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Steady State Approximation Calculator

Formula Used:

\[ [M2S1] = \frac{K_{eq} \times (1 - \alpha)}{K_f + K_{NR}} \]

mol/m³·s
Hz
Hz

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1. What is Steady State Approximation?

Definition: The steady state approximation is a method used to derive the rate law in chemical kinetics when reaction intermediates are present.

Purpose: It helps determine the concentration of short-lived intermediates that reach a steady state during chemical reactions.

2. How Does the Calculator Work?

The calculator uses the formula:

\[ [M2S1] = \frac{K_{eq} \times (1 - \alpha)}{K_f + K_{NR}} \]

Where:

Explanation: The formula calculates the steady-state concentration of singlet excited state molecules considering exciplex formation and decay pathways.

3. Importance of Steady State Approximation

Details: This approximation is crucial for understanding reaction mechanisms involving short-lived intermediates in photochemistry and other kinetic studies.

4. Using the Calculator

Tips: Enter the equilibrium constant (Keq), degree of exciplex formation (α, default 0.9), fluorescence rate constant (Kf, default 750 Hz), and non-radiative rate constant (KNR, default 35 Hz).

5. Frequently Asked Questions (FAQ)

Q1: What is an exciplex?
A: An exciplex is an excited state complex formed between two different molecules that dissociates upon returning to the ground state.

Q2: What are typical values for Kf?
A: Fluorescence rate constants typically range from 106 to 109 s-1 for organic molecules.

Q3: How does α affect the result?
A: Higher α values (closer to 1) mean more exciplex formation, resulting in lower singlet state concentration.

Q4: What units should I use for Keq?
A: The calculator expects Keq in mol/m³·s. Convert from other units if necessary.

Q5: When is steady state approximation valid?
A: When the intermediate's concentration remains approximately constant during most of the reaction.

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