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Sahaya Asirvatham
lAn element is identified by its symbol, mass number,
and atomic number.
lThe atomic number is the number of protons in the
nucleus while the mass number is the total number of
protons and neutrons in the nucleus.
lIsotopes are two atoms of the same element that have
the same number of protons but different numbers of
neutrons. Isotopes are specified by the mass number.
Why Kinetic Isotope effect???
Traditional kinetics studies do not provide
information as to what bonds are broken/formed
and changes in hybridization that occur during the
rate limiting step of a reaction.
Isotope effects can provide this information.
Substituting one iosotope for another at or near an
atom at which bonds are breaking or re-hybridizing
typically leads to a change in the rate of the
reaction.
Kinetic Isotope Effects
The kinetic isotope effect (KIE) is a
phenomenon associated with isotopically
substituted molecules exhibiting different
reaction rates.
Differences in the properties which arise from the
difference in mass are called as isotope effect.
Rates of reactions are measurable different for the
process in which E-H & E-D bonds are broken,
made or rearranged (E – another element).
The detection of this kinetic isotope effect help to
support a proposed reaction mechanism of many
chemical reactions.
The isotope effect is expressed as a ratio of rate
constants:
The rate constant for the reaction with the natural
abundance isotope over the rate constant for the
reaction with the altered isotope.
For H/D substitutions: kH/kD
The magnitude of the IE gives information about
reaction mechanism:
If kH/KD = 1, the bond where substitution has
occured is not changing during the chemical
reaction (RDS)
OR The IE is negligible to be measured
If kH/KD > 1, the IE is Normal IE
If kH/KD < 1, the IE is Inverse IE
Primary kinetic isotope effects
A Primary Kinetic Isotope effect may
be found when a bond to the
Isotopically labelled atom is being
formed or broken.
Origin of Primary Kinetic Isotope Effects
The origins of isotope effects is the difference in the
frequencies of various Vibrational modes of a
molecule, arising when one isotope is substituted for
another.
Different type of bond in a molecule have different
frequency.
Vibrational frequancy of a molecule is calculated by
using the formula:
Where Mr = Reduced mass
The VF is directly proportional to FORCE constant
‘k’ and inversely proportional to the mass of the
atom.
As deuterium is heavier than hydrogen the VF of
C-H bond will be more as compared to C-D bond.
Energy for bond breaking is directly proportional to
VF
Thus energy for C-H bond will be less as compared
to C-D bond.
Vibrational energy which is calculated at
ambient temperature for bond is called Zero
Point energy (ZPE)
Zero Point energy (ZPE) can be stated as,
Example
lDehydrohalogenation reaction
lWithout isotope:
lCH3-CH2-CH2-Br CH3-CH=CH2
lWithout isotope:
lCH3-CD2-CH2-Br CH3-CD=CH2
NaOC2H5
C2H5OH
NaOC2H5
C2H5OH
kH/kD= 6.7
Secondary Kinetic Isotope Effects
lWhen the IE is attributed to a REHYBRIDIZATION or when IE
arises from substitution remote/away from the bond
undergoinig reaction it is reffered to as Secondary IE.
lα or β secondary isotope effects: based on whether the
isotope is on a position α or β to the bond that is changing.
In Secondary IE we consider change in Hybridization of
Carbon atom.
As the hybridization state of carbon changes the VF of C-
H and C-D bond will change
When C-H bond involving an sp3 hybridized carbon is
changing to a bond involving an sp2 hybridized carbon
the vibrational modes changes.
C-H bond strengths decrease in the order sp > sp2 > sp3
Hybridization Changes
Consider the in-plane and out-of-plane bending motions for sp3 and sp2
hybridized carbons, along with the associated IR frequencies.
The in-plane and out-of-plane bends for an sp3 hybridized carbon are
degenerate.
However, the in-plane bend is a much stiffer motion for the sp2 hybridized
carbon than is the out-of-plane bend ---- because of Steric Hindrance
This large difference in force constant for the out-of-plane bend
of an sp3 hybrid vs sp2 hybrid leads to -----
Significant difference in ZPE differences between C-H and C-D
bonds in reactions that involve rehybridization between sp3 and
sp2.
Therefore, it is this bending mode that leads to a measurable
Secondary Isotope Effect.
Kinetic isotope effects

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Kinetic isotope effects

  • 2. lAn element is identified by its symbol, mass number, and atomic number. lThe atomic number is the number of protons in the nucleus while the mass number is the total number of protons and neutrons in the nucleus. lIsotopes are two atoms of the same element that have the same number of protons but different numbers of neutrons. Isotopes are specified by the mass number.
  • 3. Why Kinetic Isotope effect??? Traditional kinetics studies do not provide information as to what bonds are broken/formed and changes in hybridization that occur during the rate limiting step of a reaction. Isotope effects can provide this information. Substituting one iosotope for another at or near an atom at which bonds are breaking or re-hybridizing typically leads to a change in the rate of the reaction.
  • 4. Kinetic Isotope Effects The kinetic isotope effect (KIE) is a phenomenon associated with isotopically substituted molecules exhibiting different reaction rates.
  • 5. Differences in the properties which arise from the difference in mass are called as isotope effect. Rates of reactions are measurable different for the process in which E-H & E-D bonds are broken, made or rearranged (E – another element). The detection of this kinetic isotope effect help to support a proposed reaction mechanism of many chemical reactions.
  • 6. The isotope effect is expressed as a ratio of rate constants: The rate constant for the reaction with the natural abundance isotope over the rate constant for the reaction with the altered isotope. For H/D substitutions: kH/kD
  • 7. The magnitude of the IE gives information about reaction mechanism: If kH/KD = 1, the bond where substitution has occured is not changing during the chemical reaction (RDS) OR The IE is negligible to be measured If kH/KD > 1, the IE is Normal IE If kH/KD < 1, the IE is Inverse IE
  • 8. Primary kinetic isotope effects A Primary Kinetic Isotope effect may be found when a bond to the Isotopically labelled atom is being formed or broken.
  • 9. Origin of Primary Kinetic Isotope Effects The origins of isotope effects is the difference in the frequencies of various Vibrational modes of a molecule, arising when one isotope is substituted for another. Different type of bond in a molecule have different frequency.
  • 10. Vibrational frequancy of a molecule is calculated by using the formula: Where Mr = Reduced mass The VF is directly proportional to FORCE constant ‘k’ and inversely proportional to the mass of the atom.
  • 11. As deuterium is heavier than hydrogen the VF of C-H bond will be more as compared to C-D bond. Energy for bond breaking is directly proportional to VF Thus energy for C-H bond will be less as compared to C-D bond.
  • 12. Vibrational energy which is calculated at ambient temperature for bond is called Zero Point energy (ZPE) Zero Point energy (ZPE) can be stated as,
  • 13. Example lDehydrohalogenation reaction lWithout isotope: lCH3-CH2-CH2-Br CH3-CH=CH2 lWithout isotope: lCH3-CD2-CH2-Br CH3-CD=CH2 NaOC2H5 C2H5OH NaOC2H5 C2H5OH kH/kD= 6.7
  • 14. Secondary Kinetic Isotope Effects lWhen the IE is attributed to a REHYBRIDIZATION or when IE arises from substitution remote/away from the bond undergoinig reaction it is reffered to as Secondary IE. lα or β secondary isotope effects: based on whether the isotope is on a position α or β to the bond that is changing.
  • 15. In Secondary IE we consider change in Hybridization of Carbon atom. As the hybridization state of carbon changes the VF of C- H and C-D bond will change When C-H bond involving an sp3 hybridized carbon is changing to a bond involving an sp2 hybridized carbon the vibrational modes changes. C-H bond strengths decrease in the order sp > sp2 > sp3 Hybridization Changes
  • 16. Consider the in-plane and out-of-plane bending motions for sp3 and sp2 hybridized carbons, along with the associated IR frequencies. The in-plane and out-of-plane bends for an sp3 hybridized carbon are degenerate. However, the in-plane bend is a much stiffer motion for the sp2 hybridized carbon than is the out-of-plane bend ---- because of Steric Hindrance
  • 17. This large difference in force constant for the out-of-plane bend of an sp3 hybrid vs sp2 hybrid leads to ----- Significant difference in ZPE differences between C-H and C-D bonds in reactions that involve rehybridization between sp3 and sp2. Therefore, it is this bending mode that leads to a measurable Secondary Isotope Effect.