High performance capillary electrophoresis - T.E.A.M.
High performance capillary electrophoresis - T.E.A.M.
High performance capillary electrophoresis - T.E.A.M.
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Source<br />
Longitudinal diffusion<br />
Joule heating<br />
Comment<br />
• Defines the fundamental limit of efficiency<br />
• Solutes with lower diffusion coefficients<br />
form narrower zones<br />
• Leads to temperature gradients and<br />
laminar flow<br />
Principles<br />
Table 3<br />
Sources of zone broadening<br />
Injection length<br />
Sample adsorption<br />
Mismatched conductivities<br />
of sample and buffer<br />
(electrodispersion)<br />
Unlevel buffer reservoirs<br />
Detector cell size<br />
• Injection lengths should be less than the<br />
diffusion-controlled zone length<br />
• Detection limit difficulties often necessitate<br />
longer than ideal injection lengths<br />
• Interaction of solute with the <strong>capillary</strong> walls<br />
usually causes severe peak tailing<br />
• Solutes with higher conductivities than the<br />
running buffer result in fronted peaks<br />
• Solutes with lower conductivities than the<br />
running buffer result in tailed peaks<br />
• Generates laminar flow<br />
• Should be small relative to peak width<br />
2.3.4.2 Joule heating and temperature gradients<br />
The main advantage of performing <strong>electrophoresis</strong> in<br />
narrow-bore capillaries is reduction of the effects of heating<br />
which have traditionally limited electrophoretic techniques.<br />
Heating is problematic since it can cause nonuniform<br />
temperature gradients, local changes in viscosity, and<br />
subsequent zone broadening. While the theoretical equations<br />
for efficiency and resolution advocate the use of as<br />
high electric fields as possible, Joule heating ultimately<br />
limits the benefit of this approach, regardless of <strong>capillary</strong><br />
dimensions and temperature control measures.<br />
The heat generated by the passage of electrical current is<br />
called Joule heat. The temperature increase depends on the<br />
power (product of voltage and current) generated and is<br />
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