How traveling 1nmi along a meridian generates a change of lattitude ....

  • Thread starter Thread starter Magnetons
  • Start date Start date
  • Tags Tags
    Change
AI Thread Summary
A meridian is an imaginary line connecting the North and South Poles, representing lines of longitude. The Earth is divided into 360 degrees, with each degree containing 60 minutes of arc, totaling 21,600 minutes around the Earth. Traveling one minute of arc along a meridian results in a change in latitude. The circumference of the Earth is essential for calculating the distance represented by one minute of arc. Understanding these concepts clarifies how latitude and longitude interact during travel.
Magnetons
Messages
22
Reaction score
3
Homework Statement
A nautical mile (nmi) equals 1.151 mi, or 1852 m. Show that
the distance of 1 nmi along a meridian of the Earth corre-
sponds to a change in latitude of 1 minute of arc.
Relevant Equations
Unit of length.
can't understand
 
Physics news on Phys.org
Do you know what a meridian is and how it relates to latitude?
There are 60 minutes to a degree. How far is it around the Earth? If you travel only one mInute of arc around the Earth, how far have you gone?
 
  • Like
Likes Magnetons
I only know about the meridians, Meridians are the imaginary lines that connect the north pole to the south pole.
360degree=60*360 minutes=21600 minutes.
 
Magnetons said:
Meridians are the imaginary lines that connect the north pole to the south pole.
Right, also known as lines of longitude. Latitude runs the other way, so as you travel along a meridian you cross lines of latitude.
Look up the circumference of the Earth. If a circumference goes around 360 degrees, what fraction of that is one minute?
 
  • Like
Likes Magnetons
1/21660
 
Magnetons said:
1/21660
Small error there.
When you've corrected that, what does that equate to in miles or metres?
 
Sorry, I can't understand what you saying.
 
Magnetons said:
Sorry, I can't understand what you saying.
360x60 is not 21660.
What is the circumference of the Earth, in miles or km?
If that corresponds to 360 degrees, what distance corresponds to one minute of arc?
 
  • Like
Likes Magnetons
Back
Top