Phillbo is correct, but perhaps looking at this graph may help. At any given level of CYA and FC, there is an amount of time it takes for half of the total chlorine to breakdown from sunlight (UV). You can see that the curves get close together at higher CYA which means that the half-life of chlorine is independent of the amount of chlorine. The half-life is the amount of time it takes for half of the chlorine to breakdown so if you have more chlorine in the pool, then more gets broken down and has to be replaced (because "half" of a larger number is bigger than "half" of a smaller number).

So if you try to maintain your pool at 5 ppm of chlorine instead of 3 ppm, you will lose up to 5/3 = 1.67 or 67% more chlorine per day and will have to make up for that somehow. In an SWCG system, you would turn up the percentage of time that the system operates -- namely 67% higher.

Now in addition to chlorine usage from the breakdown from sunlight, chlorine also gets used up by combining with and oxidizing organics and disinfecting pathogens (bacteria, viruses) and killing algae. This usage is dependent on how much of this stuff is in your pool and is therefore independent on the amount of chlorine in your pool.

You can distinguish between these two types of chlorine usage by seeing the usage overnight when the sun doesn't shine and compare this to the usage during the day. If you subtract your overnight "per hour" usage from your daytime "per hour" usage, the difference will be the loss from sunlight.

Typically, the usage (independent of chlorine level) oxidizing and disinfecting is pretty small, usually less than 0.5/day while the usage (dependent on chlorine level) from breakdown from sunlight is quite high with about half of the chlorine lost during the day (this varies a lot depending on the amount of sun exposure, latitude, etc.). So with this example, maintaining a 3 ppm FC would require generation of 0.5 + 3/2 = 2.0 ppm per day while maintaining a 5 ppm FC would require generation of 0.5 + 5/2 = 3.0 ppm per day. So in this case the increase in the salt cell is 50% (so if currently running at 35%, you would need to increase this to 35% * 1.5 = 52.5% (so 50%).

Richard