Then substituting in eqn. (10.14) we have
t/(V/A) = 0.0265(V/A) + 1.6.
To fit the desired conditions for the plant filter, the constants in this equation will have
to be modified. If all of the factors in eqn. (10.14) except those which are varied in the
problem are combined into constants, K and K', we can write
t/(V/A) = (w/P)Kx(V/A) + K'/P (a)
In the laboratory experiment w = w1, and P = P1
K = (0.0265P1 /w1) and K' = 1.6P1