Re: The Sun: Millions of miles away?
yes the geometry is easy. if you assume that the sun is traveling in a straight line over the equator, you can make a triangle to the equator and find at what angle the sun would shine into your well normally.
It will not be one triangle anymore but a series of triangles. In fact you can simplify it down so much , that you can assume following:
Equator = 0° latitude
Find your latitude (google earth] and you can measure how far from the equator you are. (there are conversions for ° of longitude/latitude into km)
Now assume that the sun is always shining straight down on the equator.
Also you can find at what time of day the sun is standing at it's highest point in the sky (internet), this is when the sun and you are in the same longitude. So you just need: angle at which sun shines into your well, your latitude, time when the sun is at it's highest point (when you measure the angle).
This way you have a pretty diagram:
yes the geometry is easy. if you assume that the sun is traveling in a straight line over the equator, you can make a triangle to the equator and find at what angle the sun would shine into your well normally.
It will not be one triangle anymore but a series of triangles. In fact you can simplify it down so much , that you can assume following:
Equator = 0° latitude
Find your latitude (google earth] and you can measure how far from the equator you are. (there are conversions for ° of longitude/latitude into km)
Now assume that the sun is always shining straight down on the equator.
Also you can find at what time of day the sun is standing at it's highest point in the sky (internet), this is when the sun and you are in the same longitude. So you just need: angle at which sun shines into your well, your latitude, time when the sun is at it's highest point (when you measure the angle).
This way you have a pretty diagram:

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