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These values provide a reference showing that the diffusion at the nanoscale would be quite high even at room temperature.
Contrary to these observations there have been studies showing that the diffusion profiles of high-grade gliomas and metastases, either within or around the tumors, differ and that diffusion measurements may be indicative for tumor discrimination [ 8, 9, 92, 97- 99] (Table 1).
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The results clearly show that the diffusion process inside the brain is highly anisotropic.
The kinetic studies showed that the diffusion of reagents/products is the rate controlling step.
Our measurements show that the diffusion parameters exhibit a quadratic dependence on the void volume fraction.
We have previously shown that the diffusion of information about autism through spatially proximate social relations has contributed significantly to the autism epidemic.
Besides, the experimental studies show that the diffusion coefficient for Knudsen diffusion is 4 × 10−2 cm2/s and the diffusion coefficient for gas molecule transport in the kerogen bulk is 2 × 10−6 cm2/s29.
Calculations show that the diffusion process was too rapid to be identified as ordinary volume diffusion.
Our calculations show that the diffusion might be non-Arrhenian depending on the temperature range and on the vacancy concentration.
Furthermore, it is shown that the diffusion coefficients of methane and n-butane obey the Stokes Einstein equation.
The results show that the diffusion of Cu atoms in Be is inhomogeneous and preferentially along the radial direction.
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