490 likes | 1.24k Views
Lecture 2. Intro to Spectroscopy NMR Spectroscopy: How it works Chemical Shift in 1 H NMR Equivalent & Non-equivalent Hydrogens. Organic Chemistry: From Yesterday to Today. 1800’s: Organic Structural Theory - Combustion Analysis - Functional Group Tests. Late 1700’s: Atomic Theory.
E N D
Lecture 2 • Intro to Spectroscopy • NMR Spectroscopy: • How it works • Chemical Shift in 1H NMR • Equivalent & Non-equivalent Hydrogens
Organic Chemistry: From Yesterday to Today 1800’s: Organic Structural Theory - Combustion Analysis - Functional Group Tests Late 1700’s: Atomic Theory 1900’s: Synthesis and Analysis Today:Automated Synthesis & Spectroscopic Analysis
Spectral Analysis Each type of spectral analysis has its value in determining/confirming the structure of a compound. Spectroscopy allows us to “see” the molecule. NMR (Nuclear Magnetic Resonance) Spectroscopy: • Different types of nuclei in a molecule (1H & 13C) • 1H NMR: Aids in the determination of bond connectivity within a molecule & the pieces of a molecule IR (Infrared) Spectroscopy: • Confirms the presence of functional groups within a molecule MS (Mass Spectrometry): • Determines the mass of a compound • Also aids in the determination of pieces of the molecule
Types of Analysis NMR (Nuclear Magnetic Resonance Spectroscopy): • Uses radio waves (electromagnetic radiation) • Interacts with sample’s nuclei in the presence of a magnet • Effect: nuclei flip and relax (known as resonance) IR (Infrared Spectroscopy) • IR radiation • Interacts with molecule as a whole • Effect: bond vibrations within molecule MS (Mass Spectrometry) • No radiation used • Interacts with and destroys molecule; fragments molecule • Effect: creates ions and neutral fragments of molecule
1H NMR Spectrum of Ethanol CH3CH2OH ppm
IR Spectrum of Hexanol % Transmittance Wavenumber (cm-1)
Mass Spectrum of Phenetole 94 Intensity 122 77 m/z (mass to charge ratio)
Nuclear Magnetic Resonance Use: To assist in the elucidation of a molecule’s structure Information Gained: • Different chemical environments of nuclei being analyzed (1H nuclei): chemical shift • The number of nuclei with different chemical environments: number of signals in spectrum • Determine the number of protons that are adjacent to one another: splitting patterns • The numbers of protons with the same chemical environment: integration • Determine how many protons are bonded to the same carbon: integration • Determine which protons are adjacent to one another: coupling constants
How does NMR work? Basic Idea: In the presence of an applied magnetic field (Bo) - the NMR instrument: • Irridate the sample with radiofrequency radiation 2. Nuclei resonance: excite magnetic transitions 3. Measure the energy absorbed/released by nuclei 4. Obtain a spectrum
How does NMR work? Facts that allow NMR to work: • Nuclei have a spin (like electrons). • Nuclei that have odd mass or odd atomic number have a quantized spin angular momentum and a magnetic moment. • The allowed spin states a nucleus can adopt is quantized and is determined by its nuclear spin quantum number, I. 1H and 13C nuclei have I = 1/2. Thus, there are two allowed spin states: +1/2 and -1/2.
1H NMR Spectroscopy • 1H nuclei have magnetic spin, I = 1/2. • The nuclei can either align with (+1/2) or oppose (-1/2) the applied magnetic field, Bo (from the NMR instrument). • When the nuclei absorb the radiofrequency pulse (a specific energy is absorbed since the spin states are quantized!), the spin flips - resonance. • When the pulse is over, the spin relaxes back to its original state. The spin releases the energy that it had originally absorbed - this is the energy that is measured. This happens to each 1H nuclei in the sample, but not every 1H nuclei are the same.
Getting a Spectrum • Pulse sample with radiofrequency radiation, spin flip - resonance. • After pulse, the excited nuclei lose their excitation energy and return to • their original state - relax. • As the nuclei relax, they emit electromagnetic radiation; results in • free-induction decay (FID) • FID contains all emitted frequencies: • Fourier transform (FT) is performed on the FID. • FT extracts the individual frequencies on the different nuclei; results in • a spectrum.
Higher energy state: magnetic field opposes applied field How does NMR work? Nuclei are charged and if they have spin, they are magnetic Applied Magnetic Field = Bo Energy of transition = energy of radiowaves Lower energy state: magnetic field aligned with applied field
An NMR Diagram: On the Inside RF transmitter RF Receiver N S Note modern NMRs use superconducting magnets to attain very strong magnetic fields + -
Chemical Shifts Not all proton nuclei resonate at the same frequency. Proton nuclei are surrounded by electrons in slightly different chemical environments - nuclei are shielded by valance electrons that surround them. As a result, the nuclei are shielded from Bo to an extent that depends on the electron density around it. A shielded nucleus will feel a diminished Bo and will absorb radiofrequency radiation at a lower frequency - have a lower ppm value. A deshielded nucleus will feel a stronger Bo and will absorb radiofrequency radiation at a higher frequency - have a higher ppm value. Different nuclei will be shielded differently and, as a result, will have different resonance frequency - different ppm values - different chemical shifts.
Chemical Shifts • Protons near an electronegative group will be deshielded - feel a stronger Bo - have a higher ppm value. • Electronegative groups: OH, OR, Cl, F, Br, N • Other deshielding groups: C=C, phenyl, C=O
1H NMR Spectrum of Ethanol b c a a CH3CH2OH TMS Three signals - three different types of H’s b c downfield upfield ppm
Chemical Shifts TMS - Tetramethylsilane (Me4Si) is the internal reference used. TMS’s chemical shift is set at zero since most peaks appear more downfield from it. • The Delta (d) Scale • An arbitrary scale • 1 d = 1 part per million (ppm) of the spectrometer operating frequency. • For example, if using an 80 MHz instrument to run a 1H NMR spectrum, • 1 d would be 1 ppm of 80,000,000 Hz, or 80 MHz. • Since the radiofrequency absorption of a nuclei depends on the magnetic • field strength, chemical shift in Hz would vary from instrument to • instrument. • Thus, report the nuclei absorption in relative terms (d) as opposed to • absolute terms (Hz). This way, the chemical shifts will be the same • for nuclei of a sample despite what instrument you use - leads to • correlation charts!
Equivalent & Non-Equivalent Hydrogens As seen in the 1H NMR spectrum of ethanol, the number of signals equals the number of different types of protons in a compound. • General rules: • Protons attached to the same sp3 carbon are equivalent/homotopic (if there • are no chiral centers in the molecule; if there are, could be equivalent or • non-equivalent). • If there is symmetry in the molecule, protons that are symmetrical will • have the same signal, the same chemical shift and be equivalent. • Considerations: • Protons attached to the same sp2 carbon (in alkenes) need to be evaluated • for equivalency. • Methylene protons (on a CH2 group) are diastereotopic if a chiral center exists • the molecule and are therefore non-equivalent. • Perform a substitution test to check for equivalency
Equivalent & Non-Equivalent Hydrogens Consider the following molecules. Determine which protons are equivalent and non-equivalent. Predict the number of signals that would appear in the 1H NMR spectra of these compounds.
Equivalent & Non-Equivalent Hydrogens • Considerations: • Protons attached to the same sp2 carbon (in alkenes) need to • be evaluated for equivalency. • Methylene protons (on a CH2 group) are diastereotopic if a • chiral center exists the molecule and are therefore non-equivalent. • Perform a substitution test to check for equivalency
Equivalent & Non-Equivalent Hydrogens Substitution Test: 1. Change questionable H’s to a different group like D. 2. Create two new molecules. 3. Compare these two new molecules.