Write down an expression for the substantial derivative in cartesian coordinates.
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If the observer remains fixed at a particular position and determines the change in the concentration of SO2. It is being the partial derivative that is measured. At time t=t, let the concentration of SO2 be C1 and at time t+Δt, let it be C1+ΔC1. Thus, the time derivative, which is the measure of change in SO2 concentration is given by While calculating the partial derivative it is assumed other space coordinates remain constant.
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If the observer remains fixed at a particular position and determines the change in the concentration of SO2. It is being the partial derivative that is measured. At time t=t, let the concentration of SO2 be C1 and at time t+Δt, let it be C1+ΔC1. Thus, the time derivative, which is the measure of change in SO2 concentration is given by While calculating the partial derivative it is assumed other space coordinates remain constant.
Hope This Helps...
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