If C is the concentration of the diffusing species at distance x from the source and time t, then according to Fick’s second law (assuming diffusion coefficient, D is constant):
If C is the concentration of the diffusing species at distance x from the source and time t, then according to Fick’s second law (assuming diffusion coefficient, D is constant): Correct Answer ∂C/∂t = D.(∂2C/∂x2)
According to Fick’s second law, the rate of change of concentration of diffusing species with time at a given point in space is proportional to the slope of the concentration gradient curve at that point.