Solubility Product given Activities of Species A and B Calculator

✖Activity of Specie A is a thermodynamic measure that takes into account the effective concentration or "activity" of a species in a non-ideal solution.ⓘ Activity of Specie A [a_A]			+10% -10%
✖Stochiometric Value for A is the the number of moles of the cation, M, produced when one mole of the ionic compound AxBy(s), dissolves in water.ⓘ Stochiometric Value for A [x]			+10% -10%
✖Activity of Specie B is a thermodynamic measure that takes into account the effective concentration or "activity" of a species in a non-ideal solution.ⓘ Activity of Specie B [a_B]			+10% -10%
✖Stochiometric Value for B is defined as the number of moles of the Anion B produced when one mole of the ionic compound, AxBy(s), dissolves in water.ⓘ Stochiometric Value for B [y]			+10% -10%

✖Solubility product for Activity represents the equilibrium between a sparingly soluble ionic compound and its dissociated ions in a saturated solution at a specific temperature.ⓘ Solubility Product given Activities of Species A and B [K_a]

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Solubility Product given Activities of Species A and B

Formula

`"K"_{"a"} = ("a"_{"A"}^"x")*("a"_{"B"}^"y")`

Example

`"0.000199"=(("0.1185mol/m³")^"4")*(("1.002645mol/m³")^"3")`

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Solubility Product given Activities of Species A and B Solution

STEP 0: Pre-Calculation Summary

Formula Used

Solubility Product for Activity = (Activity of Specie A^Stochiometric Value for A)*(Activity of Specie B^Stochiometric Value for B)
K_a = (a_A^x)*(a_B^y)
This formula uses 5 Variables

Variables Used

Solubility Product for Activity - Solubility product for Activity represents the equilibrium between a sparingly soluble ionic compound and its dissociated ions in a saturated solution at a specific temperature.
Activity of Specie A - (Measured in Mole per Cubic Meter) - Activity of Specie A is a thermodynamic measure that takes into account the effective concentration or "activity" of a species in a non-ideal solution.
Stochiometric Value for A - Stochiometric Value for A is the the number of moles of the cation, M, produced when one mole of the ionic compound AxBy(s), dissolves in water.
Activity of Specie B - (Measured in Mole per Cubic Meter) - Activity of Specie B is a thermodynamic measure that takes into account the effective concentration or "activity" of a species in a non-ideal solution.
Stochiometric Value for B - Stochiometric Value for B is defined as the number of moles of the Anion B produced when one mole of the ionic compound, AxBy(s), dissolves in water.

STEP 1: Convert Input(s) to Base Unit

Activity of Specie A: 0.1185 Mole per Cubic Meter --> 0.1185 Mole per Cubic Meter No Conversion Required
Stochiometric Value for A: 4 --> No Conversion Required
Activity of Specie B: 1.002645 Mole per Cubic Meter --> 1.002645 Mole per Cubic Meter No Conversion Required
Stochiometric Value for B: 3 --> No Conversion Required

STEP 2: Evaluate Formula

Substituting Input Values in Formula

K_a = (a_A^x)*(a_B^y) --> (0.1185^4)*(1.002645^3)

Evaluating ... ...

K_a = 0.000198753588509832

STEP 3: Convert Result to Output's Unit

0.000198753588509832 --> No Conversion Required

FINAL ANSWER

0.000198753588509832 ≈ 0.000199 <-- Solubility Product for Activity

(Calculation completed in 00.004 seconds)

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Malviya National Institute Of Technology (MNIT JAIPUR ), JAIPUR

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< 24 Crystallization Calculators

Supersaturation based on activities of Species A and B

Go Supersaturation Ratio = ((Activity of Specie A^Stochiometric Value for A)*((Activity of Specie B^Stochiometric Value for B))/Solubility Product for Activity)^(1/(Stochiometric Value for A+Stochiometric Value for B))

Supersaturation based on Concentration of Species A and B along with Solubility Product

Go Supersaturation Ratio = ((Concentration of Specie A^Stochiometric Value for A)*((Concentration of specie B^Stochiometric Value for B))/Solubility Product)^(1/(Stochiometric Value for A+Stochiometric Value for B))

Solubility Product given Activity Coefficient and Mole Fraction of Species A and B

Go Solubility Product for Activity = ((Activity Coefficient of A*Mole Fraction A)^Stochiometric Value for A)*((Activity Coefficient of B*Mole Fraction B)^Stochiometric Value for B)

Overall Excess Free Energy for Spherical Crystalline Body

Go Overall Excess Energy = 4*pi*(Crystal Radius^2)*Interfacial Tension+(4*pi/3)*(Crystal Radius^3)*Free Energy Change Per Volume

Reaction Rate Constant in Crystallization given Mass Flux Density and Order of Reaction

Go Reaction Rate Constant = Mass Density of Crystal Surface/((Interfacial Concentration-Equilibrium Saturation Value)^Order of Integration Reaction)

Mass Flux Density given Reaction Rate Constant and Order of Integration Reaction

Go Mass Density of Crystal Surface = Reaction Rate Constant*(Interfacial Concentration-Equilibrium Saturation Value)^Order of Integration Reaction

Solubility Product given Activities of Species A and B

Go Solubility Product for Activity = (Activity of Specie A^Stochiometric Value for A)*(Activity of Specie B^Stochiometric Value for B)

Solubility Product given Concentration of Species A and B

Go Solubility Product = ((Concentration of Specie A)^Stochiometric Value for A)*(Concentration of specie B)^Stochiometric Value for B

Mass Flux Density given Mass Transfer Coefficient and Concentration Gradient

Go Mass Density of Crystal Surface = Mass Transfer Coefficient*(Bulk Solution Concentration-Interface Concentration)

Mass Transfer Coefficient given Mass Flux Density and Concentration Gradient

Go Mass Transfer Coefficient = Mass Density of Crystal Surface/(Bulk Solution Concentration-Interface Concentration)

Nucleation Rate for given Number of Particles and Volume of Constant Supersaturation

Go Nucleation Rate = Number of Particles/(Supersaturation Volume*Supersaturation Time)

Number of Particles given Nucleation Rate and Supersaturation Volume and Time

Go Number of Particles = Nucleation Rate*(Supersaturation Volume*Supersaturation Time)

Supersaturation Volume given Nucleation Rate and Supersaturation Time

Go Supersaturation Volume = Number of Particles/(Nucleation Rate*Supersaturation Time)

Supersaturation Time given Nucleation Rate and Supersaturation Volume

Go Supersaturation Time = Number of Particles/(Nucleation Rate*Supersaturation Volume)

Supersaturation Ratio given Partial Pressure for Ideal Gas Condition

Go Supersaturation Ratio = Partial Pressure at Solution Concentration/Partial Pressure at Saturation Concentration

Kinetic Driving Force in Crystallization given Chemical Potential of Fluid and Crystal

Go Kinetic Driving Force = Chemical Potential of Fluid-Chemical Potential of Crystal

Relative Supersaturation given Degree of Saturation and Equilibrium Saturation Value

Go Relative Supersaturation = Degree of Supersaturation/Equilibrium Saturation Value

Equilibrium Saturation Value given Relative Supersaturation and Degree of Saturation

Go Equilibrium Saturation Value = Degree of Supersaturation/Relative Supersaturation

Degree of Supersaturation given Solution Concentration and Equilibrium Saturation Value

Go Degree of Supersaturation = Solution Concentration-Equilibrium Saturation Value

Solution Concentration given Degree of Supersaturation and Equilibrium Saturation Value

Go Solution Concentration = Degree of Supersaturation+Equilibrium Saturation Value

Equilibrium Saturation Value given Solution Concentration and Degree of Saturation

Go Equilibrium Saturation Value = Solution Concentration-Degree of Supersaturation

Supersaturation Ratio given Solution Concentration and Equilibrium Saturation Value

Go Supersaturation Ratio = Solution Concentration/Equilibrium Saturation Value

Suspension Density given Solid Density and Volumetric Holdup

Go Suspension Density = Solid Density*Volumetric Holdup

Relative Supersaturation for given Supersaturation Ratio

Go Relative Supersaturation = Supersaturation Ratio-1

Solubility Product given Activities of Species A and B Formula

Solubility Product for Activity = (Activity of Specie A^Stochiometric Value for A)*(Activity of Specie B^Stochiometric Value for B)
K_a = (a_A^x)*(a_B^y)

What is Crystallization?

Crystallization is a process in chemistry and material science that involves the formation of solid, ordered structures called crystals from a liquid, gas, or even a supersaturated solution. During crystallization, atoms, ions, or molecules in the liquid or gas come together in a highly organized and repeating pattern, forming a solid material with a characteristic geometric shape and well-defined properties.

How to Calculate Solubility Product given Activities of Species A and B?

Solubility Product given Activities of Species A and B calculator uses Solubility Product for Activity = (Activity of Specie A^Stochiometric Value for A)*(Activity of Specie B^Stochiometric Value for B) to calculate the Solubility Product for Activity, The Solubility Product given Activities of Species A and B formula is defined as the equilibrium between a sparingly soluble ionic compound and its dissociated ions in a saturated solution at a specific temperature. Solubility Product for Activity is denoted by K_a symbol.

How to calculate Solubility Product given Activities of Species A and B using this online calculator? To use this online calculator for Solubility Product given Activities of Species A and B, enter Activity of Specie A (a_A), Stochiometric Value for A (x), Activity of Specie B (a_B) & Stochiometric Value for B (y) and hit the calculate button. Here is how the Solubility Product given Activities of Species A and B calculation can be explained with given input values -> 0.001023 = (0.1185^4)*(1.002645^3).

FAQ

What is Solubility Product given Activities of Species A and B?

The Solubility Product given Activities of Species A and B formula is defined as the equilibrium between a sparingly soluble ionic compound and its dissociated ions in a saturated solution at a specific temperature and is represented as K_a = (a_A^x)*(a_B^y) or Solubility Product for Activity = (Activity of Specie A^Stochiometric Value for A)*(Activity of Specie B^Stochiometric Value for B). Activity of Specie A is a thermodynamic measure that takes into account the effective concentration or "activity" of a species in a non-ideal solution, Stochiometric Value for A is the the number of moles of the cation, M, produced when one mole of the ionic compound AxBy(s), dissolves in water, Activity of Specie B is a thermodynamic measure that takes into account the effective concentration or "activity" of a species in a non-ideal solution & Stochiometric Value for B is defined as the number of moles of the Anion B produced when one mole of the ionic compound, AxBy(s), dissolves in water.

How to calculate Solubility Product given Activities of Species A and B?

The Solubility Product given Activities of Species A and B formula is defined as the equilibrium between a sparingly soluble ionic compound and its dissociated ions in a saturated solution at a specific temperature is calculated using Solubility Product for Activity = (Activity of Specie A^Stochiometric Value for A)*(Activity of Specie B^Stochiometric Value for B). To calculate Solubility Product given Activities of Species A and B, you need Activity of Specie A (a_A), Stochiometric Value for A (x), Activity of Specie B (a_B) & Stochiometric Value for B (y). With our tool, you need to enter the respective value for Activity of Specie A, Stochiometric Value for A, Activity of Specie B & Stochiometric Value for B 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 Solubility Product for Activity?

In this formula, Solubility Product for Activity uses Activity of Specie A, Stochiometric Value for A, Activity of Specie B & Stochiometric Value for B. We can use 1 other way(s) to calculate the same, which is/are as follows -

Solubility Product for Activity = ((Activity Coefficient of A*Mole Fraction A)^Stochiometric Value for A)*((Activity Coefficient of B*Mole Fraction B)^Stochiometric Value for B)

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