Bullnose Aquarium Volume Calculator

Bullnose aquariums have a rectangular body with one end replaced by a smooth half-cylinder curve. This single rounded end creates a unique focal point while keeping three flat sides for easy placement against walls and in corners. The design adds extra volume compared to a purely rectangular tank of the same footprint.

Use this calculator to get the water capacity before dosing medications or supplements, sizing a filter or heater, or planning water changes. For total system volume including a sump, use the sump volume calculator.

Formula and unit notes are checked against the methodology described on our About page.

V = ((L - r) × W × H) + (π × r² × H) ÷ 2

Dimensions

r: ?Height: ?Overall Length: ?Width: ?

Enter the Bullnose dimensions in inches above to calculate volume.

How to Measure a Bullnose Aquarium

  1. Overall Length: Measure the overall inside length from the flat end to the farthest point of the curved end.
  2. Width: Measure the inside width across the flat sides.
  3. Bullnose Radius: Measure from the center of the curve to the curved glass. When the curve spans the full width, the radius is half the inside width.
  4. Height: Measure from the inside bottom of the tank up to the water line.

Measure inside dimensions, glass to glass, inside any frame or trim, and measure each dimension twice.

Dimension labels: Overall Length, Width, Bullnose Radius, Height

Bullnose Volume Formula

V = ((L - r) × W × H) + (π × r² × H) ÷ 2

The calculator adds a rectangular body (overall length minus the radius, times the width) to a half-cylinder end of the radius you enter. When the curve spans the full width of the tank the radius is half the width, as in the worked example below: 14 ÷ 2 = 7 inches.

This formula calculates the interior volume in cubic units matching your input measurements. If you measure in inches, the result is cubic inches; divide by 231 to convert to US gallons, or multiply gallons by 3.785 for liters. If you measure in centimeters, the result is cubic centimeters; divide by 1,000 for liters.

Step-by-Step Example Calculation

Consider a bullnose aquarium with the following inside dimensions: 30-inch overall length, 14-inch width, 7-inch radius, 16 inches tall.

  1. Rectangular section: (30 - 7) × 14 × 16 = 23 × 14 × 16 = 5,152 cubic inches
  2. Half-cylinder cap: (π × 7² × 16) ÷ 2 = 1,231.50 cubic inches
  3. Total volume: 5,152 + 1,231.50 = 6,383.50 cubic inches
  4. Convert to gallons: 6,383.50 ÷ 231 = 27.64 US gallons
  5. Convert to liters: 27.64 × 3.785 = 104.62 liters

Result: This bullnose aquarium holds approximately 27.64 US gallons (104.62 liters) of water when filled to the measured height.

Bullnose vs Round-End Volume

A round-end tank is essentially two bullnose ends joined by a shared rectangular middle section. Using the same 7-inch radius as the worked example above, a bullnose tank's single curved cap adds about 1,231.5 cubic inches (5.33 gallons) beyond a flat-ended rectangle. A round-end tank's two curved caps together add exactly double that — about 2,463 cubic inches (10.66 gallons) — because two matching semicircle ends combine into one full circle's worth of curved volume.

Water Volume Adjustments

Fill Height

The calculator above assumes you fill the tank to the full measured height. In practice, most aquarists keep the water level 1–2 inches below the rim to prevent overflow during water changes, when adding hands and equipment, or if fish splash. Use the fill height adjustment toggle in the calculator to enter your actual water line height for a more realistic volume estimate.

For tanks with open-top (rimless) designs, the gap between water surface and glass top is especially important to track. A 2-inch gap on a 20-inch tall tank reduces effective volume by 10%, which is significant for medication dosing.

Substrate Displacement

Gravel, sand, and planted substrates occupy space that would otherwise hold water. A 2-inch layer of gravel in a standard rectangular tank displaces roughly 5–8% of the total tank volume. Use the substrate displacement toggle in the calculator to subtract this volume from your water capacity estimate.

Rock and Decoration Displacement

Large rocks, driftwood, and dense decorations also displace water, which this calculator does not subtract. Use the aquarium displacement calculator to estimate how much.

For how glass thickness reduces interior volume on your specific tank size, see the glass thickness and volume loss guide.

Water Weight Estimate

The calculator displays estimated water weight for both freshwater (8.34 lbs per gallon) and saltwater (8.55 lbs per gallon at 1.025 specific gravity). These estimates help you determine whether your floor and stand can safely support the filled tank, substrate, and equipment combined.

Water weight estimates are approximate and based on standard conditions. Freshwater weight assumes pure water at 62 °F (16.7 °C) with a density of 8.34 lbs/gal (1.0 kg/L). Saltwater weight assumes a specific gravity of 1.025, typical of reef aquariums. Actual weight may vary depending on water temperature, salinity, dissolved minerals, and substrate displacement. Always verify that your aquarium stand and floor can support the total weight of the filled tank, substrate, equipment, and decorations before filling.

Common Measurement Mistakes

  • Measuring outside dimensions: Glass or acrylic thickness ranges from 3 mm to 19 mm per panel. Using outside dimensions overstates volume, especially on smaller tanks where glass thickness is a larger proportion of total width.
  • Mixing measurement units: Entering some dimensions in inches and others in centimeters produces nonsensical results. Use one unit system consistently and let the calculator handle conversions.
  • Measuring overall length instead of the straight-section length:The formula subtracts the radius from the overall length automatically, so enter the tank's full end-to-end length as measured, not a pre-shortened straight-section length — subtracting the radius yourself before entering it will double-count the adjustment.
  • Guessing the radius instead of measuring the curve's width:If you can't easily pinpoint where the curve begins, measure the width of the tank at the curved end and divide by two — a bullnose curve is typically a half-circle matching the tank's width, so this gives a reliable radius estimate.

Related Calculators

Need a different shape? The aquarium volume calculator covers all 20 tank shapes in one place.

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Frequently Asked Questions

How do I measure a bullnose aquarium for volume calculation?
Measure overall length from the flat end to the farthest point of the curved end. The bullnose radius is the distance from the center of the curve to the curved glass surface. Width is measured across the flat sides. Height is inside from bottom to water line.
What is the volume formula for a bullnose tank?
The formula is V = ((L - r) × W × H) + (π × r² × H) ÷ 2, where L is the overall length, W is the width, r is the radius of the curved end and H is the height.
How accurate is the bullnose calculator?
The bullnose formula combines a shortened rectangular section with a half-cylinder cap, so accuracy depends on correctly measuring the radius separately from the overall length. Because the radius is subtracted from the overall length before the rectangular portion is calculated, an error in the radius measurement affects both parts of the formula at once — measure the radius from the center of the curve to the curved glass; when the curve spans the full width, that is half the inside width.
Can I use this calculator for an acrylic bullnose tank?
Yes, the formula applies to either material. The curved end cap on a bullnose tank is typically molded acrylic bonded to flat glass or acrylic side panels, and the curved section often runs thicker than the flat panels for structural strength — measure the inside radius from the curved glass surface, not the outer molded edge.
How much does a bullnose aquarium weigh when full?
Multiply gallons by 8.34 lbs (freshwater) or 8.55 lbs (saltwater). Because a bullnose tank has one flat end and one curved end, its weight distribution is asymmetric — the curved end bears continuous outward water pressure across the cap, so confirm the stand supports the full length including the curve, not just the flat rectangular section.
Does a bullnose aquarium hold more or less water than a straight rectangular tank with the same overall length?
Slightly less. In the worked example above (30-inch overall length, 14-inch width, 7-inch radius, 16-inch height), a straight rectangular tank of the same 30 × 14 × 16 footprint would hold 6,720 cubic inches (29.09 gallons), while the bullnose version holds 6,383.50 cubic inches (27.64 gallons) — about 336 cubic inches (1.46 gallons) less. The curved cap removes more square-corner volume than it adds back.
How do I find the bullnose radius if I don't know it?
Measure from the center of the curve to the curved glass — that distance is the radius. When the curve spans the full width of the tank, the radius is half the inside width, so if you can't pinpoint where the curve starts, measure the tank's width at the curved end and divide by two; in the worked example above, 14 ÷ 2 = 7 inches.