Kinetic resolution is a means of differentiating two enantiomers in a racemate in organic chemistry. In kinetic resolution, two enantiomers react with different reaction rates in a chemical reaction with a chiral catalyst or reagant, resulting in an enantioenriched sample of the less reactive enantiomer. As opposed to chiral resolution, kinetic resolution does not rely on different physical properties of diasteremeric products, but rather on the different chemical properties of the racemic starting materials. This enantiomeric excess (ee) of the unreacted starting material continually rises as more product is formed, reaching 100% just before full completion of the reaction. Kinetic resolution relies upon differences in reactivity between enantiomers or enantiomeric complexes. Kinetic resolution is a concept in organic chemistry and can be used for the preparation of chiral molecules in organic synthesis. Kinetic resolution reactions utilizing purely synthetic reagents and catalysts are much less common than the use of enzymatic kinetic resolution in application towards organic synthesis, although a number of useful synthetic techniques have been developed in the past 30 years.
Read more about Kinetic Resolution: History of Kinetic Resolution, Theory of Kinetic Resolution, Practicality of Kinetic Resolution, Dynamic Kinetic Resolution, Parallel Kinetic Resolution
Famous quotes containing the words kinetic and/or resolution:
“All my stories are webs of style and none seems at first blush to contain much kinetic matter.... For me style is matter.”
—Vladimir Nabokov (18991977)
“I had crossed de line of which I had so long been dreaming. I was free; but dere was no one to welcome me to de land of freedom. I was a stranger in a strange land, and my home after all was down in de old cabin quarter, wid de ole folks, and my brudders and sisters. But to dis solemn resolution I came; I was free, and dey should be free also; I would make a home for dem in de North, and de Lord helping me, I would bring dem all dere.”
—Harriet Tubman (c. 18201913)