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![]() Mark wrote: Your post raises an interesting topic. The relation between the sun, a compass and an analogue watch (or clock) is an equation. If you have any two of these three items, the third can be determined. For example, if you can see the sun, and you are wearing an analogue watch, you can determine true North. Or, if you have a compass, and you can see the sun, you can determine what time it is. Remember, that it is a watch or clock that is used to determine longitude also. First, you set your watch to midday exactly as the sun reaches the highest point in the sky (Note: your watch is now set to sidereal time and not mean time). Next, sail (for simplicity) due East. Next day, when the sun is at its highest, see what the time is on your watch. Let's say its 11 o'clock. Then you have travelled 15 degrees East of where you started (remembering that 360 degrees of longitude divided by 24 hours is 15 degrees per hour). No navigator would be seen without his/her analogue watch! Finally, a question: There is a time zone in the world which is set to UTC. And there are 12 times zones which are ahead of UTC (+1, +2, etc) (and, yes, some partial hour variations too). And there's 12 timezones which are less than UTC (-1, -2, etc). That adds up to 25 time zones. Yet there's only 24 hours in a day! What's going on? (Hint: the timezone at my location holds the answer) It has to do with the International Date Line, correct? dxAce Michigan USA |
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