Secular Eqm- Ratio of Conc. of A to B given of half-lives provided k2 much greater than k1 Calculator

✖Half life of B is defined as the interval of time required to form half of the maximum concentration of substance B.ⓘ Half life of B [t_1/2,B]			+10% -10%
✖Half life of A is defined as the interval of time required to form half the maximum concentration of substance A.ⓘ Half life of A [t_1/2,A]			+10% -10%

✖A to B Ratio is defined as the ratio of the amount of substance A to substance B in a time interval t.ⓘ Secular Eqm- Ratio of Conc. of A to B given of half-lives provided k2 much greater than k1 [R_A:B]

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Secular Eqm- Ratio of Conc. of A to B given of half-lives provided k2 much greater than k1

Formula

`"R"_{"A:B"} = "t"_{"1/2,B"}/"t"_{"1/2,A"}`

Example

`"0.8"="800s"/"1000s"`

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Secular Eqm- Ratio of Conc. of A to B given of half-lives provided k2 much greater than k1 Solution

STEP 0: Pre-Calculation Summary

Formula Used

A to B Ratio = Half life of B/Half life of A
R_A:B = t_1/2,B/t_1/2,A
This formula uses 3 Variables

Variables Used

A to B Ratio - A to B Ratio is defined as the ratio of the amount of substance A to substance B in a time interval t.
Half life of B - (Measured in Second) - Half life of B is defined as the interval of time required to form half of the maximum concentration of substance B.
Half life of A - (Measured in Second) - Half life of A is defined as the interval of time required to form half the maximum concentration of substance A.

STEP 1: Convert Input(s) to Base Unit

Half life of B: 800 Second --> 800 Second No Conversion Required
Half life of A: 1000 Second --> 1000 Second No Conversion Required

STEP 2: Evaluate Formula

Substituting Input Values in Formula

R_A:B = t_1/2,B/t_1/2,A --> 800/1000

Evaluating ... ...

R_A:B = 0.8

STEP 3: Convert Result to Output's Unit

0.8 --> No Conversion Required

FINAL ANSWER

0.8 <-- A to B Ratio

(Calculation completed in 00.020 seconds)

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< 9 Consecutive Reactions Calculators

Concentration of Product C in First Order Consecutive Reaction

Go Concentration of C at Time t = Initial Concentration of Reactant A*(1-(1/(Rate Constant of Reaction 2-Reaction Rate Constant 1)*(Rate Constant of Reaction 2*(exp(-Reaction Rate Constant 1*Time)-Reaction Rate Constant 1*exp(-Rate Constant of Reaction 2*Time)))))

Concentration of Intermediate B in First Order Consecutive Reaction

Go Concentration of B at Time t = Initial Concentration of Reactant A*(Reaction Rate Constant 1/(Rate Constant of Reaction 2-Reaction Rate Constant 1))*(exp(-Reaction Rate Constant 1*Time)-exp(-Rate Constant of Reaction 2*Time))

Maximum Concentration of Intermediate B in First Order Consecutive Reaction

Go Concentration of B at Time t = Initial Concentration of Reactant A*(Rate Constant of Reaction 2/Reaction Rate Constant 1)^(Rate Constant of Reaction 2/(Reaction Rate Constant 1-Rate Constant of Reaction 2))

Time required to form Maximum Concentration of Intermediate B in First Order Consecutive Reaction

Go Time at maxB = 1/(Reaction Rate Constant 1-Rate Constant of Reaction 2)*ln(Reaction Rate Constant 1/Rate Constant of Reaction 2)

Conc. of Intermediate B provided Reactant A Conc. at time t given k2 much greater than k1

Go Concentration of B at Time t = Concentration of A at Time t*(Reaction Rate Constant 1/(Rate Constant of Reaction 2-Reaction Rate Constant 1))

Concentration of Product C when k2 much greater than k1 in 1st Order Consecutive Reaction

Go Concentration of C at Time t = Initial Concentration of Reactant A*(1-exp(-Reaction Rate Constant 1*Time))

Concentration of Reactant A in First Order Consecutive Reaction

Go Concentration of A at Time t = Initial Concentration of Reactant A*exp(-Reaction Rate Constant 1*Time)

Transient Eqm- Ratio of B by A when k2 much greater than k1 for 1st Order Consecutive Rxn

Go B to A Ratio = Reaction Rate Constant 1/(Rate Constant of Reaction 2-Reaction Rate Constant 1)

Secular Eqm- Ratio of Conc. of A to B given of half-lives provided k2 much greater than k1

Go A to B Ratio = Half life of B/Half life of A

Secular Eqm- Ratio of Conc. of A to B given of half-lives provided k2 much greater than k1 Formula

A to B Ratio = Half life of B/Half life of A
R_A:B = t_1/2,B/t_1/2,A

What is a Consecutive Reaction?

Consecutive reactions can also be referred to as complex reactions. Usually the product of the first reaction is called the intermediate. It's a three step reaction, the product of first reactions is the intermediate, and the final step we obtain the desired product.
Another way to define consecutive reaction is that the reaction in which the reactants form intermediates and then these intermediates react to form the final products.
A→B→C
Here A, B and C are the substances.

How to Calculate Secular Eqm- Ratio of Conc. of A to B given of half-lives provided k2 much greater than k1?

Secular Eqm- Ratio of Conc. of A to B given of half-lives provided k2 much greater than k1 calculator uses A to B Ratio = Half life of B/Half life of A to calculate the A to B Ratio, The Secular Eqm- Ratio of Conc. of A to B given of half-lives provided k2 much greater than k1 formula is defined as ratio of the concentration of A to B in terms of their respective half lives, when k2>>k1 . A to B Ratio is denoted by R_A:B symbol.

How to calculate Secular Eqm- Ratio of Conc. of A to B given of half-lives provided k2 much greater than k1 using this online calculator? To use this online calculator for Secular Eqm- Ratio of Conc. of A to B given of half-lives provided k2 much greater than k1, enter Half life of B (t_1/2,B) & Half life of A (t_1/2,A) and hit the calculate button. Here is how the Secular Eqm- Ratio of Conc. of A to B given of half-lives provided k2 much greater than k1 calculation can be explained with given input values -> 0.8 = 800/1000.

FAQ

What is Secular Eqm- Ratio of Conc. of A to B given of half-lives provided k2 much greater than k1?

The Secular Eqm- Ratio of Conc. of A to B given of half-lives provided k2 much greater than k1 formula is defined as ratio of the concentration of A to B in terms of their respective half lives, when k2>>k1 and is represented as R_A:B = t_1/2,B/t_1/2,A or A to B Ratio = Half life of B/Half life of A. Half life of B is defined as the interval of time required to form half of the maximum concentration of substance B & Half life of A is defined as the interval of time required to form half the maximum concentration of substance A.

How to calculate Secular Eqm- Ratio of Conc. of A to B given of half-lives provided k2 much greater than k1?

The Secular Eqm- Ratio of Conc. of A to B given of half-lives provided k2 much greater than k1 formula is defined as ratio of the concentration of A to B in terms of their respective half lives, when k2>>k1 is calculated using A to B Ratio = Half life of B/Half life of A. To calculate Secular Eqm- Ratio of Conc. of A to B given of half-lives provided k2 much greater than k1, you need Half life of B (t_1/2,B) & Half life of A (t_1/2,A). With our tool, you need to enter the respective value for Half life of B & Half life of A 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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