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Osmotic Pressure Calculator

Osmotic Pressure Calculator

Calculate osmotic pressure using van't Hoff equation for colligative properties

Calculate Osmotic Pressure

Molarity of the solution (mol/L)

Solution temperature

Number of particles per formula unit

Deviation from ideal behavior

Osmotic Pressure Results

2478.82
PA
Low Pressure
Pressure Classification
Moderate osmotic effects
Osmotic Effect
1.000 mol/L
Effective Concentration
298.1 K
Absolute Temperature

van't Hoff Equation: π = n × Φ × c × R × T

Calculation: 1 × 1 × 1.000 × 8.314 × 298.1 = 2479 Pa

Analysis: Common in dilute biological solutions

Applications: Cell biology, plant physiology

Example Calculations

Physiological Saline

0.9% NaCl solution at body temperature

Application: Medical IV fluids

C = 0.154 mol/L, T = 37°C

Seawater

Approximate seawater salinity

Application: Desalination studies

C = 0.6 mol/L, T = 25°C

Plant Cell Turgor

Plant cell osmotic pressure

Application: Plant physiology

C = 0.3 mol/L, T = 25°C

Blood Plasma

Human blood plasma osmolarity

Application: Medical diagnostics

C = 0.15 mol/L, T = 37°C
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Pressure Magnitude Guide

< 0.01 atm

Very low pressure

Dilute solutions

0.01 - 0.1 atm

Low pressure

Biological solutions

0.1 - 1 atm

Moderate pressure

Water treatment

1 - 10 atm

High pressure

Industrial processes

> 10 atm

Extreme pressure

Specialized applications

Common Dissociation Factors

n = 1
Non-electrolytes (glucose, sucrose)
n = 2
Binary electrolytes (NaCl, HCl)
n = 3
Ternary electrolytes (CaCl₂, Na₂SO₄)
n = 4
Quaternary electrolytes (Ca(NO₃)₂)

Applications

Medical
IV fluid osmolarity
Desalination
Reverse osmosis design
Biology
Cell membrane transport
Food Industry
Preservation processes

Understanding Osmotic Pressure

What is Osmotic Pressure?

Osmotic pressure is the minimum pressure that must be applied to a solution to prevent the inward flow of water across a semipermeable membrane. It's one of the colligative properties that depend on the concentration of dissolved particles rather than their identity.

Key Concepts

  • Osmosis: Water movement across membranes
  • Semipermeable Membrane: Allows solvent but not solute passage
  • Colligative Property: Depends on particle concentration
  • Isotonic Solution: Equal osmotic pressure across membrane

van't Hoff Equation

π = n × Φ × c × R × T

  • π: Osmotic pressure (Pa)
  • n: van't Hoff factor (dissociation factor)
  • Φ: Osmotic coefficient
  • c: Molar concentration (mol/L)
  • R: Gas constant (8.314 J/mol·K)
  • T: Absolute temperature (K)

Note: For ideal solutions, Φ = 1. Real solutions may deviate from ideality.

Applications and Importance

Medical Applications

Determining proper concentrations for IV fluids, dialysis solutions, and understanding blood pressure regulation.

Water Treatment

Designing reverse osmosis systems for desalination and water purification processes.

Plant Biology

Understanding turgor pressure in plant cells and water transport in vascular systems.

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