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Bittner Group LabWiki - Main - Wiki Sandbox

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Adding Latex Commands. Very Easy!

$ \Lambda = \frac{h}{\sqrt{\pi}} \left( \frac{a}{kT}\right)^{1/s} \left[\frac{\Gamma(n/2+1)}{\Gamma(n/2-1)}\right]^{1/n} $

Marcus Equation

$ k_{et} = \frac {2\pi\hbar} \left H^2_{AB}\sqrt{4 \Lambda k_BT}\exp\left[\frac{-(\lambda + \Delta G^\ddag )^2} {4 \lambda k_B T}\right]$

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n e e d s

m o d i f i c a t i o n

Special Characters

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½ = ¨ ¤

x² £ ß

SchrÖdinger

Schrödinger 

||border=2 width=60%
||!Electronic Structure||!Rate Transfer ||!Decay Type|| !Solvent/Epsilon
Value ||
|| Conjugated   || -3.2 || Radiative || Acetonitrile || 
|| Unconjugated   1.8    || Non-Radiative   ||  4.5 || 
|| Conjugate || single || Toluene  || 3.8  ||
Electronic StructureRate TransferDecay Type!Solvent/Epsilon Value
Conjugated-3.2RadiativeAcetonitrile
Unconjugated 1.8Non-Radiative4.5
ConjugatesingleToluene3.8
 ∇

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Page last modified on March 05, 2009, at 10:18 AM