Temperature Coefficient (Q₁₀) Calculator
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Formula: Q₁₀ = (R₂ / R₁)10 / (T₂–T₁)
Enter any four values, leave one blank to solve for it.
T₁ and T₂ must use same unit (°C or K). R₁ and R₂ must use same unit.
Q₁₀ is unitless and >1 for temp-dependent processes.
T₁ and T₂ must use same unit (°C or K). R₁ and R₂ must use same unit.
Q₁₀ is unitless and >1 for temp-dependent processes.
What Is the Q₁₀ Temperature Coefficient?
The Q₁₀ Temperature Coefficient Calculator measures how the rate of a biological or chemical process changes when the temperature increases by 10°C. It's commonly used in physiology, enzyme kinetics, and thermal biology to evaluate the thermal sensitivity of reaction rates or biological responses.
Q₁₀ Equation Used
Q₁₀ = (R₂ / R₁)10 / (T₂ – T₁)
Where:
- Q₁₀ – Unitless temperature coefficient
- R₁ – Reaction rate or process rate at temperature T₁
- R₂ – Rate at temperature T₂ (higher temperature)
- T₁ – Lower temperature (°C or K)
- T₂ – Higher temperature (°C or K)
How to Use the Q₁₀ Calculator
- Enter any four known values among R₁, R₂, T₁, T₂, or Q₁₀.
- Leave the unknown field blank. The calculator will solve for that missing value.
- All temperature values must use the same unit (either °C or K).
- R₁ and R₂ must use identical units (m/s, bpm, Hz, etc.).
- Click Calculate to view the result instantly.
This tool supports units like m/s, μA, bpm, Hz, or can be left unitless if preferred. The Q₁₀ value is always unitless and typically >1 for temperature-sensitive processes.
Key Features
- Instant solve for any one unknown among rate or temperature
- Supports multiple units for physiological or physical systems
- Includes built-in formula display for educational purposes
- Easy temperature unit synchronization between T₁ and T₂
Typical Applications
- Enzyme activity analysis
- Neural signal propagation speed studies
- Muscle contraction rate assessments
- Metabolic rate temperature dependency checks
Use this calculator to explore temperature sensitivity across diverse biological or chemical systems, especially where experimental temperature control is limited. It's ideal for educational, research, or clinical physiology labs.