Anal Chem Report 2- NMR

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    NUCLEAR MAGNETIC

    RESONANCE

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    the most powerful tool for determining thestructure of organic compounds

    it is called nuclear for the instrument workson stimulating the nuclei of the atoms to

    absorb radio waves.

    relies on the ability of atomic nuclei tobehave like a small magnet and to align withexternal magnetic field.

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    The frequency of radiation

    necessary for adsorption of

    energy depends on three things:

    1) characteristic of the type of

    nucleus (e.g., 1H or 13C)

    2) chemical environment of the

    nucleus

    3) spatial location in the magnetic

    field

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    - resultant of the spin and orbital angular

    momenta of the neutrons and protons that

    compose the nucleus

    - characterized by a quantum number I, which

    may be integral, half-integral or 0

    Themagnetic quantum numbermI has

    values of I,-I+1, ..+I

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    1. A nucleus with an even mass A and even

    charge Z -> nuclear spin I is zeroEx: 12C, 16O, 32S -> No NMR signal

    2. A nucleus with an even mass A and oddcharge Z -> integer value I

    Ex: 2H, 10B, 14N -> NMR detectable

    3. A nucleus with odd mass A -> I=n/2, where nis an odd integer

    Ex: 1H, 13C, 15N, 31P ->NMR detectab

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    NUCLEUS %

    ABUNDANCE

    SPINI gN

    1H 99.99 1/2 5.585

    2H 0.01 1 0.857

    7Li 92.5 3/2 2.171

    13C 1.11 1.405

    14N 99.6 1 0.403

    15N 0.4 -0.567

    17

    O 0.04 5/2 -0.757

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    Where: gn=nuclear g factor

    The magnitude of the nuclear spin

    angular momentum (I) isI = [ I ( I + 1 ) ] h

    The z component of nuclear spin (Iz) is

    given by

    Iz = mih where mi = -I, -I+1,... I-1, I

    total of (2I+1)

    The magnetic dipole moment therefore

    of the nucleus (n) is:

    n = gnNI

    Where: gn=nuclear g factor

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    Boltzmann distribution

    Quantum mechanics tells us that, for net

    absorption of radiation to occur, there must be

    more particles in the lower-energy state than in

    the higher one. If no net absorption is possible, acondition called saturation occurs.

    The rate of absorption is proportional to the

    number of nuclei in lower state (Nl); rate of

    emission is proportional to the number in upperstate (Nu).

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    Nu = e-E/KT = e-gnNB/Kt

    Nl= 1-gnNB

    kT

    It follows that

    Nl Nu = gnNB

    Nl+Nu 2kT

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    Sample ProblemWhat is the ratio of the number of proton spins in the

    lower state to the number in the higher state in the

    magnetic field of1T at room temperature? What is the

    excess population in the lower state?

    Nl/Nu = 1 + (gnNB)= 1 + [(5.585)(5.05x10-27 J T-1)(1T)]/[(1.38x10-23J K1)

    (298K)]

    = 1 + 6.86x10-6

    (N1- Nu)/(N1+ Nu) = 3.43 x 10-6

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    Deriving the Boltzmann equation:

    Taking the ideal gas equation

    PV = nRT

    Rearranging gives:

    PV = (nNa)(R/NA)T

    PV = (nNA)(kT)

    Rearranging again gives:

    PV = (nNA/V)(kT)

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    - A nucleus with a magnetic moment may

    interact with other nuclei spins resulting in

    mutual splitting of NMR signal from each

    nucleus into multiplets

    - Splitting of resonances into peaks

    Reference: http://bouman.che

    m.georgetown.edu/nmr/scalar/scalar.htme

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    A nuclear magnetic moment will precess about

    the axis of an externally applied field at a frequency

    proportional to the strength of the applied field, Bo.= Bo(rad/s)

    = Bo/2 Larmor Frequency

    The direction of motion can be clockwise orcounterclockwise and is determined by the sign of .

    By convention, the field is applied along the z axis of a

    Cartesian co-ordinate frame.

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    Derivation ofLarmor Frequency Formula

    Fromn=gnNI which is the maximum

    observable component in any particular

    allowed direction, and

    E= - nH which is the potential

    energy,

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    By substituting the 1st equation to the 2nd, we

    will get

    E = -gnNHI

    The difference in energy, E, between two levels

    I1 and I2 follows:

    E = E2 E1 = -gnNH(I2 I1)

    But, selection rules limit transitions only to

    adjacent levels, i.e., I = I2 I1 = +- 1.

    Hence,

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    But, selection rules limit transitions only toadjacent levels, i.e., I = I2 I1 = +- 1.

    Hence, E = +-gnNH

    Since E = hv, the frequency which

    corresponds to a transition is

    v = E /h = +- gnNH/h

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    Chemical Shift

    Describes the dependence of nuclear

    magnetic energy levels on the electronic

    environment in a molecule.

    The variations of nuclear magnetic

    resonance frequencies of the same kind of

    nucleus, due to variations in the electron

    distribution

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    The study of chemical shifts has

    produced a large store of information

    about the chemical bonds and thestructure of molecules.

    the chemical shift is usually indicatedby a symbol which is defined in

    terms of a standard reference.

    Vr

    VrVs610)( v

    !H

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    The signal shift is very small, parts per million,

    but the great precision with which frequenciescan bemeasured permits the determination of

    chemical shift. The reference material is often

    tetramethylsilane,Si(CH3)4, abbreviated TMS.

    Since the signal frequency is related to the

    shielding by:

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    Chemical shift can be

    expressed by:

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    It consists of a magnet that can produce auniform, intense field and the appropriate

    sources of radio freqeuncy electromagnetic

    radiation.

    The magnetic field is provided by a

    permanent magnet

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    a superconductingmagnet capable

    of producing fields of the order of

    2T andmore is used

    sample is usually operated at roomtemperature eventhough a

    superconductingmagnet operates at

    the temperature liquid helium (4K)

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    Why can't I lock the spectrometer?

    Locking problems can be caused by

    incorrectly set lock parameters (Z0, loc

    power, lock phase, lock gain) and/or by very

    badly adjusted shims.

    Make sure that you are using a deuterated

    solvent and have selected the correct solventunder the setupmenu.

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    C R f I bilit t L k

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    Common Reasons for Inability to Lock

    Cause Result Solution

    No deuteratedsolvent

    No deuterium signal to lock on.Use a deuterated solventlike CDCl3.

    Shimming isvery poor

    The signal is so broad that it is not wellobserved.

    Type fixshims to get a goodstart.

    Suspendedparticles

    This causes line broadening, whichmakes the signal intensity weaker.

    Filter your sample.

    Too

    concentrated

    There is little deuterated solvent to get

    a lock. Especially problematic when usingCDCl3.

    Dilute your sample or use a

    solvent with moredeuteriums (e.g. C6D6).

    Improperlygauged

    When injected, the sample is not in thecoil.

    Eject sample and ensurethat the sample resides

    between the white lines on

    the gauge.

    Lockpower istoo low

    The sample is not receiving enough rfsignal to flip the deuterium spins.

    Increase lockpower to 80%of max before trying to

    lock.

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    This is usually a result of a failure in the acquisition

    computer.

    Look at the ACQUISITION STATUS window and see if the

    Status is Idle, Acquiring, or Inactive.

    If it is Acquiring, type aa. If you get the message similar

    to,'no experiment is active', you will need to reboot the

    acquisition computer.If it is Inactive, you will need to reboot the acquisition

    computer.

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    Poor Shimming:Common Reasons for Poor Shimming

    Cause Result Solution

    No deuterated

    solvent

    No deuterium signal to lock on and, thus

    nothing to shim on.

    Use a deuterated solvent like

    CDCl3.

    Initial shimming is

    poorYour peaks are very broad.

    Type fixshims to get a good

    start.

    Suspendedparticles This causes line broadening, which makesthe signal intensity weaker. Filter your sample.

    Too concentratedConcentrated samples can be viscous,

    which will cause line broadening.Dilute your sample.

    Too little solvent

    When injected, the sample is not properly

    positioned in the coil and the liquid/air

    interface is 'seen' by the coil. This will makeshimming very difficult.

    Add more solvent.

    Improperly

    gauged

    When injected, the sample is not properly

    positioned in the coil and the liquid/air

    interface is 'seen' by the coil. This will make

    shimming very difficult.

    Eject sample and ensure that

    the sample resides between

    the white lines on the gauge.

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    My Sample is not Spinning

    The VNMR Screen Colors are Terrible

    The odd colors for your VNMR interface are

    usually a result of having too many

    windows/applications open.

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    CHEMISTRY

    DETERMINING THE STRUCTURE OF COMPOUNDS

    NUCLEAR MAGNETIC RESONANCE ISEXTREMELYUSEFUL FOR ANALYZINGSAMPLE NON DESTRUCTIVELY

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    APPLICATIONSOF NMR IN

    MEDICINE CLINICAL APPLICATION OF PROTON IMAGINGIN DIAGNOSIS

    BRAIN

    Distinguishing gray matter & white matter

    Imaging posterior fossae, brain stem, spinalcord

    Detect demyelinating lesions, tumors,hemorrhages, infarctions

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