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Title: Maximizing the Daytime Post by Barukh on Aug 13th, 2013, 3:39am I suddenly came to the following interesting (IMO) question. Although not completely correct (http://en.wikipedia.org/wiki/Daytime_(astronomy)), define Daytime at a certain location, specific day as time interval between sunrise and sunset (if the first doesn't occur, define it to be 0; if the second doesn't occur - 24 hours). Then, we can define Year Daytime (I admit it’s a bad name) as the sum of the Daytimes over a calendar year. It seems that several interesting questions may be asked about Year Daytime. Here’re a few: 1. At a given location, is Year Daytime a constant? 2. Which location(s) maximize/minimize Year Daytime? For those who find it interesting, the following link (http://www.timeanddate.com/worldclock/sunrise.html) might be relevant. |
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Title: Re: Maximizing the Daytime Post by Grimbal on Aug 20th, 2013, 9:02am 1. I think it depends how exactly you define "sunrise" and "sunset". 2. max at L1, min at L2 |
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Title: Re: Maximizing the Daytime Post by Barukh on Aug 23rd, 2013, 10:11pm on 08/20/13 at 09:02:26, Grimbal wrote:
This. (http://en.wikipedia.org/wiki/Sunrise#Measurement) Quote:
Not clear. |
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Title: Re: Maximizing the Daytime Post by Grimbal on Aug 26th, 2013, 7:31am I was referring to Lagrange points. With the definition you mention, the visible part of the sky is a bit more than an hemisphere. Without any math, I guess you optimize the dayligh on the arctic circles. You benefit from full days in the summer, without loosing all light near the winter solstice. |
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Title: Re: Maximizing the Daytime Post by Barukh on Aug 29th, 2013, 12:27am Grimbal, your intuition and/or knowledge of astronomy is exemplifying! I did it the hard way (experimentally). It turns out that - taken into account another parameter of Earth’s orbit – the average daytime is maximized at just one arctic circle. A follow-up question: where is it minimized? |
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