When to use
- Planning drug washout protocols after MS-222 anesthesia
- Calculating how many water changes to remove a contaminant
- Modeling concentration decay for treatment protocols
- Generating a water change schedule with expected concentrations
Model how a water parameter decreases over successive partial water changes. Forward and inverse modes for drug washout protocols and contaminant removal in aquatic research.
Try it out
Load example water change dilution data to see the full workflow
Usually 0 for clean replacement water
When to use
Do not use for
The formula assumes complete mixing after each water change. In practice, stratification or dead zones mean actual concentration may be higher than predicted. Add 1–2 extra changes as a safety margin.
Two 25% changes remove 43.75% of the substance, but one 50% change removes 50%. When possible, maximize the volume per change rather than the number of changes.
Each water change introduces new water — ensure it is temperature-matched (±1°C) and dechlorinated to avoid additional stress during the washout process.
Wait 10–15 minutes between successive changes to allow the system to mix fully. Rapid serial changes without mixing time will be less effective than predicted.
Forward mode: C_final = C_replacement + (C_start − C_replacement) (1 − f)ⁿ. Inverse mode: n = ⌈ln((C_target − C_replacement)/(C_start − C_replacement)) / ln(1 − f)⌉. Where f = change_volume / tank_volume. Unit-agnostic — any concentration unit works.
Last validated 2026-04-06. Calculations are designed for planning and documentation support; verify procurement decisions against manufacturer specifications or institutional SOPs.
ConductScience Water Change Dilution Calculator (v1.0). ConductScience, Inc. 2026. Available at: https://conductscience.com/tools/water-change-dilution-calculator
Matthews M, Varga ZM. Anesthesia and euthanasia in zebrafish. ILAR Journal. 2012;53(2):192–204.
Nüsslein-Volhard C, Dahm R. Zebrafish: A Practical Approach. Oxford University Press. 2002.
Serial dilution through water changes follows a geometric decay model:
Where f = change volume / tank volume, and n = number of changes.
Key insight: doubling the fraction removed per change is far more effective than doubling the number of changes. A 50% change removes more in one step than two 25% changes (50% vs 43.75%).
In aquatic research, drug washout is critical after:
Always verify final concentration with a test kit when possible, as the calculator assumes perfect mixing and no substance decay.
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