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Singlet Life Time Calculator

Singlet Life Time Formula:

\[ \zeta_s = \frac{1}{(K_{ISC} + K_{rad} + R_{IC} + K_q)} \]

Hz
Hz
Hz
Hz

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1. What is Singlet Life Time?

Definition: Singlet Life Time is the time measured for the number of excited molecules to decay exponentially to N/e of the original population via the loss of energy through fluorescence.

Purpose: It helps in understanding the dynamics of excited state molecules and their relaxation pathways in photochemistry and photophysics.

2. How Does the Calculator Work?

The calculator uses the formula:

\[ \zeta_s = \frac{1}{(K_{ISC} + K_{rad} + R_{IC} + K_q)} \]

Where:

Explanation: The singlet life time is inversely proportional to the sum of all decay rates from the excited singlet state.

3. Importance of Singlet Life Time Calculation

Details: Understanding singlet life time is crucial for designing fluorescent materials, studying photochemical reactions, and developing optical sensors.

4. Using the Calculator

Tips: Enter all rate constants in Hz. The sum of all rates must be greater than zero for a valid calculation.

5. Frequently Asked Questions (FAQ)

Q1: What is intersystem crossing?
A: It's a radiationless transition between two electronic states with different spin multiplicity (e.g., singlet to triplet).

Q2: What's the typical range for singlet life times?
A: Typically ranges from picoseconds to nanoseconds, depending on the molecule and environment.

Q3: How does quenching affect singlet life time?
A: Quenching provides additional decay pathways, reducing the observed singlet life time.

Q4: What if my sum of rates is zero?
A: This is physically impossible as excited states must decay. Check your input values.

Q5: Can this calculator be used for triplet states?
A: No, this calculates singlet life time. Triplet states have different decay mechanisms.

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