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By -Vivek singh
King George’s Medical University
Lucknow.
 Introduction
 Principle and instrumentation
 Resonance( Flipping)
 Population density
 The chemical shift and shielding
 Magnetic anisotropy
 Spin-spin splitting( origin and n+1 rule)
 Application
 Nuclei studied by NMR techniques.
 NMR gives information the no. of
magnetically distinct atoms.
 Radiofrequencies have low energy; only
cause nuclear spin[ nmr].
 The nucleus has magnetic moment generated
by its charge & spin.
 A hydrogen nuclear may have clockwise
[+1/2] or counterclockwise[-1/2].
 Spin state +1/2 has lower energy and aligned
with magnetic field; -1/2 higher energy
opposite to magnetic field.
 In NMR, entities are nuclear magnetic spins
which populate energy level a/c to quantum
chemical rule.
 A slight excess nuclei in lower energy spin state.
 Magnitude of this difference calculated by
BOLTZMANN DISTRIBUTION LAW.
 Saturation achieved if power of RADIOFREQENCY
signal is too high.
 Electron surrounds the proton produces
magnetic field which oppose the field
DIAMAGNETIC SHIELDING.
 Standard reference is
TETERAMETHYLSILANE[TMS]-proton are more
shielded than other compounds.
 The CHEMICAL SHIFT is amount by which proton
resonance is shifted from TMS.
 Different kinds of protons come at different
chemical shifts.shown below is a chart of
some common kinds of protons that appear
in delta scale.
ppm
TMS
CH3CH3
RONR2
CH3OCH3
RO
HR
R R
HH
RO
Ph CH3
HR
Cl
CH3
Ph
OH
OH
R
NH
R
Upfieldregion
of the spectrum
Downfieldregion
of the spectrum
TMS = Me Si
Me
Me
Me
012345678910
CH3HO
(R)
 Area under each peak is proportional to no.
of hydrogens generating that peak.
 Eletronegativity.
 Hybridisation.
 Acidic and exchangeable proton; hydrogen –
bonding.
 Downfield= deshielded molecule
 Up field=shielded molecule
 Example- benzene;
 It placed in magnetic field, pie electron of
aromatic ring are induced to circulate around
ring.
 Circulation of electron is called ring
current(shielded region).
 Moving electrons generate magnetic field
much like generated in the loop of wire.
 A proton attached to benzene ring is
influenced by three magnetic field(more
deshielded hydrogen).
 If a proton has n neighbouring protons that are
equivalent, that proton will split into n+1 lines.
no. of neighbors relative intensities pattern
1
1 1
1 2 1
1 3 3 1
1 4 6 4 1
1 5 10 10 5 1
1 6 15 20 15 6 1
0
1
2
3
4
5
6
singlet (s)
doublet (d)
triplet (t)
quartet (q)
pentet
sextet
septet
example
H
C C
H
H
C C
H
H
H
C C
H
H
H
H
C CC
H
H
H
H
H
C CC
H
H
HH
H
H
C CC
H
H
H
H
H
H
 It arises because hydrogens on adjacent carbon
atoms can SENSE one another.
 n+1 rule-each type of proton senses the no. of
equivalent proton on the carbon atoms next to the
one to which it is bonded and its resonance peak
splits into n+1 components.
C C
HBHA
HA HB
HA is split into tw o lines because
it feels the magnetic field of H B.
HB is split into tw o lines because
it feels the magnetic field of H A.
For this line, H B is lined up
with the magnetic field
(adds to theoverall
magnetic field, so the line
comes at higher frequency)
For this line, H B is lined up
against the magnetic field
(subtracts from the overall
magnetic field, so the line
comes at low er frequency)
 When there is more than one proton
splitting a neighbouring proton, we get more
lines. Consider the molecule shown below
where we have 2 protons on one carbon and
one proton on another.
C C
HBHA
HA'
HA + HA' HB
HA and H A' appear at the same
chemical shif t because they are
in identical environments
They are also split into tw o lines
(called a doublet) because they
f eel the magnetic f ield of H B.
HB is split into three lines
because it feels the magnetic
f ield of HA and HA'
Note that the signal produced
by HA + HA' is tw ice the size
of that produced by HB
 Molecular structure determination.
 Solution structure of protiens and peptides.
 Magnetic resonance imaging.
 Identification of protien-protien interaction
sites is crucial for understanding the basis of
molecular recognition.
Nuclear magnetic resonance 1

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Nuclear magnetic resonance 1

  • 1. By -Vivek singh King George’s Medical University Lucknow.
  • 2.  Introduction  Principle and instrumentation  Resonance( Flipping)  Population density  The chemical shift and shielding  Magnetic anisotropy  Spin-spin splitting( origin and n+1 rule)  Application
  • 3.  Nuclei studied by NMR techniques.  NMR gives information the no. of magnetically distinct atoms.  Radiofrequencies have low energy; only cause nuclear spin[ nmr].
  • 4.
  • 5.  The nucleus has magnetic moment generated by its charge & spin.  A hydrogen nuclear may have clockwise [+1/2] or counterclockwise[-1/2].  Spin state +1/2 has lower energy and aligned with magnetic field; -1/2 higher energy opposite to magnetic field.  In NMR, entities are nuclear magnetic spins which populate energy level a/c to quantum chemical rule.
  • 6.
  • 7.
  • 8.
  • 9.  A slight excess nuclei in lower energy spin state.  Magnitude of this difference calculated by BOLTZMANN DISTRIBUTION LAW.  Saturation achieved if power of RADIOFREQENCY signal is too high.
  • 10.  Electron surrounds the proton produces magnetic field which oppose the field DIAMAGNETIC SHIELDING.  Standard reference is TETERAMETHYLSILANE[TMS]-proton are more shielded than other compounds.  The CHEMICAL SHIFT is amount by which proton resonance is shifted from TMS.
  • 11.  Different kinds of protons come at different chemical shifts.shown below is a chart of some common kinds of protons that appear in delta scale. ppm TMS CH3CH3 RONR2 CH3OCH3 RO HR R R HH RO Ph CH3 HR Cl CH3 Ph OH OH R NH R Upfieldregion of the spectrum Downfieldregion of the spectrum TMS = Me Si Me Me Me 012345678910 CH3HO (R)
  • 12.  Area under each peak is proportional to no. of hydrogens generating that peak.  Eletronegativity.  Hybridisation.  Acidic and exchangeable proton; hydrogen – bonding.
  • 13.  Downfield= deshielded molecule  Up field=shielded molecule
  • 14.  Example- benzene;  It placed in magnetic field, pie electron of aromatic ring are induced to circulate around ring.  Circulation of electron is called ring current(shielded region).  Moving electrons generate magnetic field much like generated in the loop of wire.  A proton attached to benzene ring is influenced by three magnetic field(more deshielded hydrogen).
  • 15.  If a proton has n neighbouring protons that are equivalent, that proton will split into n+1 lines. no. of neighbors relative intensities pattern 1 1 1 1 2 1 1 3 3 1 1 4 6 4 1 1 5 10 10 5 1 1 6 15 20 15 6 1 0 1 2 3 4 5 6 singlet (s) doublet (d) triplet (t) quartet (q) pentet sextet septet example H C C H H C C H H H C C H H H H C CC H H H H H C CC H H HH H H C CC H H H H H H
  • 16.  It arises because hydrogens on adjacent carbon atoms can SENSE one another.  n+1 rule-each type of proton senses the no. of equivalent proton on the carbon atoms next to the one to which it is bonded and its resonance peak splits into n+1 components. C C HBHA HA HB HA is split into tw o lines because it feels the magnetic field of H B. HB is split into tw o lines because it feels the magnetic field of H A. For this line, H B is lined up with the magnetic field (adds to theoverall magnetic field, so the line comes at higher frequency) For this line, H B is lined up against the magnetic field (subtracts from the overall magnetic field, so the line comes at low er frequency)
  • 17.  When there is more than one proton splitting a neighbouring proton, we get more lines. Consider the molecule shown below where we have 2 protons on one carbon and one proton on another. C C HBHA HA' HA + HA' HB HA and H A' appear at the same chemical shif t because they are in identical environments They are also split into tw o lines (called a doublet) because they f eel the magnetic f ield of H B. HB is split into three lines because it feels the magnetic f ield of HA and HA' Note that the signal produced by HA + HA' is tw ice the size of that produced by HB
  • 18.  Molecular structure determination.  Solution structure of protiens and peptides.  Magnetic resonance imaging.  Identification of protien-protien interaction sites is crucial for understanding the basis of molecular recognition.