TC

Chemistry

Titration Concentration Calculator

Correct an endpoint for blank, calculate analyte molarity in the titrated aliquot, and recover original-sample molar and mass concentration.

Blank-corrected titrant volume (mL)-
Moles of titrant delivered-
Moles of analyte in aliquot-
Analyte concentration in titrated aliquot (mol/L)-
Original sample concentration (mol/L)-
Original sample mass concentration (g/L)-

Decision view

Burette endpoint, stoichiometric equivalence, and dilution back-calculation

Burette endpoint, stoichiometric equivalence, and dilution back-calculationThe live burette drains to the corrected endpoint before the mole ratio maps the aliquot result back to the original sample.
Exact scenario comparisonTitrant volume at endpoint (mL) changes while all other entered assumptions remain constant.
Titrant volume at endpoint (mL)Blank-corrected titrant volume (mL)Moles of titrant deliveredMoles of analyte in aliquotAnalyte concentration in titrated aliquot (mol/L)Original sample concentration (mol/L)Original sample mass concentration (g/L)

How to use Titration Concentration Calculator

  1. Enter standardized titrant concentration.
  2. Use the endpoint volume and blank from the same method.
  3. Record aliquot volume, dilution factor, and equation coefficients.

Calculator guide

Understanding Titration Concentration Calculator

A titration endpoint measures delivered titrant moles. The balanced mole ratio converts those moles to analyte amount before aliquot volume and sample dilution are applied.

Correct volume first Blank is removed before moles are calculated.
Ratio uses moles Coefficients map titrant amount to analyte amount.
Dilution reverses last Aliquot concentration is scaled back to the original sample.

Detailed calculation process

Detailed titration back-calculation

The default uses 0.1 M titrant, a 24.6 mL endpoint, 0.2 mL blank, 20 mL aliquot, and fivefold prior dilution.

General formula: V_T,corr=V_end-V_blankn_T=C_T V_T,corr/1000n_A=n_T(ν_A/ν_T)C_aliquot=n_A/(V_A/1000)C_original=C_aliquot Dρ_A=C_original M_A Each stage has its own volume basis: corrected burette volume, aliquot volume, then original-sample dilution.

What each symbol means

C_T,V_end,V_blank titrant molarity, endpoint, and blank volumes
ν_A,ν_T analyte and titrant coefficients
V_A,D aliquot volume and dilution factor
M_A analyte molar mass

Worked substitution with the default inputs

1. Correct and convert titrant V_T,corr=24.6-0.2=24.4 mLn_T=0.1*24.4/1000=0.00244 mol Only corrected titrant volume is attributed to analyte.
2. Calculate aliquot concentration n_A=0.00244*(1/1)=0.00244 molC_aliquot=0.00244/0.020=0.122 M The default equation is 1:1.
3. Recover original sample C_original=0.122*5=0.610 Mρ_A=0.610*60.05=36.631 g/L The prior fivefold dilution is reversed after aliquot analysis.

The default original sample is estimated at 0.610 M or about 36.63 g/L.

Worked situations

Practical examples

  • The default corrected endpoint is 24.4 mL.
  • At 0.1 M and 1:1 stoichiometry, the aliquot is 0.122 M and the original fivefold-diluted sample is 0.61 M.

Better inputs

Useful tips

  • Standardize titrant near the analysis date.
  • Use replicate endpoints and report their spread.
  • Match the blank matrix and indicator method.

Before relying on the result

Limitations and common mistakes

  • The endpoint is assumed equivalent to the stoichiometric point.
  • No uncertainty, activity, side reaction, indicator bias, or electrode calibration is modeled.
  • The dilution factor is user supplied.

Reference

Key terms

Endpoint
Observed signal used to stop titrant delivery.
Blank correction
Titrant volume consumed without analyte.
Aliquot
Measured subsample subjected to titration.

Important note

Use validated titrant standardization, calibrated volumetric equipment, method-specific blanks, replicate endpoints, and the correct balanced reaction.

Frequently asked questions

Why subtract the blank?

It removes titrant consumed by the method or matrix rather than analyte.

Which way does the coefficient ratio go?

Analyte moles equal titrant moles times νanalyte/νtitrant.

Does dilution change analyte moles in the aliquot?

It changes concentration and selected amount, so the entered dilution factor restores the original concentration.