" /> Dimroth–Reichardt ET parameter - CISMeF





Preferred Label : Dimroth–Reichardt ET parameter;

IUPAC definition : A measure of the ionizing power (loosely polarity) of a solvent, based on the maximum wavenumber of the longest wavelength electronic absorption band of: in a given solvent. ET, called ET(30) by its originators, is given by: \[E_{{T}} 2.859\times 10 {-3}\ \nu 2.859\times 10 {4}\ \lambda {-1}\] where ET is in kcal mol-1, ν is in cm-1 and λ is in nm. The so-called normalized ETN scale is defined as: \[E_{{T}} {{N}} \frac{E_{{T}}\left({solvent}\right)- E_{{T}}\left({Si}{Me}_{4}\right)}{E_{{T}}\left({water}\right)- E_{{T}}\left({Si}{Me}_{4}\right)} \frac{E_{{T}}\left({solvent}\right)- 30.7}{32.4}\];

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A measure of the ionizing power (loosely polarity) of a solvent, based on the maximum wavenumber of the longest wavelength electronic absorption band of: in a given solvent. ET, called ET(30) by its originators, is given by: \[E_{{T}} 2.859\times 10 {-3}\ \nu 2.859\times 10 {4}\ \lambda {-1}\] where ET is in kcal mol-1, ν is in cm-1 and λ is in nm. The so-called normalized ETN scale is defined as: \[E_{{T}} {{N}} \frac{E_{{T}}\left({solvent}\right)- E_{{T}}\left({Si}{Me}_{4}\right)}{E_{{T}}\left({water}\right)- E_{{T}}\left({Si}{Me}_{4}\right)} \frac{E_{{T}}\left({solvent}\right)- 30.7}{32.4}\]

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20/05/2024


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