Divide the absorbance (A) by the product of the concentration (c) and path length (l) to calculate the molar absorptivity constant (ε).
The Molar Absorptivity Constant Calculator simplifies the application of Beer-Lambert Law, which relates the absorbance of a solution to its concentration, path length, and molar absorptivity. The molar absorptivity constant () quantifies how strongly a substance absorbs light at a specific wavelength. This is particularly useful in chemistry and biochemistry for determining the concentration of solutions using spectrophotometry.
Formula:
ε = A / (c ∗ l)
Variables:
Variable | Description | Unit |
---|---|---|
ε | Molar absorptivity constant | L/(mol·cm) |
A | Absorbance | Unitless |
c | Concentration of the solution | mol/L |
l | Path length of the cuvette | cm |
Solved Calculations:
Example 1: Calculate for a Solution with , ,
Step | Value | Explanation |
---|---|---|
Absorbance () | 0.5 | Measured absorbance |
Concentration () | 0.01 mol/L | Known concentration of the solution |
Path length () | 1 cm | Length of the light path through the solution |
Formula | Substitute values into the formula | |
Calculation | = 50 | Divide absorbance by product of and |
Result | 50 L/(mol·cm) | Molar absorptivity constant |
Example 2: Calculate for , ,
Step | Value | Explanation |
---|---|---|
Absorbance () | 0.8 | Measured absorbance |
Concentration () | 0.02 mol/L | Known concentration of the solution |
Path length () | 2 cm | Length of the light path through the solution |
Formula | Substitute values into the formula | |
Calculation | = 20 | Divide absorbance by product of and |
Result | 20 L/(mol·cm) | Molar absorptivity constant |
What is the Molar Absorptivity Constant Calculator?