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Universal Claibration Theory
GPC Theory: Universal Calibration
In Conventional Calibration we discovered an inherent problem occurs when we analyze a sample which is chemically different than the standards used to calibrate the column. Unfortunately this is frequently the case, so to improve on Conventional Calibration we use an additional detector, the Four-capillary Differential Viscometer Detector, and a technique called Universal Calibration.

As previously mentioned in Conventional Calibration and Separation, the principle behind GPC is that macromolecules are separated based on their Hydrodynamic Radius or Volume. If this is the case, to accurately calibrate a column we need to form a relationship between the Hydrodynamic Volume and the Retention Volume (Universal Calibration), as opposed to the Molecular Weight and Retention Volume (Conventional Calibration). The Viscometer Detector makes this possible because it directly measures Intrinsic Viscosity (IV), which is inversely proportional to the molecular density of the polymer coil.

The product of molecular mass and Intrinsic Viscosity provides the Hydrodynamic Volume:

MW • IV = 5/2 • NA • Vh

Because a Viscometer Detector coupled with a concentration detector (RI or UV/VIS) can give us a direct measurement of Intrinsic Viscosity (IV), we can now create a calibration curve of Log(Vh) vs. Retention Volume (RV).

The procedure is as follows:

  • Inject a series of Narrow Standards of known Molecular Weight.
  • Measure the Retention Volume of the resulting peak apex.
  • Calculate the IV of the peak.
  • Construct a calibration curve of Log(MW • IV) vs. Retention Volume.
Universal Calibration Curve

Now when we analyze our unknown sample, at each data point at RVi, we can look up on the calibration curve to find Y = Log(MWi • IVi).

Since we calculate the IVi from the viscometer we can deduce that MWi = 10Y/ IVi.

Determining MW by Universal Calibration

We can now obtain MWi by simple re-arrangement. From here, we can use the equations described in Conventional Calibration to determine the Mn, Mw and Mz averages.

Four Capillary ViscometerIn addition to being able to determine true molecular weight distributions (Mn, Mw and Mz), molecular size (Rh and Vh) and Intrinsic Viscosity (IV), the Viscometer Detector also gives us important structural information on conformation, branching and aggregation. As already stated, the Intrinsic Viscosity of polymer samples is measured by means of GPC viscosity detectors. Intrinsic viscosity, which is the inverse density of the polymer coil in solution, represents a direct and sensitive structural parameter and, therefore, a traditional parameter in the polymer industry.

The well-known Mark-Houwink plot:

    IV = K • MWa

can be obtained by means of the double-logarithmic plot of intrinsic viscosity against MW. The Mark-Houwink plot is the central plot used for the analysis of polymer structure. It reflects structural changes in the polymer, such as branching and chain rigidity. The slope, described by the Mark-Houwink exponent “a” can vary between 0 for solid spheres and 2 for rod-shaped structures.

Changes in slope in the Mark-Houwink plot are used to identify when branching occurs.

This is described in more detail in Polymer Structure Theory.

Almost all the benefits drawn from the technique of Universal Calibration can also be obtained by the method of triple or advanced detection which bestows one additional unique benefit: expediency; no lengthy column calibration procedure is required.
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