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Collisional Energy Transfer Calculator

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✖Quenching Constant is the measure of quenching which decreases fluoroscene intensity.ⓘ Quenching Constant [K_q]			+10% -10%
✖Quencher Concentration given Degree of Exciplex is the concentration of substance that decreases fluoroscence intensity.ⓘ Quencher Concentration given Degree of Exciplex [[Q]]			+10% -10%
✖Singlet State Concentration is the number of molecules present in the singlet excited state.ⓘ Singlet State Concentration [[M_S1]]			+10% -10%

✖Rate of Collisional Energy Transfer is defined as the rate at which the kinetic energy is carried between two bodies that collide with one another.ⓘ Collisional Energy Transfer [R_collision]

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Collisional Energy Transfer Solution

STEP 0: Pre-Calculation Summary

Formula Used

Rate of Collisional Energy Transfer = Quenching Constant*Quencher Concentration given Degree of Exciplex*Singlet State Concentration
R_collision = K_q*[Q]*[M_S1]
This formula uses 4 Variables

Variables Used

Rate of Collisional Energy Transfer - (Measured in Mole per Cubic Meter Second) - Rate of Collisional Energy Transfer is defined as the rate at which the kinetic energy is carried between two bodies that collide with one another.
Quenching Constant - (Measured in Hertz) - Quenching Constant is the measure of quenching which decreases fluoroscene intensity.
Quencher Concentration given Degree of Exciplex - Quencher Concentration given Degree of Exciplex is the concentration of substance that decreases fluoroscence intensity.
Singlet State Concentration - (Measured in Mole per Cubic Meter) - Singlet State Concentration is the number of molecules present in the singlet excited state.

STEP 1: Convert Input(s) to Base Unit

Quenching Constant: 6 Revolution per Second --> 6 Hertz (Check conversion here)
Quencher Concentration given Degree of Exciplex: 1.5 --> No Conversion Required
Singlet State Concentration: 2E-05 Mole per Liter --> 0.02 Mole per Cubic Meter (Check conversion here)

STEP 2: Evaluate Formula

Substituting Input Values in Formula

R_collision = K_q*[Q]*[M_S1] --> 6*1.5*0.02

Evaluating ... ...

R_collision = 0.18

STEP 3: Convert Result to Output's Unit

0.18 Mole per Cubic Meter Second -->0.00018 Mole per Liter Second (Check conversion here)

FINAL ANSWER

0.00018 Mole per Liter Second <-- Rate of Collisional Energy Transfer

(Calculation completed in 00.004 seconds)

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< Emission Spectroscopy Calculators

Degree of Exciplex Formation

LaTeX Go Degree of Exciplex Formation = (Equilibrium Constant for Coordinate Complexes*Quencher Concentration given Degree of Exciplex)/(1+(Equilibrium Constant for Coordinate Complexes*Quencher Concentration given Degree of Exciplex))

Collisional Energy Transfer

LaTeX Go Rate of Collisional Energy Transfer = Quenching Constant*Quencher Concentration given Degree of Exciplex*Singlet State Concentration

Difference in Acidity between Ground and Excited State

LaTeX Go Difference in pka = pKa of Excited State-pKa of Ground State

Equilibrium Constant for Exciplex Formation

LaTeX Go Equilibrium Constant for Coordinate Complexes = 1/(1-Degree of Exciplex Formation)-1

Collisional Energy Transfer Formula

LaTeX Go

Rate of Collisional Energy Transfer = Quenching Constant*Quencher Concentration given Degree of Exciplex*Singlet State Concentration
R_collision = K_q*[Q]*[M_S1]

What is Collision?

Collision means two objects coming into contact with each other for a very short period. In other words, collision is a reciprocative interaction between two masses for a very short interval wherein the momentum and energy of the colliding masses changes.

How to Calculate Collisional Energy Transfer?

Collisional Energy Transfer calculator uses Rate of Collisional Energy Transfer = Quenching Constant*Quencher Concentration given Degree of Exciplex*Singlet State Concentration to calculate the Rate of Collisional Energy Transfer, The Collisional Energy Transfer formula is defined as the rate of transfer of kinetic energy between two colliding bodies. It is directly proportional to Singlet state concentration and quencher concentration. Rate of Collisional Energy Transfer is denoted by R_collision symbol.

How to calculate Collisional Energy Transfer using this online calculator? To use this online calculator for Collisional Energy Transfer, enter Quenching Constant (K_q), Quencher Concentration given Degree of Exciplex ([Q]) & Singlet State Concentration ([M_S1]) and hit the calculate button. Here is how the Collisional Energy Transfer calculation can be explained with given input values -> 1.8E-7 = 6*1.5*0.02.

FAQ

What is Collisional Energy Transfer?

The Collisional Energy Transfer formula is defined as the rate of transfer of kinetic energy between two colliding bodies. It is directly proportional to Singlet state concentration and quencher concentration and is represented as R_collision = K_q*[Q]*[M_S1] or Rate of Collisional Energy Transfer = Quenching Constant*Quencher Concentration given Degree of Exciplex*Singlet State Concentration. Quenching Constant is the measure of quenching which decreases fluoroscene intensity, Quencher Concentration given Degree of Exciplex is the concentration of substance that decreases fluoroscence intensity & Singlet State Concentration is the number of molecules present in the singlet excited state.

How to calculate Collisional Energy Transfer?

The Collisional Energy Transfer formula is defined as the rate of transfer of kinetic energy between two colliding bodies. It is directly proportional to Singlet state concentration and quencher concentration is calculated using Rate of Collisional Energy Transfer = Quenching Constant*Quencher Concentration given Degree of Exciplex*Singlet State Concentration. To calculate Collisional Energy Transfer, you need Quenching Constant (K_q), Quencher Concentration given Degree of Exciplex ([Q]) & Singlet State Concentration ([M_S1]). With our tool, you need to enter the respective value for Quenching Constant, Quencher Concentration given Degree of Exciplex & Singlet State Concentration 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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