Osmotic Pressure given Density of Solution Calculator

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Osmotic Pressure

Clausius-Clapeyron Equation

Depression in Freezing Point

Elevation in Boiling Point

Gibb's Phase Rule

Immiscible Liquids

Important Formulas of Clausius-Clapeyron Equation

Important Formulas of Colligative Properties

Relative Lowering of Vapour Pressure

Van't Hoff Factor

✖The Density of Solution is a relative measurement of the mass of an object compared against the space that it occupies.ⓘ Density of Solution [ρ_sol]			+10% -10%
✖The Equilibrium Height is the height of a column of solution above the solvent level.ⓘ Equilibrium Height [h]			+10% -10%

✖The Osmotic Pressure is the minimum pressure which needs to be applied to a solution to prevent the inward flow of its pure solvent across a semipermeable membrane.ⓘ Osmotic Pressure given Density of Solution [π]

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Formula

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Osmotic Pressure given Density of Solution

Formula

`"π" = "ρ"_{"sol"}*"[g]"*"h"`

Example

`"2.498734Pa"="0.049g/L"*"[g]"*"5.2m"`

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Osmotic Pressure given Density of Solution Solution

STEP 0: Pre-Calculation Summary

Formula Used

Osmotic Pressure = Density of Solution*[g]*Equilibrium Height
π = ρ_sol*[g]*h
This formula uses 1 Constants, 3 Variables

Constants Used

[g] - Gravitational acceleration on Earth Value Taken As 9.80665

Variables Used

Osmotic Pressure - (Measured in Pascal) - The Osmotic Pressure is the minimum pressure which needs to be applied to a solution to prevent the inward flow of its pure solvent across a semipermeable membrane.
Density of Solution - (Measured in Kilogram per Cubic Meter) - The Density of Solution is a relative measurement of the mass of an object compared against the space that it occupies.
Equilibrium Height - (Measured in Meter) - The Equilibrium Height is the height of a column of solution above the solvent level.

STEP 1: Convert Input(s) to Base Unit

Density of Solution: 0.049 Gram per Liter --> 0.049 Kilogram per Cubic Meter (Check conversion here)
Equilibrium Height: 5.2 Meter --> 5.2 Meter No Conversion Required

STEP 2: Evaluate Formula

Substituting Input Values in Formula

π = ρ_sol*[g]*h --> 0.049*[g]*5.2

Evaluating ... ...

π = 2.49873442

STEP 3: Convert Result to Output's Unit

2.49873442 Pascal --> No Conversion Required

FINAL ANSWER

2.49873442 ≈ 2.498734 Pascal <-- Osmotic Pressure

(Calculation completed in 00.004 seconds)

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Created by Prerana Bakli

University of Hawaiʻi at Mānoa (UH Manoa), Hawaii, USA

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Verified by Akshada Kulkarni

National Institute of Information Technology (NIIT), Neemrana

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< 19 Osmotic Pressure Calculators

Osmotic Pressure given Volume and Concentration of Two Substances

Go Osmotic Pressure = (((Concentration of Particle 1*Volume of Particle 1)+(Concentration of Particle 2*Volume of Particle 2))*([R]*Temperature))/(Volume of Particle 1+Volume of Particle 2)

Van't Hoff Osmotic Pressure for Mixture of Two Solutions

Go Osmotic Pressure = ((Van't Hoff Factor of Particle 1*Concentration of Particle 1)+(Van't Hoff Factor of Particle 2*Concentration of Particle 2))*[R]*Temperature

Osmotic Pressure given Vapour Pressure

Go Osmotic Pressure = ((Vapour Pressure of Pure Solvent-Vapour Pressure of Solvent in Solution)*[R]*Temperature)/(Molar Volume*Vapour Pressure of Pure Solvent)

Osmotic Pressure given Volume and Osmotic Pressure of Two Substances

Go Osmotic Pressure = ((Osmotic Pressure of Particle 1*Volume of Particle 1)+(Osmotic Pressure of Particle 2*Volume of Particle 2))/([R]*Temperature)

Osmotic Pressure given Depression in Freezing Point

Go Osmotic Pressure = (Molar Enthalpy of Fusion*Depression in Freezing Point*Temperature)/(Molar Volume*(Solvent Freezing Point^2))

Van't Hoff Osmotic Pressure for Electrolyte

Go Osmotic Pressure = Van't Hoff Factor*Molar Concentration of Solute*Universal Gas Constant*Temperature

Osmotic Pressure given Concentration of Two Substances

Go Osmotic Pressure = (Concentration of Particle 1+Concentration of Particle 2)*[R]*Temperature

Relative Lowering of Vapour Pressure given Osmotic Pressure

Go Relative Lowering of Vapour Pressure = (Osmotic Pressure*Molar Volume)/([R]*Temperature)

Osmotic Pressure given Relative Lowering of Vapour Pressure

Go Osmotic Pressure = (Relative Lowering of Vapour Pressure*[R]*Temperature)/Molar Volume

Van't Hoff Factor given Osmotic Pressure

Go Van't Hoff Factor = Osmotic Pressure/(Molar Concentration of Solute*[R]*Temperature)

Temperature of Gas given Osmotic Pressure

Go Temperature = (Osmotic Pressure*Volume of Solution)/(Number of Moles of Solute*[R])

Moles of Solute given Osmotic Pressure

Go Number of Moles of Solute = (Osmotic Pressure*Volume of Solution)/([R]*Temperature)

Osmotic Pressure using Number of Moles and Volume of Solution

Go Osmotic Pressure = (Number of Moles of Solute*[R]*Temperature)/Volume of Solution

Volume of Solution given Osmotic Pressure

Go Volume of Solution = (Number of Moles of Solute*[R]*Temperature)/Osmotic Pressure

Total Concentration of Particles using Osmotic Pressure

Go Molar Concentration of Solute = Osmotic Pressure/([R]*Temperature)

Osmotic Pressure for Non Electrolyte

Go Osmotic Pressure = Molar Concentration of Solute*[R]*Temperature

Density of Solution given Osmotic Pressure

Go Density of Solution = Osmotic Pressure/([g]*Equilibrium Height)

Equilibrium Height given Osmotic Pressure

Go Equilibrium Height = Osmotic Pressure/([g]*Density of Solution)

Osmotic Pressure given Density of Solution

Go Osmotic Pressure = Density of Solution*[g]*Equilibrium Height

< 22 Important Formulas of Colligative Properties Calculators

Van't Hoff Osmotic Pressure for Mixture of Two Solutions

Go Osmotic Pressure = ((Van't Hoff Factor of Particle 1*Concentration of Particle 1)+(Van't Hoff Factor of Particle 2*Concentration of Particle 2))*[R]*Temperature

Osmotic Pressure given Vapour Pressure

Go Osmotic Pressure = ((Vapour Pressure of Pure Solvent-Vapour Pressure of Solvent in Solution)*[R]*Temperature)/(Molar Volume*Vapour Pressure of Pure Solvent)

Osmotic Pressure given Depression in Freezing Point

Go Osmotic Pressure = (Molar Enthalpy of Fusion*Depression in Freezing Point*Temperature)/(Molar Volume*(Solvent Freezing Point^2))

Relative Lowering of Vapour Pressure

Go Relative Lowering of Vapour Pressure = (Vapour Pressure of Pure Solvent-Vapour Pressure of Solvent in Solution)/Vapour Pressure of Pure Solvent

Van't Hoff Osmotic Pressure for Electrolyte

Go Osmotic Pressure = Van't Hoff Factor*Molar Concentration of Solute*Universal Gas Constant*Temperature

Ebullioscopic Constant using Latent Heat of Vaporization

Go Ebullioscopic Constant of Solvent = ([R]*Solvent BP given Latent Heat of Vaporization^2)/(1000*Latent Heat of Vaporization)

Osmotic Pressure given Concentration of Two Substances

Go Osmotic Pressure = (Concentration of Particle 1+Concentration of Particle 2)*[R]*Temperature

Ostwald-Walker Dynamic Method for Relative Lowering of Vapour Pressure

Go Relative Lowering of Vapour Pressure = Loss of Mass in Bulb Set B/(Loss of Mass in bulb set A+Loss of Mass in Bulb Set B)

Relative Lowering of Vapour Pressure given Number of Moles for Concentrated Solution

Go Relative Lowering of Vapour Pressure = Number of Moles of Solute/(Number of Moles of Solute+Number of Moles of Solvent)

Osmotic Pressure given Relative Lowering of Vapour Pressure

Go Osmotic Pressure = (Relative Lowering of Vapour Pressure*[R]*Temperature)/Molar Volume

Cryoscopic Constant given Latent Heat of Fusion

Go Cryoscopic Constant = ([R]*Solvent Freezing Point for Cryoscopic Constant^2)/(1000*Latent Heat of Fusion)

Van't Hoff Relative Lowering of Vapour Pressure given Molecular Mass and Molality

Go Colligative Pressure given Van't Hoff factor = (Van't Hoff Factor*Molality*Molecular Mass Solvent)/1000

Ebullioscopic Constant given Elevation in Boiling Point

Go Ebullioscopic Constant of Solvent = Boiling Point Elevation/(Van't Hoff Factor*Molality)

Van't Hoff Equation for Elevation in Boiling Point of Electrolyte

Go Boiling Point Elevation = Van't Hoff Factor*Ebullioscopic Constant of Solvent*Molality

Cryoscopic Constant given Depression in Freezing Point

Go Cryoscopic Constant = Depression in Freezing Point/(Van't Hoff Factor*Molality)

Van't Hoff equation for Depression in Freezing Point of electrolyte

Go Depression in Freezing Point = Van't Hoff Factor*Cryoscopic Constant*Molality

Total Concentration of Particles using Osmotic Pressure

Go Molar Concentration of Solute = Osmotic Pressure/([R]*Temperature)

Osmotic Pressure for Non Electrolyte

Go Osmotic Pressure = Molar Concentration of Solute*[R]*Temperature

Osmotic Pressure given Density of Solution

Go Osmotic Pressure = Density of Solution*[g]*Equilibrium Height

Relative Lowering of Vapour Pressure given Number of Moles for Dilute Solution

Go Relative Lowering of Vapour Pressure = Number of Moles of Solute/Number of Moles of Solvent

Boiling Point Elevation

Go Boiling Point Elevation = Molal Boiling Point Elevation Constant*Molality

Freezing Point Depression

Go Depression in Freezing Point = Cryoscopic Constant*Molality

Osmotic Pressure given Density of Solution Formula

Osmotic Pressure = Density of Solution*[g]*Equilibrium Height
π = ρ_sol*[g]*h

How to calculate Osmotic Pressure when density of solution is given?

The osmotic pressure is calculated using the formula π = ρ * g * h
π = osmotic pressure
ρ = density of solution
g = Gravitational acceleration constant
h = equilibrium height of solution

How is the Osmotic Pressure is a colligative property?

The osmotic pressure is proportional to the concentration of solute particles ci and is therefore a colligative property.
As with the other colligative properties, this equation is a consequence of the equality of solvent chemical potentials of the two phases in equilibrium. In this case the phases are the pure solvent at pressure P and the solution at total pressure (P + π).

How to Calculate Osmotic Pressure given Density of Solution?

Osmotic Pressure given Density of Solution calculator uses Osmotic Pressure = Density of Solution*[g]*Equilibrium Height to calculate the Osmotic Pressure, The Osmotic Pressure given Density of Solution is the pressure exerted by solution column at an equilibrium height over a solvent in a solution. Osmotic Pressure is denoted by π symbol.

How to calculate Osmotic Pressure given Density of Solution using this online calculator? To use this online calculator for Osmotic Pressure given Density of Solution, enter Density of Solution (ρ_sol) & Equilibrium Height (h) and hit the calculate button. Here is how the Osmotic Pressure given Density of Solution calculation can be explained with given input values -> 254.9729 = 0.049*[g]*5.2.

FAQ

What is Osmotic Pressure given Density of Solution?

The Osmotic Pressure given Density of Solution is the pressure exerted by solution column at an equilibrium height over a solvent in a solution and is represented as π = ρ_sol*[g]*h or Osmotic Pressure = Density of Solution*[g]*Equilibrium Height. The Density of Solution is a relative measurement of the mass of an object compared against the space that it occupies & The Equilibrium Height is the height of a column of solution above the solvent level.

How to calculate Osmotic Pressure given Density of Solution?

The Osmotic Pressure given Density of Solution is the pressure exerted by solution column at an equilibrium height over a solvent in a solution is calculated using Osmotic Pressure = Density of Solution*[g]*Equilibrium Height. To calculate Osmotic Pressure given Density of Solution, you need Density of Solution (ρ_sol) & Equilibrium Height (h). With our tool, you need to enter the respective value for Density of Solution & Equilibrium Height and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.

How many ways are there to calculate Osmotic Pressure?

In this formula, Osmotic Pressure uses Density of Solution & Equilibrium Height. We can use 17 other way(s) to calculate the same, which is/are as follows -

Osmotic Pressure = ((Osmotic Pressure of Particle 1*Volume of Particle 1)+(Osmotic Pressure of Particle 2*Volume of Particle 2))/([R]*Temperature)
Osmotic Pressure = (Number of Moles of Solute*[R]*Temperature)/Volume of Solution
Osmotic Pressure = (((Concentration of Particle 1*Volume of Particle 1)+(Concentration of Particle 2*Volume of Particle 2))*([R]*Temperature))/(Volume of Particle 1+Volume of Particle 2)
Osmotic Pressure = (Concentration of Particle 1+Concentration of Particle 2)*[R]*Temperature
Osmotic Pressure = ((Vapour Pressure of Pure Solvent-Vapour Pressure of Solvent in Solution)*[R]*Temperature)/(Molar Volume*Vapour Pressure of Pure Solvent)
Osmotic Pressure = (Molar Enthalpy of Fusion*Depression in Freezing Point*Temperature)/(Molar Volume*(Solvent Freezing Point^2))
Osmotic Pressure = (Relative Lowering of Vapour Pressure*[R]*Temperature)/Molar Volume
Osmotic Pressure = ((Van't Hoff Factor of Particle 1*Concentration of Particle 1)+(Van't Hoff Factor of Particle 2*Concentration of Particle 2))*[R]*Temperature
Osmotic Pressure = Van't Hoff Factor*Molar Concentration of Solute*Universal Gas Constant*Temperature
Osmotic Pressure = Molar Concentration of Solute*[R]*Temperature
Osmotic Pressure = Molar Concentration of Solute*[R]*Temperature
Osmotic Pressure = (Concentration of Particle 1+Concentration of Particle 2)*[R]*Temperature
Osmotic Pressure = (Molar Enthalpy of Fusion*Depression in Freezing Point*Temperature)/(Molar Volume*(Solvent Freezing Point^2))
Osmotic Pressure = (Relative Lowering of Vapour Pressure*[R]*Temperature)/Molar Volume
Osmotic Pressure = ((Vapour Pressure of Pure Solvent-Vapour Pressure of Solvent in Solution)*[R]*Temperature)/(Molar Volume*Vapour Pressure of Pure Solvent)
Osmotic Pressure = Van't Hoff Factor*Molar Concentration of Solute*Universal Gas Constant*Temperature
Osmotic Pressure = ((Van't Hoff Factor of Particle 1*Concentration of Particle 1)+(Van't Hoff Factor of Particle 2*Concentration of Particle 2))*[R]*Temperature

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