Chem. 133 – 5/4 Lecture.

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Chem. 133 – 5/4 Lecture

Announcements Homework Set 3 – due date for collected homework: 5/9 Last Quiz – Today Today’s Lecture Chromatography Partitioning and Retention (just final questions Selectivity Band broadening

Chromatography Some Questions – Did 1st 2 last time List 3 main components of chromatographs. A chemist purchases a new open tubular GC column that is identical to the old GC column except for having a greater film thickness of stationary phase. How will the following parameters will be affected (assuming column run as before): K, k, tM, tR(component X)? What “easy” change can be made to increase k in GC? In normal phase HPLC using a hexane/ethylacetate mobile phase? A GC is operated close to the maximum column temperature and for a desired analyte, k = 10. Is this good? What change could be made to improve the analysis?

Chromatography Selectivity Selectivity is given by a= relative retention (also called selectivity coefficient) a = ky/kx (where tr(y) > tr(x)) A larger a value means a better separation. An a value close to 1 means a difficult separation. Note that a = Ky/Kx also applies

Chromatography Selectivity – cont. Determination of parameters from reading chromatogram (HPLC example) a (for 1st 2 peaks) = kB/ kA = tRB’/ tRA’ = (5.757 – 2.374)/(4.958 – 2.374) = 1.31

Chromatography Selectivity - Continued How can a be increased? Not always easy to increase In GC, a new column often is needed (a only changes if Kx and Ky change with T differently – e.g. have different heats of vaporization) Example: Separation of hexane from acetone Both have similar boiling points With a weakly polar column a is near 1, but going to a polar column will cause greater retention of acetone.

Chromatography Selectivity - Continued How can a be increased? Mobile phase changes often can be used in HPLC (no need for column change) Possible changes: change in pH (e.g. adjust retention of weak acids by changing % in ion form) different analyte – solvent interactions for reversed phase, 3 common organic solvents are acetonitrile, methanol, and tetrahydrofuran (THF)

Chromatography Selectivity - Continued a values – research example for HPLC Fatty acid separation example: - separating C16:0 (HO2C(CH2)14CH3) from C18:1 (HO2C(CH2)6CH=CH(CH2)6CH3) fatty acids with organic plus aqueous formic acid When using formic acid and acetonitrile, small a value Replacement of methanol for acetonitrile improves a value C16 + C18:1 C18:1 C16 Example chromatogram – looks similar to this when used acetonitrile + formic acid Note: actually went to 14% FA(aq) /21.5% acetonitrile/64.5% methanol to decrease tailing with methanol

Chromatography Band Broadening – The Bad Original theory developed from number of simple separation steps (e.g. from fractional distillation columns) N = number of theoretical plates (or now plate number) = best absolute measure N = 16(tr/w)2 or = 5.55(tr/w1/2)2 w = peak width at baseline w1/2 = peak width at half height

Chromatography Shape of Chromatographic Peak Gaussian Distribution Normal Distribution Area = 1 Widths σ (std deviation) w = 4σ w1/2 = 2.35σ w’ = Area/ymax = 2.51σ (commonly given by integrators) Gaussian Shape (Supposedly) Inflection lines Height 2σ Half Height w1/2 w

Chromatography Column Efficiency Good efficiency means: Large N value Late eluting peaks still have narrow peak widths Relative measure of efficiency = H = Plate height = L/N where L = column length H = length of column needed to get a plate number of 1 Smaller H means greater efficiency Note: H is independent of L, N depends on L low N value large N Value

Chromatography Measurement of Efficiency Measuring N and H is valid under isocratic/isothermal conditions Later eluting peaks normally used to avoid effects from extra-column broadening (from injector, detector, etc.) Example: N = 16(14.6/0.9)2 = 4200 (vs. ~3000 for pk 3) H = L/N = 250 mm/4200 = 0.06 mm W ~ 0.9 min

Chromatography Causes of Band Broadening There are three major causes of band broadening (according to theory) These depend on the linear velocity (u = L/tm) Given by van Deemter Equation: where H = Plate Height, and A, B, and C are “constants”

Chromatography Band Broadening Most efficient velocity H C term B term A term u

Chromatography Band Broadening “Constant” Terms A term: This is due to “eddy diffusion” or multiple paths Independent of u Smaller A term for: a) small particles, or b) no particles (best) X X X dispersion

Chromatography Band Broadening B Term – Molecular Diffusion Molecular diffusion is caused by random motions of molecules Larger for smaller molecules Much larger for gases Dispersion increases with time spent in mobile phase Slower flow means more time in mobile phase X X X Band broadening

Chromatography Band Broadening C term – Mass transfer to and within the stationary phase Analyte molecules in stationary phase are not moving and get left behind The greater u, the more dispersion occurs Less dispersion for smaller particles and thinner films of stationary phase X X dispersion Column particle