tier | longest outage of 24 hours or more | Failure exposure | Assumed, no direct source: chosen by this site |
| Battery plus second pump tier | out-of-pocket exposure of 15,000 dollars or more, or 8,000 dollars or more with a single point of failure | Failure exposure | Assumed, no direct source: chosen by this site |
| Battery tier | longest outage of 2 hours or more, or out-of-pocket exposure of 3,000 dollars or more | Failure exposure | Assumed, no direct source: chosen by this site |
| Frequent outages flagged | 4 or more a year | Failure exposure | Assumed, no direct source: chosen by this site |
| Hazen-Williams constants | 0.2083, exponent 1.852 on flow and on 100/C, exponent 4.8655 on bore | Head and discharge, sizing, check valves | Formula constant: part of the published equation the tool applies |
| Pipe velocity constant | 0.4085 (feet per second from gpm and inches of bore) | Head and discharge | Formula constant: part of the published equation the tool applies |
| Electricity rate scenarios | 0.10, 0.14, 0.26 and 0.40 dollars per kWh beside the sourced national rate | Regional cost factors | Illustrative bracket, not a sourced figure |
Numbers this site deliberately does not hold
Each of these is a figure a visitor might reasonably expect to find here. Where we cannot source a figure honestly, we either ask you for it on the page named or tell you to bring your own. This list is generated from the same module as everything else.
| Figure | Where it would have appeared | Why we do not publish one |
|---|---|---|
| Installed price quoted by your contractor | /install-scope/ | Installed pricing depends on what has to change around the pump — pit condition, discharge routing, whether an electrician is needed — and on local labor rates, and this site holds no price data for any of them. We do not ask for a price at all. The tool lists the line items your answers require, so you can check a quote's structure against that list yourself. |
| Your electricity rate from your own bill | /operating-cost/ | We hold a national starting value here (EIA, May 2026, preliminary) because it is sourced. Residential rates differ by state and by tariff, and this site has not published state figures, so use the rate on your own bill. |
| 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. The form starts from illustrative values chosen by this site; replace them with yours and the tool does the arithmetic and shows the exposure. |
| Measured running watts of your pump | /operating-cost/ | We publish only an assumed planning table of running watts by horsepower band (labelled assumed). The operating-cost form starts from an illustrative value; a plug-in energy meter reading of your own pump replaces both. |
| Design rainfall intensity where you live | / | We hold an assumed 1.0 in/hr default (labelled assumed) only so the form has a starting value. A precipitation frequency estimate for your location from NOAA's data server replaces it. |
| 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 whose own range on this site runs from 10% to 70%, so the estimate can be several times too high or too low. This is why every tool that touches it pushes you toward the measurement.
- We do not model battery capacity at high discharge rates separately. The assumed 50% usable fraction is meant to allow for it, and the runtime band is a width chosen by this site.
- The Hazen-Williams coefficient is assumed rather than sourced. The equation is published; the specific value for plastic pipe is a conventional value 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 deliver different flows 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.
- The electricity rate default is a national average. It is sourced (May 2026, marked preliminary by EIA) and it is not the rate for any particular house.
Review cadence
The four sourced figures carry the date of the saved copy they were checked against and a review-by date six months later, both shown in the registry table above. The policy is to check a figure against its source again when it reaches that date and to record any correction in the update log rather than overwrite it quietly.
The dates that matter are printed beside each source above. For a dated history of what has changed here and why — including data series considered and deliberately not yet added — see the sources and update log.