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Die Clashes; ram adjustment wrong, hammer and/or anvil zero points moved OR
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<p>[QUOTE="Ordinary Fool, post: 2673825, member: 85318"]You can reference Z,0(a) in several different ways. Anvil or reverse die's lower-most point could be Z,0. If so, the center of the coin would be Z,1/2(a) coin's thickness, with the moving hammer die's "zero point" being Z,1(a).</p><p><br /></p><p>Or the integers can be negative and positive except for zero, of course.</p><p><br /></p><p>Or they can all be negative integers, even zero. It just depends on where you reference your zero datum point and set it.</p><p><br /></p><p>For example, if the center of the planchet is Z,0(a), the thickest point of the coin's reverse (be it the rim or it's most raised relief) would be Z,-1/2(a).</p><p><br /></p><p>Conversely, the obverse's same would be Z,1/2(a).</p><p><br /></p><p>a= the overall thickness in whatever units of measure are referenced to the dimensions taken from the blueprint.[/QUOTE]</p><p><br /></p>
[QUOTE="Ordinary Fool, post: 2673825, member: 85318"]You can reference Z,0(a) in several different ways. Anvil or reverse die's lower-most point could be Z,0. If so, the center of the coin would be Z,1/2(a) coin's thickness, with the moving hammer die's "zero point" being Z,1(a). Or the integers can be negative and positive except for zero, of course. Or they can all be negative integers, even zero. It just depends on where you reference your zero datum point and set it. For example, if the center of the planchet is Z,0(a), the thickest point of the coin's reverse (be it the rim or it's most raised relief) would be Z,-1/2(a). Conversely, the obverse's same would be Z,1/2(a). a= the overall thickness in whatever units of measure are referenced to the dimensions taken from the blueprint.[/QUOTE]
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Die Clashes; ram adjustment wrong, hammer and/or anvil zero points moved OR
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