How to use (3 steps)
- Choose a mode: integrated rate law, data fitting, or Arrhenius.
- Enter A₀, k and t for theory, paste measured (t, [A]) or (T, k) data for fitting.
- Read off [A](t), fraction remaining, t₁/₂, best-fit order and Arrhenius parameters, then copy the URL to share the setup.
A default 1st-order example and small datasets are preloaded so you can compare realistic values before you compute.
Results
Mode: Integrated rate law
This section summarizes the main quantities computed from your inputs (concentration, fraction remaining, half-life, fitted constants and Arrhenius parameters).
How it's calculated
- Choose a mode and compute to show the transformed plots, fit diagnostics, and calculation steps.
Using the kinetics, fitting, and Arrhenius modes
This page supports three related tasks: direct rate-law calculations, fitting concentration-time data, and Arrhenius analysis. Start by picking the mode that matches the data you actually have.
Suggested workflow
- Use the calculator mode when you already know the order and rate constant and want concentration, time, or half-life.
- Use data fitting when you have a concentration-time table and want to compare 0th, 1st, and 2nd-order linearisations.
- Use the Arrhenius mode when you have temperature-rate pairs and need activation energy from a straight-line fit of ln k vs 1/T.
What the fitting mode assumes
The fitting workflow is built for a single reactant that decays with time. If your pasted series rises instead of decays, the calculator now flags that mismatch instead of pretending it found a valid decay model.
Common mistakes to avoid
- Pasting comma-decimal data with comma separators in locales that expect semicolons for ambiguous rows.
- Comparing R² values without first checking whether the chosen model is chemically plausible.
- Using the half-life relation from one reaction order in a mode that was fitted as another order.
See also
FAQ
Which reaction orders does this tool support?
It focuses on simple 0th, 1st and 2nd order kinetics for a single reactant A, using the integrated forms [A](t) = [A]₀ − k t, ln[A] = ln[A]₀ − k t and 1/[A] = 1/[A]₀ + k t. For more complex mechanisms or mixed orders, treat this calculator as a first diagnostic rather than a full kinetic model.
How should I format data for the fitting and Arrhenius modes?
For data fitting, paste time and concentration pairs as t, A on separate lines (all A values must be positive). For Arrhenius plots, paste T, k pairs with T in kelvins and k > 0. The calculator performs straight-line fits to the transformed data and reports slopes, intercepts, R² and kinetic parameters.
Related calculators
- Reagent table & reaction scalePlan reagent amounts and scaled reaction setups after you estimate a rate experiment or bench dilution.
- Acid-base titration curve & pHMove here when your kinetics worksheet also needs equivalence-point logic or a pH profile across titration volume.
- Acid-base titration curve simulatorUse this for quick what-if comparisons of weak and strong acid-base systems beside a kinetics exercise.
- Acid–base pHCheck pH and buffer assumptions before deciding whether a reaction-rate dataset needs acid-base context.
- Beer-Lambert law & calibration curvePair absorbance-based concentration estimates with your time-course data when kinetics are measured spectroscopically.
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