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Che 331, ir correlation chart organic chemistry
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1.2 Spectroscopy and the Electromagnetic Spectrum Infrared, ultraviolet-visible, and nuclear magnetic resonance spectroscopies differ from mass spectrometry in that they are nondestructive and involve the interaction of molecules with electromagnetic radiation rather than with an ionising source. Electromagnetic radiation is radiant energy having the properties of both particles and waves. A continuum of different types of electromagnetic radiation-each type associated with a particular energy range-constitutes the electromagnetic spectrum.
The electromagnetic spectrum Source: Bruice, P. Y. (2003). Organic Chemistry (5th^ ed.). Pearson. A particle of electromagnetic radiation is called a photon. We may think of electromagnetic radiation as photons traveling at the speed of light. Because electromagnetic radiation has both particle-like properties called photon and wave- like properties, it can be characterized by either its frequency , ν (Greek nu), wavelength, λ (Greek lambda) or amplitude. Frequency is defined as the number of wave crests that pass by a given point in one second with units of hertz (1 Hz = s-1). Wavelength is the distance between two successive maxima generally measured in meters (m). Amplitude is the height of a wave, measured from mid-point to peak.
Multiplying the wavelength of a wave in meters (m) by its frequency in reciprocal seconds (s -^1 ) gives the speed of the wave in meters per second (m/s). The rate of travel of all electromagnetic radiation in a vacuum is a constant value, commonly called the “ speed of light ” and abbreviated c. Its numerical value is defined as exactly 2.997 924 58 * 10^8 m/s, usually rounded off to 3.00 * 10^8 m/s.
Just as matter comes only in discrete units called atoms, electromagnetic energy is transmitted only in discrete amounts called quanta. The amount of energy E corresponding to 1 quantum of energy (1 photon) of a given frequency is expressed by the Planck equation
When an organic compound is exposed to a beam of electromagnetic radiation, it absorbs energy of some wavelengths but passes, or transmits energy of other wavelengths. If we irradiate the sample with energy of many different wavelengths and determine which are absorbed and which are transmitted, we can measure the absorption spectrum of the compound. 1.2.1 Infrared Spectroscopy The infrared (IR) region of the electromagnetic spectrum covers the range from just above the visible (7.8 * 10 -^7 m) to approximately 10 -^4 m, but only the mid-portion from 2.5 * 10 -^6 m to 2.5 * 10 -^5 m is used by organic chemists. Wavelengths within the IR region are usually given in micrometers and frequencies are given in wavenumbers rather than in hertz. The wavenumber (ṽ) is the reciprocal of the wavelength in centimeters and is therefore expressed in units of cm-1; ṽ (cm-1) =1/λ (cm). Thus, the useful IR region is from 4000 to 400 cm -^1 , corresponding to ene ies of 48.0 kJ/mol to 4.80 kJ/mol (11.5–1.15 kcal/mol).
1.2.1.1 Principle of Infrared Spectroscopy
Infrared photons correspond to the quantum energy in the range 0.001 to 1.7 eV. This energy range is only suitable for generating molecular vibration and cannot induce electronic transitions as in case of UV radiations. For a molecule to absorb IR, the vibrations within a molecule must cause a net change in the dipole moment of the molecule. The alternating electrical field of the radiation (remember that electromagnetic radiation consists of an oscillating electrical field and
b) Bending vibration : in this type of vibrations, the angle between the bonded atoms changes i.e. the positions of the atoms changes with respect to the original bond axis. The four types of bending vibrations are: (i) Rocking : In this type of bending vibrations, two atoms move in the same direction with respect to a central atom. In this type of bending vibration, the operation takes place in plane. (ii) Scissoring : In this type of bending vibrations, two atoms either move away from each other or move towards each other with respect to a central atom i.e. they operate like a scissor. In this type of bending vibration, the operation takes place in plane. (iii) Twisting : In this type of bending vibrations, one atom move up of the plane while other atom move down of the plane with respect to the plane containing the central atom. In this type of bending vibration, the operation takes place out-of-plane. (iv) Wagging : In this type of bending vibrations, two atoms either move up of the plane or move down of the plane with respect to the plane containing the central atom. In this type of bending vibration, the operation takes place out-of-plane.
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