25:21 Solar with Roboport (200:168)

Power Plants, Energy Storage and Reliable Energy Supply. All about efficient energy production. Turning parts of your factory off. Reliable and self-repairing energy.
huliosh
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25:21 Solar with Roboport (200:168)

Post by huliosh »

The only limitation is that 1 side is off the boundaries of roboport. So you can connect ports in 1 line or rotate to get connected square. You can see the offset on the picture from the right side.
Anyway it's tileable from 3 sides with roboport connection and from every side with poles.
Screenshot
Blueprint string

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hansinator
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Re: 25:21 Solar with Roboport (200:168)

Post by hansinator »

Have you seen this: viewtopic.php?f=5&t=5594 ?
It is the same, but better. Next time you could try search the forum first ;-)

huliosh
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Re: 25:21 Solar with Roboport (200:168)

Post by huliosh »

hansinator wrote:Have you seen this: viewtopic.php?f=5&t=5594 ?
It is the same, but better. Next time you could try search the forum first ;-)
Usefull area : 2224 (96.5%)
Solar panels: 180
Accumulators: 151
Substations: 16
Ratio = 151 / 180 = 0.83(8)

Mine has 200:168 which is perfect ratio
Usefull area : 100%+
Substations: 15

Check the details.

But I would be happy if you make it prettier. ;)

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Re: 25:21 Solar with Roboport (200:168)

Post by Xeanoa »

Your area: 2550
Useful area: 2482
Effective area: 96.94%
Tileable from 3 sides: Confirmed

huliosh
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Re: 25:21 Solar with Roboport (200:168)

Post by huliosh »

Xeanoa wrote:Your area: 2550
Useful area: 2482
Effective area: 96.94%
Tileable from 3 sides: Confirmed
Ok, there are 2 tiles uncovered when you tile, but 100% of buildings are covered by roboport and there are no spaces inbetween.
How can you get 96.94% of effective area from 1 roboport and 200:168 panels, when the 96.95% gets from 180:151?
Last edited by huliosh on Sat Jan 14, 2017 4:03 pm, edited 1 time in total.

mophydeen
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Re: 25:21 Solar with Roboport (200:168)

Post by mophydeen »

Do you have a path around your solar?


btw: perfect ratio doesnt matter. You need more accu than perfect because you'll need the backup when you get attacked (lasers)



blueprint string of a Book:
solar/accu/port 2 x 2:
horizontal 2 blocks walking space, vertical 1 block walking space. Completely filled.

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

edit:
accu: 976
solar: 574
want more solar ?? Replace a few accu around roboport
Image
Last edited by mophydeen on Sat Jan 14, 2017 6:00 pm, edited 1 time in total.

huliosh
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Re: 25:21 Solar with Roboport (200:168)

Post by huliosh »

No, it's completely filled. There is no gap at all. I agree about the accumulators, that you need more than perfect ratio for the backup, and about the gaps inbetween as well. I was thinking of making 175:147 build. Also i like to keep backup accumulators separately.

edit:
Your build is very compact and effective, I'm not against that.
I was seeking for perfect ratio. It's pleasing and gives more control over calculations. For example, sometimes you want to know how many accumulators do you need for the certain build. With this separation it's much easier to test and measure things out, If that makes sense.

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Re: 25:21 Solar with Roboport (200:168)

Post by Deadly-Bagel »

I would exclude substations from the "usable area" figure so you could never have 100%. On one hand you could have inefficient tiling where it overlaps, which it looks like is happening at least over the roboport, so why wouldn't that count as wasted space? On the other hand, you could have gaps up to 4 tiles wide but still have the solar panels over them powered, which is more efficient than standard tiling. Anyway there''s two tiles in the bottom right that aren't filled so it's not 100% anyway =P

I can however agree that it could be a bit prettier...
mophydeen wrote:btw: perfect ratio doesnt matter. You need more accu than perfect because you'll need the backup when you get attacked (lasers)
The "perfect ratio" needs the entire day to charge its accumulators, if you add more accumulators they essentially won't get charged unless there were accumulators the previous night that did not drain. If you're draining more than the solar panels are generating, obviously you're still going to run out of power.

Only thing you achieve by doing this is if you are nearing the maximum power drain and you have an enormous power drain (such as from a massive biter attack) every few days at the most.
Money might be the root of all evil, but ignorance is the heart.

huliosh
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Re: 25:21 Solar with Roboport (200:168)

Post by huliosh »

About accumulators.
If you produce more energy than you consume, then accumulators can save up more energy every day. You can actually calculate how much energy do you need to sustain exact rate of turret usage.
About effective area.
Ok, let's make a compromise. Since I was mistaken and I wasn't fully agreed with you either.
Roboport effective area is 2500 tiles.
my build has 200:168
1 panel = 3x3 = 9 tiles
1 accumulator = 2x2 = 4 tiles

200 * 9 + 168 * 4 = 1600 + 672 = 2472 tiles
2500 / 100% = 25 tiles per 1%
2472 / 25 = 98.8% of effective area.

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Re: 25:21 Solar with Roboport (200:168)

Post by Nich »

Substations and poles are wasted space. Cant count those definitely want to minimize their usage. I would argue the roboport is even wasted space and can not be counted

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Re: 25:21 Solar with Roboport (200:168)

Post by huliosh »

Nich wrote:Substations and poles are wasted space. Cant count those definitely want to minimize their usage. I would argue the roboport is even wasted space and can not be counted
poles are excluded from the last calculation

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