Uricanejack
Well-Known Member
I did offer to post a template for a Longitude by Chronometer if anyone was interested. One person was.
Unfortunately while I have found a couple of my old sight books. I did not find one where I had used Long by Chrome. I also have not yet found my rather old dog eared set of Nories Tables. I put them in a safe place and can’t remember where it is.
I have to apologise it is over three decades since I used long by chrom. And I will have to sit down scratch my head and think and think a bit.
Most of my found sight books were from a time where I used a calculator. And or the short method tables for stars.
This is from back in the day when I did everything long hand. Using Nories Tables. By have sine formula using logarithm tables and traverse tables to calculate runs for DR’s
A Template for a Sun Sight run to Noon by Marc St Hiliar.
This template fit vertically into an A 4 hard note book. I would use the back page of the previous day for rough figuring and to figure out time of apparent noon.
Most of the templates I have seen have each section laid out separately all over the page. Makes it easy to mark in an exam setting.
Back in the bad old pre satellite days most of us used a vertical column layout. Which has a few advantages. One of which was taking 3 sights in quick succession and working them out together using the same DR.
I would start by figuring out a rough DR for Noon. From this determine the approximate time of apparent noon. Choose an approximate time to take am sight i.e. 2 hours before Noon whole numbers make the distance run easier. Sun preferably not to low i.e. less than 20 altitude. Lower the altitude the greater parallax and greater errors.
The total correction is an approximation and parallax varies with temperature.
The closer your azimuth is to 090 the better your noon cross and your longitude.
On a nice day, with a clear sky and a clear horizon I could be picky about time.
On a nasty day I’d look for the Sun and horizon all watch and take what I could get.
Use DR Noon longitude to determine time of apparent noon. You can use equation of time and Longitude
converted to time
or my preferred method next less.
LHA Apparent Noon = 000 Deg 00 Min
Add Longitude east positive west negative.
GHA of Sun at Apparent Noon.
From almanac take next less whole Hour GHA
Subtract from GHA at apparent Noon
Difference.
Enter increments with difference will give minutes and seconds after Whole hour.
GMT Hour minutes and seconds for apparent noon at DR
I would pre-calculate my approximate apparent noon sextant angle far right column.
By Nories tables using haversine formula and logarithms.
The advantage of the haversine formula and logarithms is everything is just simple arithmetic adding up no subtraction
Hopefully there are no misleading typos or other errors
I just realised I never posted the formula.
The haversin Formula for Marc St Hilaire
Hav. ZD=Hav. LHA Cos Lat Cos Dec+Hav(Lat +-Dec)
Where
Hav = haversin
ZD= Zenith Distance
LHA=Local hour Angle
Unfortunately while I have found a couple of my old sight books. I did not find one where I had used Long by Chrome. I also have not yet found my rather old dog eared set of Nories Tables. I put them in a safe place and can’t remember where it is.
I have to apologise it is over three decades since I used long by chrom. And I will have to sit down scratch my head and think and think a bit.
Most of my found sight books were from a time where I used a calculator. And or the short method tables for stars.
This is from back in the day when I did everything long hand. Using Nories Tables. By have sine formula using logarithm tables and traverse tables to calculate runs for DR’s
A Template for a Sun Sight run to Noon by Marc St Hiliar.
This template fit vertically into an A 4 hard note book. I would use the back page of the previous day for rough figuring and to figure out time of apparent noon.
Most of the templates I have seen have each section laid out separately all over the page. Makes it easy to mark in an exam setting.
Back in the bad old pre satellite days most of us used a vertical column layout. Which has a few advantages. One of which was taking 3 sights in quick succession and working them out together using the same DR.
I would start by figuring out a rough DR for Noon. From this determine the approximate time of apparent noon. Choose an approximate time to take am sight i.e. 2 hours before Noon whole numbers make the distance run easier. Sun preferably not to low i.e. less than 20 altitude. Lower the altitude the greater parallax and greater errors.
The total correction is an approximation and parallax varies with temperature.
The closer your azimuth is to 090 the better your noon cross and your longitude.
On a nice day, with a clear sky and a clear horizon I could be picky about time.
On a nasty day I’d look for the Sun and horizon all watch and take what I could get.
Use DR Noon longitude to determine time of apparent noon. You can use equation of time and Longitude
converted to time
or my preferred method next less.
LHA Apparent Noon = 000 Deg 00 Min
Add Longitude east positive west negative.
GHA of Sun at Apparent Noon.
From almanac take next less whole Hour GHA
Subtract from GHA at apparent Noon
Difference.
Enter increments with difference will give minutes and seconds after Whole hour.
GMT Hour minutes and seconds for apparent noon at DR
I would pre-calculate my approximate apparent noon sextant angle far right column.
By Nories tables using haversine formula and logarithms.
The advantage of the haversine formula and logarithms is everything is just simple arithmetic adding up no subtraction
Hopefully there are no misleading typos or other errors
I just realised I never posted the formula.
The haversin Formula for Marc St Hilaire
Hav. ZD=Hav. LHA Cos Lat Cos Dec+Hav(Lat +-Dec)
Where
Hav = haversin
ZD= Zenith Distance
LHA=Local hour Angle
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