Since the maximum input output rate of an accumulator is 300 kw power flow between the two networks will be limited to 300 kw times the number of accumulators 1 5 mw in the example.
Factorio solar panel accumulator ratio.
I had found that a ratio of 1 2 to 1 5 accumulators per solar panel worked out perfectly fine.
8571 3 7 kw solar panels 600 mj capacity of accumulators so the result is we need 25 21 1 190476 period 6 more solar panels than accumulators.
The ratios posted result in more solar panels then are needed to power factory and charge accumulators i had posted this in a topic on the steam forum a week ago when somebody was asking about solar panels and another person brought up the 0 8 1 ratio.
The ratio 100 solar panels to 84 accumulators is optimized for solar panels first than for accumulators.
When accumulator and solar tech is first obtained i establish the ratio on a blueprint.
The optimal ratio is 0 84 21 25 accumulators per solar panel and 23 8 solar panels per megawatt required by your factory this ratio accounts for solar panels needed to charge the accumulators.
Just divide if you need a decimal.
So the op post is 100 accurate.
Reverse operation ratio from decimal needs multiplication and reduction by the largest common divisor.
Or we can say we need 21 25 0 84 accumulators per solar panel.
We could do that the other way around.
Either network can charge the accumulators and the accumulators can discharge into either network.
For me it is 1 1 mainly because of the spatial design easily tile able and low supply for the slow conbots out of the mk1 personal roboport not because of any other reason.
Note that this isolation is bidirectional.
A single solar panel outputs an average of 42 kw over a day and requires 0 84 accumulators to sustain a constant power output through the night.
It takes 23 8 solar panels to operate 1 mw of factory and charge 20 accumulators to sustain that 1 mw through the night.
We would need the fewest accumulators if we would just draw power from them if solar panels would produce no power at all.
This means that you need 1 428 mw of production of solar panels and 100mj of storage to provide 1 mw of power over one day night cycle.
Notes a single solar panel outputs an average of 42 kw over a day and requires 0 84 accumulators to sustain a constant power output through the night.