Question
Consider the separation of three different silica nanoparticles SiO2-S, SiO2-M, SiO2-L. The diffusion coefficient of the particles can be calculated using the Stokes-Einstein equation. The
Consider the separation of three different silica nanoparticles SiO2-S, SiO2-M, SiO2-L. The diffusion coefficient of the particles can be calculated using the Stokes-Einstein equation. The total capillary length (74.5 m inner diameter) is 130 cm, with the length to the end of the first detection window being 45 cm and the length to the end of the second window being 85 cm. Using a python code(provide me the code), plot what the expected Taylorgram would like at the various detectors, located at 25, 45, and 85cm downstream. Please make sure the code runs fine without any errors and also provide the output Taylorgrams for me. Also in the end please conclude what limits of particle sizes that can be easily separated with this system?
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