In engineering ( Mechanical and Chemical), Mass transfer and Heat transfer are the fundamental concepts ( breakdowns called as diffusion, conduction, convection, radiation, etc) and, for the engineers all the designs of the equipments for any process based on mass and heat transfer calculations.
Dry paper will take water from the humid environment, but can anyone tell us how much quantity and how long will it get the water from the environment and when it will stop getting the water from the environment, and this is the matter of calculation (s) of the mass transfer concept in Engineering.
This the general equation ( studied in engineering) and is applicable to everything in the world :
"something entering into the system" - "something going out from from the system" + "something generated by the system" = "Accumulation in the system"
I just wanted to explain some definitions from the engineering point of the view.
OK, this is a little better. So why not apply this to printing and to offset in particular.
No ink is generated in the press roller train but it can be stored there. Therefore, the equation can be stated as:
The amount of ink printed (out) = the amount of ink fed into the roller train (in) + changes in the amount of ink stored in the roller train.
One can then say that at steady state conditions, which is the goal of the operation there are on average no changes to the amount of ink in the roller train.
Rewriting the equation gives at steady state conditions.
The amount of ink printed (out) = the amount of ink fed into the roller train (in).
So to have a constant amount of ink out, one requires a constant amount of ink to be fed into the roller train.
Simple and it is not affected by chemistry or other issues in the press. Just a mass transfer problem.
The non steady state conditions like going from one density level to another.
The amount of ink printed on the paper is closely related to the storage conditions of ink on the roller train. Higher amounts of ink storage, via thicker ink films on the rollers result in higher print densities.
So if one increases the ink feed, time is required for the ink storage to increase to the point where the higher ink film is printed on the substrate. Low coverage (less ink consumption) takes longer time than high coverage. If the ink feed is increase and it is also fed at a constant rate as with a positive ink feed, the press will go through the transient and arrive at a new steady state condition that is at the higher density level. The change in can be predicable because the ink out must equal the ink in at the new steady state condition. The time it takes is related to how the press is designed relative to how it stores ink.
I am all for a more scientific or engineering principled approach. Why does not Sun think in the same way as you suggested? That is the problem.