The Nautical Almanac for the Sun 2017
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1 The Nautical Almanac for the Sun 2017 downloaded from: TheNauticalAlmanac.com Disclaimer: These are computer generated tables from a program written by Enno Rodegerdts. Use at your own risk. The accuracy has been checked as good as possible but can not be guaranteed. This means, if you get lost on the oceans because of errors in this publication I can not be held liable. For security relevant applications you should buy an official version of the nautical almanac.
2 Celestial Navigation useful Formulas About Calculators The Casio fx-300es Plus is an inexpensive calculator at about 11 USD. It features natural input so you enter a formula just as it would be written on paper. Entering degrees, minutes and seconds is very simple. The Casio fx-300es Plus has 9 memory locations and you can review many of the previous entries you make using a special key on the calculator. Determine Hc using a calculator The formula Hc = asin[sin(declination)*sin(latitude) + cos(latitude)*cos(declination)*cos(lha)] As it would be entered into the Casio calculator Sin-1(Sin(Ap Latitude) x Sin(Declination) + Cos(Ap Latitude) x Cos(Declination) x Cos(LHA) Declination is the declination of the Celestial body you're observing. When the heavenly body's declination is Contrary name to your Ap Latitude enter a negative sign before it. Latitude is the Latitude where you are, think you are or where you would like to determine Hc for. Typically, you'll be using an Assumed position Latitude or Ap Latitude as it's called. In Western Longitudes LHA is the Local Hour Angle which is derived from subtracting your whole number value of Longitude (Assumed or otherwise) from the whole number value of GHA (Greenwich Hour Angle). In Eastern Longitudes LHA, in Eastern Longitudes, is determined by rounding up the GHA figure to the next highest whole degree figure then adding the DR. Longitude to GHA to obtain LHA. Only add the whole degree DR. Longitude figure to the rounded up whole degree GHA figure. If the resulting LHA figure is greater than 360 then subtract 360 from the figure to obtain the LHA. Why would you want to determine Hc using a calculator? It's faster than looking up in Pub. No. 249 and Pub. No. 229, highly accurate and you don't need a lot of printed out pages of Latitudes from Pub. No. 249 and Pub. No Pub. No. 249 Vol. 2 & 3 don't cover any declination greater than 29 degrees so you'd have to use Pub. No. 229 which is extremely large.
![Celestial Navigation Determine Z Z = acos[(sin(declination) sin(ap Latitude) x sin(hc)) (cos(ap Latitude) x cos(hc))] As it would be entered into the Casio calculator.](/docs-images/73/69488615/images/3-0.jpg ".. Cos-1((Sin(Declination) Sin(AP Latitude) x Sin(Hc)) (Cos(AP Latitude) x Cos(Hc) If the heavenly body's declination is Contrary name to the Ap Latitude enter a negative sign before it.")
3 Celestial Navigation Determine Z Z = acos[(sin(declination) sin(ap Latitude) x sin(hc)) (cos(ap Latitude) x cos(hc))] As it would be entered into the Casio calculator... Cos-1((Sin(Declination) Sin(AP Latitude) x Sin(Hc)) (Cos(AP Latitude) x Cos(Hc) If the heavenly body's declination is Contrary name to the Ap Latitude enter a negative sign before it. To obtain Zn see the rules below for Northern and Southern latitudes. Determine Z independent of Hc L is latitude and d is declination. When the heavenly body's declination is Contrary name to your Ap Latitude enter a negative sign before it. As it would be entered into the Casio calculator... Z = tan-1 ((sin (LHA) (cos(ap latitude) x tan(declination) (sin(ap latitude) x cos(lha)) The sign convention used in the calculation of this azimuth formula is as follows: from Bowditch Chapter 22 CALCULATIONS AND CONVERSIONS, page 331 1) If latitude and declination are of contrary name, declination is treated as a negative quantity; 2) If the local hour angle is greater than 180, it is treated as a negative quantity. If the azimuth angle as calculated is negative, add 180 to obtain the desired value. To obtain Zn apply the following rules In Northern Latitudes LHA greater than Zn=Z LHA less than Zn=360 Z In Southern Latitudes LHA greater than Zn= 180 Z LHA less than Zn= Z Determine Refraction Determine Dip using feet 0.96 Tan of (Ha) 0.97 x (Square Root of He (Height of Eye) in feet) Determine Dip using meters 1.76 x (Square Root of He (Height of eye) in meters ) fair winds...clear skies and following seas TheNauticalAlmanac.com
4 2017 January 01 to Jan GHA Dec SD.=16.3 d= GHA Dec SD.=16.3 d= GHA Dec SD.=16.3 d= GHA Dec SD.=16.3 d= GHA Dec SD.=16.3 d= GHA Dec SD.=16.3 d= GHA Dec SD.=16.3 d= GHA Dec SD.=16.3 d= GHA Dec SD.=16.3 d= GHA Dec SD.=16.3 d= GHA Dec SD.=16.3 d= GHA Dec SD.=16.3 d= GHA Dec SD.=16.3 d= GHA Dec SD.=16.3 d= GHA Dec SD.=16.3 d=0.5 3
5 2017 January 16 to Jan GHA Dec SD.=16.3 d= GHA Dec SD.=16.3 d= GHA Dec SD.=16.3 d= GHA Dec SD.=16.2 d= GHA Dec SD.=16.2 d= GHA Dec SD.=16.3 d= GHA Dec SD.=16.3 d= GHA Dec SD.=16.2 d= GHA Dec SD.=16.2 d= GHA Dec SD.=16.2 d= GHA Dec SD.=16.3 d= GHA Dec SD.=16.3 d= GHA Dec SD.=16.2 d= GHA Dec SD.=16.2 d= GHA Dec SD.=16.2 d=0.7 4
6 2017 January 31 to Feb GHA Dec SD.=16.2 d= GHA Dec SD.=16.2 d= GHA Dec SD.=16.2 d= GHA Dec SD.=16.2 d= GHA Dec SD.=16.2 d= GHA Dec SD.=16.2 d= GHA Dec SD.=16.2 d= GHA Dec SD.=16.2 d= GHA Dec SD.=16.2 d= GHA Dec SD.=16.2 d= GHA Dec SD.=16.2 d= GHA Dec SD.=16.2 d= GHA Dec SD.=16.2 d= GHA Dec SD.=16.2 d= GHA Dec SD.=16.2 d=0.8 5
7 2017 February 15 to Mar GHA Dec SD.=16.2 d= GHA Dec SD.=16.2 d= GHA Dec SD.=16.2 d= GHA Dec SD.=16.2 d= GHA Dec SD.=16.1 d= GHA Dec SD.=16.2 d= GHA Dec SD.=16.2 d= GHA Dec SD.=16.2 d= GHA Dec SD.=16.2 d= GHA Dec SD.=16.1 d= GHA Dec SD.=16.2 d= GHA Dec SD.=16.2 d= GHA Dec SD.=16.2 d= GHA Dec SD.=16.2 d= GHA Dec
8 2017 March 02 to Mar GHA Dec GHA Dec GHA Dec GHA Dec GHA Dec GHA Dec GHA Dec GHA Dec GHA Dec GHA Dec GHA Dec GHA Dec GHA Dec GHA Dec GHA Dec
9 2017 March 17 to Mar GHA Dec GHA Dec GHA Dec SD.=16.0 d= GHA Dec SD.=16.0 d= GHA Dec SD.=16.0 d= GHA Dec GHA Dec GHA Dec SD.=16.0 d= GHA Dec SD.=16.0 d= GHA Dec SD.=16.0 d= GHA Dec GHA Dec GHA Dec SD.=16.0 d= GHA Dec SD.=16.0 d= GHA Dec SD.=16.0 d=1.0 8
10 2017 April 01 to Apr GHA Dec SD.=16.0 d= GHA Dec SD.=16.0 d= GHA Dec SD.=16.0 d= GHA Dec SD.=16.0 d= GHA Dec SD.=16.0 d= GHA Dec SD.=16.0 d= GHA Dec SD.=16.0 d= GHA Dec SD.=16.0 d= GHA Dec SD.=16.0 d= GHA Dec SD.=15.9 d= GHA Dec SD.=16.0 d= GHA Dec SD.=16.0 d= GHA Dec SD.=16.0 d= GHA Dec SD.=16.0 d= GHA Dec SD.=15.9 d=0.9 9
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BURLINGTON VT Latitude = 44.47 N WMO No. 72617 Longitude = 73.15 W Elevation = 341 feet Period of Record = 1973 to 1996 Average Pressure = 29.61 inches Hg Design Criteria Data Mean Coincident (Average)
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COLUMBIA SC Latitude = 33.95 N WMO No. 7231 Longitude = 81.12 W Elevation = 226 feet Period of Record = 1973 to 1996 Average Pressure = 29.8 inches Hg Design Criteria Data Mean Coincident (Average) Values
Design Criteria Data
PHILADELPHIA PA Latitude = 39.88 N WMO No. 7248 Longitude = 75.25 W Elevation = 3 feet Period of Record = 1973 to 1996 Average Pressure = 29.98 inches Hg Design Criteria Data Mean Coincident (Average)
Design Criteria Data
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