CHE 320: Organic Spectroscopy NMR Lecture Notes 2 Introduction to NMR
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Transcript of CHE 320: Organic Spectroscopy NMR Lecture Notes 2 Introduction to NMR
2
Introduction to NMR
NMR is a spectroscopic technique that gives information about number and type of atom in a molecule
The experiments on NMR involve the absorption of Radio frequencies on EMS
An NMR spectrum: is the plot of radio frequency applied against absorption frequencies usually in ppm on a chemical shift scale
A signal in an NMR spectrum is refered to as resonance 1H-NMR spectroscopic give the number and type of
hydrogen atoms in a molecule
CH3CH2OH 3 types of H atoms# of H = 6
3
13C-NMR spectroscopy gives the number and types of carbon atoms
NB: The NMR spectra give information about the nature of the chemical environment of each magnetically active nucleus in the molecule
OC
H2C
CH3C
O
CH 5 types of C# of C = 5
4
NMR spectrometer Essential parts of the spectrometer
A powerful magnet Radiofrequency generator Radiofrequency receiver Sample tube Readout
7
Features leading to the NMR – phenomenon
Nuclear spin state Nuclei with an odd mass/atomic number have nuclei
spin with quantum number of ½ with allowed value of +1/2 (alpha state) and -1/2 (beta state)
e.g 1H, 13C, 15N, 19F, 31P Spin change generates magnetic field These nuclei behave like a tiny magnetic bar and has
“magnetic moment” Magnetic quantum number is due to the fact that
nucleus has +ve and –ve spinning
8
Recall; Proton in motion- current in motion- magnetic
field- electricityFlaming Rule “Right hand Rule”
In the absence of applied magnetic field all the spin states of a given nucleus are degenerate. Thus all the spin states should almost equally populated with the same numbers of atoms having each of the allowed spin
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Nuclear magnetic moment and magnetic resonance No equivalent energy in spin state in an applied magnetic field
(βo or Ho) Nucleus has a magnetic momentum, µ, generated by charge
and spin The magnetic momentum, µ, of lower energy +1/2 spin
aligned with βo while with high magnetic momentum, µ, -1/2 spin opposes the βo
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Nuclear magnetic moment…
A nucleus is in resonance when it absorbs radio frequency radiations and spin flip to a high energy state
Energy absorbed is quantized process Energy absorbed most equal the energy different
between two state involved Eabsorbed = (E -1/2 state – E +1/2 state) = hυ In practice ∆E = f (βo) The stronger the applied magnetic fields, the greater the
energy difference between possible spin. i.e the magnitude of the energy level separation depend on the particular nuclear involved
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Nuclear magnetic moment …
Magnetogyric ratio, γ is constant for each nucleus and determines the energy dependence on the MF
∆E = f (γβo) = hυ
β x
∆ Ε =l
where l = 1/2
µ β x
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Mechanism of absorption (Resonance) The coupling frequency (Larmor frequency, ω, also called natural frequency) a
frequency at which the nuclei precess For resonance to occur external energy must be applied: The nucleus starts to precess about its own axis of spin with ω (Larmor frequency)
Natural frequency, ω is proportion to the strength of βo Radio frequency is recorded as an absorption signal The βo managed to change the direction of the spinning nuclei The realigned MF induce a radio signal in the output circuit to generate the output
signal Magnetic field = 1.41 T (= 14,100 Gauss) ∴ ω ~ 60 MHz
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Magnetic resonance
When the frequency of the oscillating electric field component of the incoming radiation just matches the frequency of the electric field generated by the precessing nucleus the two fields can couple, and energy can be transformed from the incoming radiation to the nucleus thus causing spin change. This situation is called Resonance
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Magnetic resonance.... NB. Two variable that characterize NMR
1. An applied magnetic field, βo 2. the frequency of the radiation usedf for resonance (in Mhz)
The frequency needed for the resonance and the βo strength are proportional
If we keep a MF constant and vary radiofrequency, different nuclei will resonate at different frequencies
In practice it is easier to keep radio frequency and vary MF. Why?
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1H-NMR CHEMICAL SHIFTS
Chemical shift (δ in ppm) : is the frequency of signal on an NMR spectrum
OR is a position on the chemical shift scale (in ppm) where the peak
occursAtoms in different chemical environment will resonate at different
frequency and will appear at different chemical shifts
Observed shift from TMS in Hz Spectrometer frequency in Hz x 106Chemical shift, δ =
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Chemical shifts The scale is expressed in ppm and is independent of the spectrometer
frequency The scale is calibrated such that the frequency point is tetramethyl silane, (TMS) = 0 on the RIGHT to the LEFT (usully 10- 12 ppm).
H3C Si
CH3
CH3
CH3TMS:
0 1.0
2.0
3.0
4.0
5.0
6.0
7.0
8.0
9.0
10.0
TMS
chemical shift, δ (ppm)
UpfieldShielded
DownfieldDeshielded
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Chemical shifts
Increasing chemical shift for 0 to 12 ppm the proton is said to be Downfield or Deshielded
Decreasing chemical shift from 10 to 0 ppm, proton is said to be Up field or Shielded
Qn. Why we measure the resonance of nuclei in ppm ? Because when we vary the MF, we only need to change its strength by a few millionth to observe all the different atoms in the compounds
Calculations Qn.What would be the chemical shift of a peak that occur 655.2 Hz
downfield of TMS on a spectrum recorded using a 90 MHz spectrometer?
Soln: 655.2 Hz/90x10^-6Hz = 7.28 ppm Qn.At what frequency would the chemical shift of CHCl3, δ = 7.28
ppm occur relative to TMS on a spectrum recorded on a 300MHz spectrometer?
Soln. 7.28 ppm x 300MHz = 2184 Hz
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How to interpret 1H-NMR spectra?
1st . How many type of Hs? This indicated by how many groups of signals are
there in a spectra 2nd. What type of Hs? Indicated by the chemical shift of each group 3rd. How many Hs of each type are there? indicated by integration (relative area of signal for
each group 4th. What is the connectivity? Look at the coupling patterns. This tell you what is
next to each group
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Chemical shifts
Different protons has different resonance because protons surrounded by different electronic environments from one another
Protons are shielded by electrons which surround them In applied magnetic field , the valence electrons of the proton
are cause to circulate The circulation, called Local Diamagnetic Current generates
a counter magnetic field which opposes the applied magnetic field called , Diamagnetic shielding or diamagnetic anisotropy
Chemical environment: different types of proton will occur at different chemical shifts
Spinning proton has electron which also do spin and both generate magnetic field.
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Example 2
012345678PPM
(a)
(b)
(c)
(a)
Benzyl acetate Phenyl acetone
012345678PPM
(b) (c)
(a)
(d) (e)
H2C CH3
O
(d)
(e)
H(a)
H(a)
H(b)
(c)H
(b)H
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Benzyl acetate & Phenyl acetone
Both phenyl acetone and benzylacetate have δ = 7.3 ppm. Methyl groups attached directly to a carbonyl have resonance at δ = 2.1 ppm.
Aromatic protons basically characteristically have resonance near 7-8 ppm
Acetyl groups (methyl group of this type) resonance ~2 ppm Resonance of the benzyl (-CH2-) protons comes at higher value
of δ = 5.1 ppm in benzyl acetate than phenyl acetone δ = 3.6 ppm. Being attached to an electronegative element (oxygen atom) these electrons are more deshielding than those in phenyl acetone
Note : the higher the electron density the higher the shielding , hence the slow the resonance
The higher the shielding the more the external energy is required.
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Integrations
The intensity of a 1H-NMR signal is proportional to the number of proton of each type in the molecule
The integral measures the area of the peak and gives the relative ratio of the # of Hs for each peak
An FT NMR instrument digitally integrates each signal area and provides ratios of hydrogens for each signal.
There are two ways to determine the number of hydrogens under each signal from the measured heights
for known molecular formula
For unknown molecular formula integrate by determine the ratio between the signals round off to a nearest whole number or multiply by a factor to produce a whole
number
# of Hs in signal =total heights of all integrals
total # of Hsheight of integral x
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Integrations
(1)
(2)
(3)
(4)
NB: The reason for multiple peaks will be discussed later SOLUTION Signal (1) 2 units (2) 3 units (3) 2 units (4) 3 units Total units = 10
Signal (1) = (2 /10) x 10 = 2H Signal (2)---------= 3H Signal (3)---------- = 2H Signal(4) ---------- = 3H Calculate DBE = [(2C+2)-H]/2 =1 May be 1 double bond or a ring
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Questions
Qn. The line of integration of the two signals in the 1H-NMr spectrum of a ketone of molecular formula C7H14O rises 62 and 10 chart divisions, respectively. Calculate the number of Hydrogens giving rise to each signal and propose a structural formula for this ketone
Qn. Following are structural formula for two constitutional isomers of molecular formula C6H12O2
(a) Predict the number of signals in the 1H-NMR spectrum of each isomer(b) Predict the ratio of areas of the signals in each spectrum(c) Show how you can distinguish these isomers in the basis of chemical shifts(d) Draw and label the proposed 1H-NMR for each.(e) Predict IR absorption frequencies of major FGs and describe their spectrum
O
O O
O
I II
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Factors that influence shielding
Electronegativity Electronegative groups cause inductive effects Electrons around the proton create an MF that
opposes the applied magnetic field. These electrons are said to shield the proton from βo
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Electronegativity cont…
The presence of more electronegative groups produce more deshielding and therefore, large chemical shifts
Reason: Electronegative substituents (with EW effect) attached to a
carbon atom reduce the valence electron density around the protons attached to that carbon. It reduces the local diamagnetic shielding in the vicinity of the attached carbon because they reduce electron density around those protons
The greater the electronegativity of the substituent, the more it deshields protons and hence the greater is chemical shift of those protons
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Hybridization effect
The trend is due to difference in the hybridization of the atom to which hydrogen is attached
Sp3-Hydrogen: All hydrogen attached to the purely Sp3 –carbon atoms have resonance
in the limited range from 0-2 ppm provided that no electronegative elements or π bonded groups are nearby.
Hydrogens attached on a sp3 to heteroatom (-O-CH2-, ) or unsaturated carbon (-C=C-CH2-) have higher chemical shifts
Sp2- Hydrogen Sp2 –carbon atom hold its electron more tightly, this results in less
shielding for the H-nucleus than in an sp3-1s bond In an sp2-1s C-H bond the carbon atom has more s-character (more
electronegative)Sp- hydrogen
An sp-carbon should behave like as if it were more electronegative than an sp2 carbon. This is the opposite of what is actually observed
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Magnetic anisotropy
Mean “non-uniform magnetic field” produced by π system that interact with the applied which induced a magnetic field that causes the anisotropy.
The near by proton experience the three fields: - the applied field; -the shielding field and-the shielded or deshielded which implies energy required
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Magnetic anisotropy cont… Example
When benzene is placed in a magnetic field the π-electrons in the aromatic ring system are induced to circulate around the ring.
This circulation is called ring current The magnetic field covers a spatial volume large enough that it influences the shielding
of the benzene hydrogens The benzene hydrogen are said to be deshielded by the diamagnetic anisotropy of the
ring. Protons attached to the benzene ring is influenced by the three magnetic fields applied
magnetic field, weaker fields due to usual shielding by the valence electrons around the protons and weaker magnet due to the anisotropy
Qn. Provide thorough explanation of circulation of electrons, shielding and/ or deshielding effect when external magnetic field is applied to the benzene and acetylene
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H-bonding
Usually protons that are involve in H-bonding are –OH or –NH which typically observed at large chemical shift value.
The H-bonding, the more proton deshielded and the higher its chemical will be.
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Questions for assignment
Qn. Suggest a reason why the acidic protons in a carboxylic acid appear so downfield (about 12 ppm)
Qn. Discuss the phenomenon of exchangeable hydrogens in 1H-NMR experiments.
Qn. Deuterated solvent are commonly used in NMR experiments. Explain
Qn. Give a brief account on MRI (magnetic resonance imaging)