Drainage Rate Calculation

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Drainage Rate Calculator

Gallons (US) Liters Cubic Feet
Seconds Minutes Hours

Use this for soil drainage tests (how fast water drops in a test hole).

Inches Millimeters Centimeters
Minutes Hours

Calculated Drainage Rate:

0.00 Unit

Understanding Drainage Rate Calculation

Drainage rate determines how quickly liquid moves through a specific system or medium. Whether you are an engineer sizing a storm drain, a landscaper assessing soil permeability for a garden, or a homeowner conducting a "perc test" for a septic system, accurate calculation is vital to prevent flooding and ensure structural integrity.

Two Main Types of Drainage Calculations

This calculator handles the two most common scenarios found in hydrology and civil engineering:

  • Volume Flow Rate (Q): Used for pipes, tanks, and pumps. It measures the volume of water moved over a set period (e.g., Gallons per Minute).
  • Infiltration/Percolation Rate (I): Used for soil testing. It measures the vertical distance water drops in a hole over time (e.g., Inches per Hour).

Formula 1: Volume Flow Rate

The basic formula for calculation volume discharge is:

Q = V / t

Where:

  • Q = Flow Rate (Discharge)
  • V = Volume of liquid (Gallons, Liters, etc.)
  • t = Time elapsed

Example: If a 50-gallon sump pit drains completely in 5 minutes, the drainage rate is 10 GPM (Gallons Per Minute).

Formula 2: Soil Percolation Rate

When testing soil for a septic leach field or rain garden, you measure how fast the water level drops in a test hole:

I = D / t

Where:

  • I = Infiltration Rate
  • D = Drop in water level (Inches or mm)
  • t = Time elapsed

Standardizing this to Inches per Hour (in/hr) is standard practice for analyzing soil types.

Interpreting Soil Drainage Results

Drainage Class Inches per Hour (approx) Implication
Excessively Drained > 6 in/hr Sand/Gravel. Water drains too fast for some plants.
Well Drained 0.6 – 6 in/hr Loam. Ideal for most agriculture and gardens.
Poorly Drained < 0.6 in/hr Clay/Silt. High risk of pooling and root rot.

Why Accurate Drainage Calculation Matters

1. Preventing Foundation Damage: If drainage rates around a home are too slow, hydrostatic pressure builds up against the foundation, leading to cracks and basement leaks.

2. Septic System Viability: A "perc test" determines if the soil can absorb effluent. If the rate is too slow (high clay content), a standard septic field will fail, requiring an expensive mound system.

3. Stormwater Management: For paved surfaces like driveways and parking lots, calculating the flow rate ensures that drains and gutters are sized large enough to handle peak rainfall intensity without overflowing.

var currentTab = 'volume'; function switchTab(tab) { currentTab = tab; var tabVol = document.getElementById('tab-volume'); var tabPerc = document.getElementById('tab-perc'); var secVol = document.getElementById('volume-section'); var secPerc = document.getElementById('perc-section'); var resultDiv = document.getElementById('resultDisplay'); // Reset display resultDiv.style.display = 'none'; if(tab === 'volume') { tabVol.className = 'drc-tab active'; tabPerc.className = 'drc-tab'; secVol.className = "; secPerc.className = 'drc-hidden'; } else { tabVol.className = 'drc-tab'; tabPerc.className = 'drc-tab active'; secVol.className = 'drc-hidden'; secPerc.className = "; } } function calculateVolumeFlow() { // Get Inputs var vol = parseFloat(document.getElementById('volumeInput').value); var volUnit = document.getElementById('volumeUnit').value; var time = parseFloat(document.getElementById('timeInputVol').value); var timeUnit = document.getElementById('timeUnitVol').value; // Validation if (isNaN(vol) || isNaN(time) || time <= 0 || vol < 0) { alert("Please enter valid positive numbers for volume and time."); return; } // Convert Time to Minutes for standardization var timeInMinutes = time; if (timeUnit === 'seconds') timeInMinutes = time / 60; if (timeUnit === 'hours') timeInMinutes = time * 60; // Calculate Rate per Minute var ratePerMin = vol / timeInMinutes; var ratePerHour = ratePerMin * 60; // Construct Output based on Volume Unit var unitLabel = ""; var altUnitLabel = ""; var mainVal = 0; var altVal = 0; if (volUnit === 'gallons') { unitLabel = "GPM (Gallons Per Minute)"; altUnitLabel = "GPH (Gallons Per Hour)"; mainVal = ratePerMin; altVal = ratePerHour; } else if (volUnit === 'liters') { unitLabel = "LPM (Liters Per Minute)"; altUnitLabel = "LPH (Liters Per Hour)"; mainVal = ratePerMin; altVal = ratePerHour; } else if (volUnit === 'cubic_feet') { unitLabel = "CFM (Cubic Feet Per Minute)"; altUnitLabel = "CFH (Cubic Feet Per Hour)"; mainVal = ratePerMin; altVal = ratePerHour; } // Display var resultBox = document.getElementById('resultDisplay'); resultBox.style.display = 'block'; document.getElementById('mainResult').innerText = mainVal.toFixed(2) + " " + unitLabel; document.getElementById('secondaryResult').innerText = "Equivalent to: " + altVal.toFixed(2) + " " + altUnitLabel; document.getElementById('analysisResult').innerText = ""; // No analysis text for pure volume flow usually } function calculatePercolation() { // Get Inputs var drop = parseFloat(document.getElementById('dropInput').value); var dropUnit = document.getElementById('dropUnit').value; var time = parseFloat(document.getElementById('timeInputPerc').value); var timeUnit = document.getElementById('timeUnitPerc').value; // Validation if (isNaN(drop) || isNaN(time) || time <= 0 || drop 6) { analysis = "Analysis: Fast drainage (Sandy soil). Water may pass through too quickly for efficient filtration."; } else if (rateInchesPerHour >= 0.6 && rateInchesPerHour 0) { document.getElementById('secondaryResult').innerText = "Percolation Rate (MPI): " + mpi.toFixed(1) + " Minutes per Inch"; } else { document.getElementById('secondaryResult').innerText = ""; } document.getElementById('analysisResult').innerText = analysis; }

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