Uncle Willy
New member
Since most coins, rings, etc. will fit into an area of one-square inch I will explain the sheer logistics of coinshooting and why no area is ever completely hunted out unless evry square inch of soil is dug up to a given depth and sifted.
This applies to concentric coils only due to their winding configuration and how they transmit a signal into the ground and receive same. The signal enters the ground the exact same size as the diameter of the coil but morphs into an inverted cone the deeper it goes and draws nearly to a point at peak depth.
The old standard states that if you overlap your sweep 50% that you will pretty well cover it all but this just isn't so. As you can see in the rough sketch, at peak depth, you will be missing a piece of real estate roughly half the length of your coil, or in the case of a twelve inch coil - six inches. Now if you make a four foot sweep each time ( using the one inch square equation ) that equates to 288 possible targets you have missed with each sweep. Scary ain't it?
The only way to come close to full coverage takes time and patience but pays off. You must scan in a straight line ( not an arc ) and move the coil ahead only about two inches with each new sweep. It sounds gruesome but pays off in the long run especially if you're looking for old deep coins. At peak depth your signal is only covering a piece of real estate about the size of a quarter so fractions equate to missed coins.
Bil
This applies to concentric coils only due to their winding configuration and how they transmit a signal into the ground and receive same. The signal enters the ground the exact same size as the diameter of the coil but morphs into an inverted cone the deeper it goes and draws nearly to a point at peak depth.
The old standard states that if you overlap your sweep 50% that you will pretty well cover it all but this just isn't so. As you can see in the rough sketch, at peak depth, you will be missing a piece of real estate roughly half the length of your coil, or in the case of a twelve inch coil - six inches. Now if you make a four foot sweep each time ( using the one inch square equation ) that equates to 288 possible targets you have missed with each sweep. Scary ain't it?
The only way to come close to full coverage takes time and patience but pays off. You must scan in a straight line ( not an arc ) and move the coil ahead only about two inches with each new sweep. It sounds gruesome but pays off in the long run especially if you're looking for old deep coins. At peak depth your signal is only covering a piece of real estate about the size of a quarter so fractions equate to missed coins.
Bil