
Winter solstice
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Winter solstice
Thursday 22/6/06 00:23 hrs in New Zealand, Wednesday 22:23 here in Oz, summer just about on its way 

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Re: Winter solstice
Can see the convection spirialing up right before my eyesAussie2005 wrote:...summer just about on its way

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Are you sure? I remember you saying you have Daffodils springing in May I think it was.. we have ones that look like daffodils that have sprung already.. might be those ones? By the look of the trees and flowers around here.. I think it's going to be a long hard winter.Flutterbye wrote:I still have spring flowers blooming in the face of the cold - strangeAussie2005 wrote: With a max of 17.9° today even the weather thinks summer is on the way. Pity that weather has a bad memory !
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The first lot that bloomed in May are still out and the rest have followed suit. Amazing - might be that the cold is preserving them. Must get a picture tomorrow.Foggy Hamilton wrote:Are you sure? I remember you saying you have Daffodils springing in May I think it was.. we have ones that look like daffodils that have sprung already.. might be those ones? By the look of the trees and flowers around here.. I think it's going to be a long hard winter.Flutterbye wrote: I still have spring flowers blooming in the face of the cold - strange

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Jasestrm wrote:I thought the shortest day was today going by calendars etc.
It's like when Karren said the shortest day tomorrow and I thought no hang on that was today.
so what day is it then![]()
.
Cheers
Jason.
There IS no shortest day, it's the longest night, that's the issue
21 and 22 should be equal lenght?
JohnGaul
NZTS
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There IS no shortest day, it's the longest night, that's the issue
21 and 22 should be equal lenght?
JohnGaul
NZTS[/quote]
I do not have a scientific background but I would think that the length of day on the 21st and 22nd will / can vary even if the difference is only minor as the time when solstice occurs varies as seen in the following ...
06-21-2005 06:36 UTC
06-21-2006 12:23 UTC
06-21-2007 18:11 UTC
06-21-2008 00:00 UTC
Just to complicate things a bit more I found this article ..
The longest day is longer than the longest night, and the shortest day is longer than the shortest night, for the reason that sunrise occurs when the upper edge of the disk of the Sun appears on the horizon, and sunset is at the moment when the upper edge disappears below the horizon. These are the instants of first and last direct sunlight; but at these times the center of the Sun's disk is still 50 minutes of arc vertically below the horizon, because the semidiameter of the sun is 16 minutes of arc, and in addition the Sun is seen 34 minutes of arc above its actual geometric position on account of atmospheric refraction. Consequently, the length of every day exceeds the time that the center of the Sun is geometrically above the horizon by the intervals of time required for the Sun to move through these extra amounts of 50 minutes of arc in altitude at both rising and setting, or 100 minutes of arc altogether; this shortens the night by the same amount.
On any two dates when the center of the Sun is at equal distances north and south of the equator, as it is at the summer and winter solstices, the center is geometrically below the horizon on one date for the same length of time as it is above the horizon on the other date; but on both dates the upper edge of the disk is visible longer than the center is geometrically above the horizon by the time required for 100 minutes of arc of motion in altitude, and therefore the day that is the longer exceeds the night on the other date by twice this amount, i.e., by the time equivalent of 200 minutes of arc in altitude. This excess is greater the higher the latitude because the path of the Sun at rising and setting is at a smaller angle with the horizon, and more time is required in this slanting motion to cover a given vertical distance.
Latitude .. Longest Day .. Longest Night .. Shortest Day Shortest Night .. Excess of Day over Night
25° N .. 13h 42m .. 13h 25m .. 10h 35m ..
10h 18m .. 17m
35° N .. 14h 31m .. 14h 12m .. 9h 48m ..
9h 29m .. 19m
40° N .. 15h 02m .. 14h 40m .. 9h 20m ..
8h 58m .. 22m
45° N .. 15h 38m .. 15h 14m .. 8h 46m ..
8h 22m .. 24m
50° N .. 16h 23m .. 15h 56m .. 8h 04m ..
7h 37m .. 27m
60° N .. 18h 53m .. 18h 08m .. 5h 52m ..
5h 07m .. 45m
21 and 22 should be equal lenght?
JohnGaul
NZTS[/quote]
I do not have a scientific background but I would think that the length of day on the 21st and 22nd will / can vary even if the difference is only minor as the time when solstice occurs varies as seen in the following ...
06-21-2005 06:36 UTC
06-21-2006 12:23 UTC
06-21-2007 18:11 UTC
06-21-2008 00:00 UTC
Just to complicate things a bit more I found this article ..
The longest day is longer than the longest night, and the shortest day is longer than the shortest night, for the reason that sunrise occurs when the upper edge of the disk of the Sun appears on the horizon, and sunset is at the moment when the upper edge disappears below the horizon. These are the instants of first and last direct sunlight; but at these times the center of the Sun's disk is still 50 minutes of arc vertically below the horizon, because the semidiameter of the sun is 16 minutes of arc, and in addition the Sun is seen 34 minutes of arc above its actual geometric position on account of atmospheric refraction. Consequently, the length of every day exceeds the time that the center of the Sun is geometrically above the horizon by the intervals of time required for the Sun to move through these extra amounts of 50 minutes of arc in altitude at both rising and setting, or 100 minutes of arc altogether; this shortens the night by the same amount.
On any two dates when the center of the Sun is at equal distances north and south of the equator, as it is at the summer and winter solstices, the center is geometrically below the horizon on one date for the same length of time as it is above the horizon on the other date; but on both dates the upper edge of the disk is visible longer than the center is geometrically above the horizon by the time required for 100 minutes of arc of motion in altitude, and therefore the day that is the longer exceeds the night on the other date by twice this amount, i.e., by the time equivalent of 200 minutes of arc in altitude. This excess is greater the higher the latitude because the path of the Sun at rising and setting is at a smaller angle with the horizon, and more time is required in this slanting motion to cover a given vertical distance.
Latitude .. Longest Day .. Longest Night .. Shortest Day Shortest Night .. Excess of Day over Night
25° N .. 13h 42m .. 13h 25m .. 10h 35m ..
10h 18m .. 17m
35° N .. 14h 31m .. 14h 12m .. 9h 48m ..
9h 29m .. 19m
40° N .. 15h 02m .. 14h 40m .. 9h 20m ..
8h 58m .. 22m
45° N .. 15h 38m .. 15h 14m .. 8h 46m ..
8h 22m .. 24m
50° N .. 16h 23m .. 15h 56m .. 8h 04m ..
7h 37m .. 27m
60° N .. 18h 53m .. 18h 08m .. 5h 52m ..
5h 07m .. 45m
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Yes, because of the variable length of the "actual solar day" (length between successive sun zenith transits) - resulting in in the midpoint of the day varying between about 11.43 and 12.13 in UT/GMT terms. The midpoint is getting later between an April date and one past midwinter, hence the earliset sunset here is a bit before solstice and the latest sunrise a little after it. In December the midpoint advances quite rapidly and so the earliest sunrise is earlyish December etc. Of course in lower latitudes where daylength varies less the effect is more pronounced. To see the pure effect, look at sunrise/sunset tables for an equatorial location.
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