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Osmolarity
0.3
Osmol/L
Osmolarity (mOsmol/L) 300

What Is Osmolarity?

Osmolarity is a measure of the total concentration of solute particles in a solution, expressed in osmoles per litre (Osmol/L). Unlike molarity, which counts molecules of solute, osmolarity counts the individual dissociated particles. A salt like NaCl splits into two ions (Na⁺ and Cl⁻) in water, so its osmolarity is twice its molarity. This calculator multiplies the solute molarity by the van't Hoff factor to give osmolarity in both Osmol/L and mOsmol/L.

Diagram showing a solute dissociating into multiple particles in water
Osmolarity counts the total number of dissolved particles, not molecules, so dissociating solutes contribute more.

How to Use the Calculator

Enter the molar concentration of your solute in mol/L, then enter the van't Hoff factor \(i\) — the number of particles each formula unit produces when it dissolves. Use \(i = 1\) for non-dissociating molecules such as glucose, \(i = 2\) for NaCl or KCl, and \(i = 3\) for CaCl₂ or Na₂SO₄. The result updates instantly.

The Formula Explained

The governing equation is $$\text{Osmolarity} = i \times M$$ Here \(M\) is molarity (mol/L) and \(i\) is the dimensionless number of dissociated particles. For a mixture of solutes, the total osmolarity is the sum of \(i \times M\) for each component. To convert to milliosmoles, multiply by 1000.

Formula relating osmolarity to van't Hoff factor times molarity
Osmolarity equals the van't Hoff factor \(i\) multiplied by the molar concentration \(M\).

Worked Example

Consider a 0.15 mol/L NaCl solution (normal saline approximation). NaCl dissociates into 2 ions, so \(i = 2\). $$\text{Osmolarity} = 2 \times 0.15 = 0.30 \text{ Osmol/L}$$ which equals 300 mOsmol/L — close to the physiological value of human plasma.

FAQ

What is the difference between osmolarity and osmolality? Osmolarity is per litre of solution; osmolality is per kilogram of solvent. They are nearly equal for dilute aqueous solutions.

What van't Hoff factor should I use? Use the number of ions a compound dissociates into. Real factors are slightly lower than ideal at high concentrations due to ion pairing.

Can I use this for mixtures? Yes — calculate each solute separately and add the osmolarity values together.

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