Аннотации:
A computer model has been developed that allows the calculation of the three-dimensional distributions of free atoms and condensed particles inside tube-type electrothermal atomizers. This model is a numerical solution of the three-dimensional diffusion equation written with the appropriate boundary conditions. The proposed model takes the following geometrical and physical factors into account: real tube geometry of an atomizer provided with a dosing hole, analyte vaporization, the size of the region occupied by the sample prior to atomization, three-dimensional analyte diffusion in a non-isothermal furnace environment, and its gas phase (homogeneous) condensation at the cooler parts of the atomizer. The physical processes that take place in electrothermal atomizers are common to all analytes and are the background against which chemical processes take place. Silver was used as the test element for modelling because Ag is a relatively inert element in electrothermal atomization, for which physical processes can be expected to dominate over chemical processes. Imaged representations of the calculated three-dimensional distributions of free Ag atoms and condensed Ag micro-droplets within Perkin-Elmer HGA-type atomizers are given. The imaged representations show that, even for a relatively inert element such as silver, the distribution of atoms in electrothermal atomizers is quite non-homogeneous. © 1995.
