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✖Equilibrium Constant is the value of its reaction quotient at chemical equilibrium.ⓘ Equilibrium Constant [Kc]
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✖Degree of Dissociation of Emission is defined as the fraction of solute ions( carrying current) dissociate at specific given temperature.ⓘ Degree of Dissociation of Emission [α]
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✖Rate of Activation is the rate at which minimum amount of extra energy required by a reacting molecule to get converted into product.ⓘ Rate of Activation [Ractivation]
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Formula
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Rate of Activation

Formula
`"R"_{"activation"} = "K"_{"c"}*(1-"α")`

Example
`"30mol/L"="60mol/L"*(1-"0.5")`

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Rate of Activation Solution

STEP 0: Pre-Calculation Summary
Formula Used
Rate of Activation = Equilibrium Constant*(1-Degree of Dissociation of Emission)
Ractivation = Kc*(1-α)
This formula uses 3 Variables
Variables Used
Rate of Activation - (Measured in Mole per Cubic Meter) - Rate of Activation is the rate at which minimum amount of extra energy required by a reacting molecule to get converted into product.
Equilibrium Constant - (Measured in Mole per Cubic Meter) - Equilibrium Constant is the value of its reaction quotient at chemical equilibrium.
Degree of Dissociation of Emission - Degree of Dissociation of Emission is defined as the fraction of solute ions( carrying current) dissociate at specific given temperature.
STEP 1: Convert Input(s) to Base Unit
Equilibrium Constant: 60 Mole per Liter --> 60000 Mole per Cubic Meter (Check conversion here)
Degree of Dissociation of Emission: 0.5 --> No Conversion Required
STEP 2: Evaluate Formula
Substituting Input Values in Formula
Ractivation = Kc*(1-α) --> 60000*(1-0.5)
Evaluating ... ...
Ractivation = 30000
STEP 3: Convert Result to Output's Unit
30000 Mole per Cubic Meter -->30 Mole per Liter (Check conversion here)
FINAL ANSWER
30 Mole per Liter <-- Rate of Activation
(Calculation completed in 00.003 seconds)
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25 Physical spectroscopy Calculators

Singlet State Concentration
Go Singlet State Concentration = Absorption Intensity/(Rate Constant of Fluoroscence+Rate Constant of Non Radiative Reaction+Rate Constant of Intersystem Crossing+Rate Constant of Internal Conversion)
Phosphorescence Quantum Yield given Intersystem Quantum Yield
Go Phosphosecence Quantum Yield = (Phosphorescence Rate Constant/Absorption Intensity)*(((Absorption Intensity*Triplet State Quantum Yield)/Rate Constant of Triplet Triplet Anhilation)^(1/2))
Phosphorescence Quantum Yield given Fluoroscence Quantum Yield
Go Phosphosecence Quantum Yield = Fluorosecence Quantum Yield*((Phosphorescence Rate Constant*Concentration of Triplet State)/(Rate Constant of Fluoroscence*Singlet State Concentration))
Fluoroscence Quantum Yield given Phosphorescence Quantum Yield
Go Fluorosecence Quantum Yield = Phosphosecence Quantum Yield*((Rate Constant of Fluoroscence*Singlet State Concentration)/(Phosphorescence Rate Constant*Concentration of Triplet State))
Fluorescence Quantum Yield
Go Fluorosecence Quantum Yield = Rate of Radiative Reaction/(Rate of Radiative Reaction+Rate of Internal Conversion+Rate Constant of Intersystem Crossing+Quenching Constant)
Fluorosence Intensity at Low Concentration of Solute
Go Fluorosence Intensity = Fluorosecence Quantum Yield*Initial Intensity*2.303*Spectroscopical Molar Extinction Coefficient*Concentration at Time t*Length
Quantum Yield of Fluorescence
Go Fluorosecence Quantum Yield = Rate Constant of Fluoroscence/(Rate Constant of Fluoroscence+Rate of Internal Conversion+Rate Constant of Intersystem Crossing)
Fluoroscence Intensity without Quenching
Go Intensity Without Quenching = (Rate Constant of Fluoroscence*Absorption Intensity)/(Rate Constant of Non Radiative Reaction+Rate Constant of Fluoroscence)
Intensity Ratio
Go Intensity Ratio = 1+(Quencher Concentration*(Quenching Constant/(Rate Constant of Fluoroscence+Rate Constant of Non Radiative Reaction)))
Singlet Life Time
Go Singlet Life time = 1/(Rate Constant of Intersystem Crossing+Rate of Radiative Reaction+Rate of Internal Conversion+Quenching Constant)
Final Intensity using Stern Volmer Equation
Go Final Intensity = Initial Intensity/ (1+(Singlet Life time*Quenching Constant*Quencher Concentration))
Phosphorescence Quantum Yield
Go Phosphosecence Quantum Yield = Rate of Radiative Reaction/(Rate of Radiative Reaction+Rate Constant of Non Radiative Reaction)
Rate of Deactivation
Go Rate of Deactivation = (Rate Constant of Non Radiative Reaction+Rate Constant of Fluoroscence)*Singlet State Concentration
Triplet State Quantum yield
Go Triplet State Quantum Yield = (Rate Constant of Intersystem Crossing*Singlet State Concentration)/Absorption Intensity
Collisional Energy Transfer
Go Rate of Collisional Energy Transfer = Quenching Constant*Quencher Concentration*Singlet State Concentration
Triplet Triplet Anhilation
Go Rate of Triplet Triplet Anhilation = Rate Constant of Triplet Triplet Anhilation*(Concentration of Triplet State^2)
ISC Rate Constant
Go Rate Constant of Intersystem Crossing = Rate of Intersystem Crossing*Singlet State Concentration
Rate of ISC
Go Rate of Intersystem Crossing = Rate Constant of Intersystem Crossing*Singlet State Concentration
Phosphorescence Rate Constant
Go Phosphorescence Rate Constant = Rate of Phosphorescence/Concentration of Triplet State
Rate of Phosphorescence
Go Rate of Phosphorescence = Phosphorescence Rate Constant*Concentration of Triplet State
Fluorescence Rate Constant
Go Rate Constant of Fluoroscence = Rate of Fluoroscence/Singlet State Concentration
Rate of Activation
Go Rate of Activation = Equilibrium Constant*(1-Degree of Dissociation of Emission)
Difference in Acidity between Ground and Excited State
Go Difference in pka = pKa of Excited State-pKa of Ground State
Singlet Radiative Fluorescence Lifetime
Go Singlet Life time = 1/Rate Constant of Fluoroscence
Singlet Radiative Phosphorescence Lifetime
Go Singlet Life time = 1/Rate of Phosphorescence

Rate of Activation Formula

Rate of Activation = Equilibrium Constant*(1-Degree of Dissociation of Emission)
Ractivation = Kc*(1-α)

What does negative activation energy mean?

A negative activation energy suggests that the permeance of the component decreases with temperature, while the partial flux increases normally with temperature.

How to Calculate Rate of Activation?

Rate of Activation calculator uses Rate of Activation = Equilibrium Constant*(1-Degree of Dissociation of Emission) to calculate the Rate of Activation, Rate of Activation is the rate at which minimum amount of extra energy required by a reacting molecule to get converted into product. Rate of Activation is denoted by Ractivation symbol.

How to calculate Rate of Activation using this online calculator? To use this online calculator for Rate of Activation, enter Equilibrium Constant (Kc) & Degree of Dissociation of Emission (α) and hit the calculate button. Here is how the Rate of Activation calculation can be explained with given input values -> 30000 = 60000*(1-0.5).

FAQ

What is Rate of Activation?
Rate of Activation is the rate at which minimum amount of extra energy required by a reacting molecule to get converted into product and is represented as Ractivation = Kc*(1-α) or Rate of Activation = Equilibrium Constant*(1-Degree of Dissociation of Emission). Equilibrium Constant is the value of its reaction quotient at chemical equilibrium & Degree of Dissociation of Emission is defined as the fraction of solute ions( carrying current) dissociate at specific given temperature.
How to calculate Rate of Activation?
Rate of Activation is the rate at which minimum amount of extra energy required by a reacting molecule to get converted into product is calculated using Rate of Activation = Equilibrium Constant*(1-Degree of Dissociation of Emission). To calculate Rate of Activation, you need Equilibrium Constant (Kc) & Degree of Dissociation of Emission (α). With our tool, you need to enter the respective value for Equilibrium Constant & Degree of Dissociation of Emission and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.
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