Wednesday, December 25, 2013
Paracord Dispenser
A paracord dispenser can be made from a plastic jar by drilling a small hole in the center of the jar lid to then feed the paracord through and finished with a figure eight knot. The full length of the paracord is stuffed foot by foot into the jar which results in tangle free dispensing.
Friday, November 15, 2013
Improvised Artificial Horizon
A salsa container and a black plastic coffee can lid pair up well to form an improvised artificial horizon suitable for sextant celestial navigation practice when a sea horizon isn't available. Punch quarter inch holes around the perimeter of the coffee can lid to create a baffling effect that smooths and settles disturbances at the surface. Fill the salsa container to the rim with water then float in the plastic coffee can lid. Tap and spin the lid to remove any bubbles trapped under the lid.
Sunday, October 6, 2013
Modified Double Becket Bend
The modified double becket bend will add extra friction over the single becket bend and insure this bend from slapping loose.
Saturday, September 28, 2013
Cap Lanyard
A neck lanyard can serve double duty as a cap lanyard by leaving a 6 inch tail finished with a figure eight knot. Feed the cap strap through the eye and never lose a cap to the wind again.
Sunday, June 2, 2013
Label Heat Exchanger Zinc
Friday, May 3, 2013
Turn a Prop Zinc into a Hand Lead
Sunday, April 14, 2013
Laptop Pub 229 Sight Reduction Calculator
Save this Pub 229 sight reduction calculator file to your laptop desktop to have an on the go anywhere means of performing celestial sight reduction.
file:///Users/greg/Desktop/Nav%20Calc/srt1.html
(Z) rules to get (Zn) azimuth of body when using the calculator
NORTH LATITUDE
L.H.A. greater than 180° Zn=Z
L.H.A. less than 180° Zn=360°–Z
SOUTH LATITUDE
L.H.A. greater than 180° Zn=180°–Z
L.H.A. less than 180° Zn=180°+Z
NGA Link:
http://msi.nga.mil/NGAPortal/MSI.portal?_nfpb=true&_pageLabel=msi_portal_page_145&calcCode=01
Tuesday, April 2, 2013
Key Floatation
Wednesday, January 23, 2013
Recovering Time
A modern variant of an ancient mariner celestial navigation technique called lunars is concisely explained by John S. Letcher in chapter 17 of his book Self-Contained Celestial Navigation with H.O. 208. If recovering time for a stopped chronometer ever becomes necessary this method offers a better than nothing means until a time signal can be received. Chapter 12 offers an additional more precise method of recovering time from a known position if time signals aren't available.
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