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#41
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#42
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On Thursday, January 3, 2013 9:32:58 PM UTC-5, Doug Miller wrote:
wrote in news:bc9297af-00ce-44cd-8f63-cfff2cea2c50 @googlegroups.com: I like to have at least one master square that I know is balls to wall accurate. I had no way of checking before and I do now. The Draw-A-Line and flip method will never tell you how far out of wack your square is Pfui. Of course it will. The more the lines diverge, the more out of whack it is. "More out of wack" is not a quantity. I can only be used in relative terms. 'This' is more out of wack than 'this'. - only that it might be out of wack. There is no way to quantitate the angle error unless you can measure the distance betwene the lines/knife marks with a caliper (good luck). That'll work. Feeler gauges will probably work better. Huh? Measure the distance between two lines with a feeler gauges? How much of a gap in between the marks is considered unacceptable? You can't easily answer that question so why bother checking in the first place? Of course you can easily answer that question. Decide what percentage error is acceptable in your project, and you can easily calculate the permissible gap between the marks. Suppose you want accuracy to one part in 1000 (99.9%). So you decide before hand the accuracy you want to achieve and then choose the appropriate square? Do you have different squares for different jobs? Are they labeled as such? The gap between the pencil lines at a distance of 8" -- double the error in the square, remember -- must be no more than 8 * 2/1000 = 0.016", which is easily measurable with feeler gauges, a dial caliper, or a mike. A distance of 0.016" equates to an angle error of 0.5 degrees for your 8" square. Would you calibrate anything with that "Square"? I wouldn't. What is your limit of detection for measuring gaps between lines? I hope it's less than 0.016", but I can understand if it's not. |
#43
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#45
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On Thursday, January 3, 2013 9:42:29 PM UTC-5, Bill wrote:
wrote: Yes they are. I am 'referring' to them in the article. It's done routinely in the literature. References usally means bibliographical references (to related works). Yes, usually. It is however, not incorrect how I used the term. "Notes" may be more appropriate (I'm not looking for an argument). I like references. It's what I'm used to. When you submit your work for publication, the publisher will advise you in no uncertain terms how it it should appear. I've read more than my fair share of peer reviewed scientific publications. And as a scientist, I've written a few peer reviewed as well. I have never heard of a reviewer who had a problem with using 'References' in the fashion that I did. While your idea may be just fine, having reviewed a few books and papers before, it is my humble opinion your your paper needs work. You can't please everyone. Isn't that what they say? I would look forward to seeing your ideas presented again. As has been suggested, this isn't rocket science, but the application of using the magnetic cubes to check for accuracy in squares is an interesting application. Why settle for good-enough. Magnetic cubes? Bill |
#46
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On Thursday, January 3, 2013 9:54:35 PM UTC-5, Doug Miller wrote:
wrote in news:214a7bab-b962-477d-8340- : Scenario: You make it out to the woodshop after a hard night of drinking. As the acetaldehyde takes it's effect on you, you drop your Starrett square on the concrete floor. Doesn't happen in my shop. That's a hard and fast safety rule he if I drink, I stay out of the shop until after a full night's sleep. That doesn't mean I can't or won't ever drop the square, of course -- just means that if I do, it will be the result of my own innate clumsiness, not of inebriation. What do you do? Continue to use it and hope for the best or check to see if it's still of 'Starrett Quality'? How do you check? Your imagination is lacking, Brian g. I can think of at least half a dozen things I could check it against: -- angle between the jointer fence and bed (previously set using the same Starrett square) How can you be sure it's still square to the level of accuracy required? -- angle between the fence of the Incra 3000 miter gauge, and the miter bar (ditto) ibid -- angle between the Incra 3000 and the table saw blade (ditto) ibid -- one of my Jevons 3D squares http://www.jevonstoolco.com/ -- I have no connection with the company, except as a *totally* satisfied customer -- these are great products, and as close to dead-on-perfect as a woodworking tool needs to be (within 0.002" in 6", according to the manufacturer) -- my crosscut sled ibid -- any corner of at least seven pieces of furniture in my home that I've made using some or I hope you're joking. all of the above |
#47
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#48
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On Thursday, January 3, 2013 10:01:36 PM UTC-5, Doug Miller wrote:
wrote in news:5443d0e1-47e2-4bf4-9dc6-237d07bf6357 @googlegroups.com: There is no need to "try again" and I appreciate your veiled arrogance. Where are you having trouble with the math? Ummm.... Brian, you don't know Bill personally. I do. He's not the sort of guy to toot his own horn, so without his consent, I'm not going to say why I'm so sure of it, but please trust me on this: the man *knows* math. Good. The math is sound. Let's see something from Bill to the contrary. I've checked it and rechecked it. |
#49
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On Thu, 3 Jan 2013 13:58:44 -0800 (PST),
wrote: Let me know what you guys think. I've been working on a new method (new?) for checking the squareness of a square using a dial indicator. The method works in theory. I've tried it and it seems to work in practice. A caveat is that the square needs a thick edge to support a stylus. I am going to work on a video demonstrating the process. http://www.garagewoodworks.com/square_a_square.php Thoughts? Are you off your meds again? |
#50
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On 1/3/2013 6:30 PM, wrote:
On Thursday, January 3, 2013 6:24:52 PM UTC-5, Dave Balderstone wrote: In article , wrote: Let me know what you guys think. I've been working on a new method (new?) for checking the squareness of a square using a dial indicator. The method works in theory. I've tried it and it seems to work in practice. A caveat is that the square needs a thick edge to support a stylus. I am going to work on a video demonstrating the process. http://www.garagewoodworks.com/square_a_square.php Thoughts? Seems totally unnecessary. A pencil and a straight edge (a la sheet good cutoff) is all you need to check if it's actually square. And it's fast to set up. read the article. A minor caveat to this method is that it can be difficult to discern small gaps between the two pencil lines (especially with a thick pencil lead). The most you might be able to detect is a 0.010" difference which equates to a minimum detection of 0.036 degrees with an 8" square. Another caveat is that the edge you place your square against must be perfectly flat, otherwise you will not get an accurate calculation of your square's angle error. The dial indicator method is 10X more accurate. -- Outside of a dog, a book is man's best friend. Inside a dog, it's too dark to read. - Groucho Marx Then use a marking knife. |
#51
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On Thursday, January 3, 2013 10:05:16 PM UTC-5, Gordon Shumway wrote:
On Thu, 3 Jan 2013 13:58:44 -0800 (PST), wrote: Let me know what you guys think. I've been working on a new method (new?) for checking the squareness of a square using a dial indicator. The method works in theory. I've tried it and it seems to work in practice. A caveat is that the square needs a thick edge to support a stylus. I am going to work on a video demonstrating the process. http://www.garagewoodworks.com/square_a_square.php Thoughts? Are you off your meds again? Too complex for you I know. I'll dumb it down for you next time. |
#52
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On Thursday, January 3, 2013 10:06:49 PM UTC-5, tiredofspam wrote:
On 1/3/2013 6:30 PM, wrote: On Thursday, January 3, 2013 6:24:52 PM UTC-5, Dave Balderstone wrote: In article , wrote: Let me know what you guys think. I've been working on a new method (new?) for checking the squareness of a square using a dial indicator. The method works in theory. I've tried it and it seems to work in practice. A caveat is that the square needs a thick edge to support a stylus. I am going to work on a video demonstrating the process. http://www.garagewoodworks.com/square_a_square.php Thoughts? Seems totally unnecessary. A pencil and a straight edge (a la sheet good cutoff) is all you need to check if it's actually square. And it's fast to set up. read the article. A minor caveat to this method is that it can be difficult to discern small gaps between the two pencil lines (especially with a thick pencil lead). The most you might be able to detect is a 0.010" difference which equates to a minimum detection of 0.036 degrees with an 8" square. Another caveat is that the edge you place your square against must be perfectly flat, otherwise you will not get an accurate calculation of your square's angle error. The dial indicator method is 10X more accurate. -- Outside of a dog, a book is man's best friend. Inside a dog, it's too dark to read. - Groucho Marx Then use a marking knife. You're still left with not being able to quantitate the error. Are you following along? |
#53
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wrote:
Let me know what you guys think. ----------------------------------------------------------- A slow night in the Carolinas. Lew |
#54
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#55
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On Thursday, January 3, 2013 10:19:46 PM UTC-5, Lew Hodgett wrote:
wrote: Let me know what you guys think. ----------------------------------------------------------- A slow night in the Carolinas. Then go out and get a drink Lew! Get off yer butt! ![]() Lew |
#56
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wrote in
: On Thursday, January 3, 2013 9:32:58 PM UTC-5, Doug Miller wrote: wrote in news:bc9297af-00ce-44cd-8f63-cfff2cea2c50 @googlegroups.com: I like to have at least one master square that I know is balls to wall accurate. I had no way of checking before and I do now. The Draw-A-Line and flip method will never tell you how far out of wack your square is Pfui. Of course it will. The more the lines diverge, the more out of whack it is. "More out of wack" is not a quantity. I can only be used in relative terms. 'This' is more out of wack than 'this'. Yes, and I was using it in relative terms. Where's the problem? - only that it might be out of wack. There is no way to quantitate the angle error unless you can measure the distance betwene the lines/knife marks with a caliper (good luck). That'll work. Feeler gauges will probably work better. Huh? Measure the distance between two lines with a feeler gauges? Sure, why not? You can easily see if the gauge overlaps the lines or fits between them. BTW, the width of the pencil lines isn't really relevant -- use a marking knife instead of a pencil. How much of a gap in between the marks is considered unacceptable? You can't easily answer that question so why bother checking in the first place? Of course you can easily answer that question. Decide what percentage error is acceptable in your project, and you can easily calculate the permissible gap between the marks. Suppose you want accuracy to one part in 1000 (99.9%). So you decide before hand the accuracy you want to achieve and then choose the appropriate square? Of course. Do you have different squares for different jobs? Are they labeled as such? I have a Starrett square that never leaves the wood shop. I also have a Craftsman combination square, and a Stanley framing square, that I use for carpentry projects. It never crossed my mind to use the Starrett when I built a shed in the back yard a few years ago, or when my son and I built a deck last summer -- that degree of precision simply isn't needed, and there's no point in risking an expensive precision tool on a construction site. The gap between the pencil lines at a distance of 8" -- double the error in the square, remember -- must be no more than 8 * 2/1000 = 0.016", which is easily measurable with feeler gauges, a dial caliper, or a mike. A distance of 0.016" equates to an angle error of 0.5 degrees for your 8" square. No it does not. First of all, 0.016" is double the error, so the actual error is 0.008" over 8" or 0.001. The inverse tangent of 0.001 is 0.0573 degrees (rounded to 3 significant digits). If you want to be really picky, the 8" distance is actually the hypotenuse of the triangle, so we should use inverse sine instead, but the result is the same to at least the seventh decimal place. Would you calibrate anything with that "Square"? I wouldn't. I wouldn't either -- *if* your number was right. It's not, though, and I'm not sure why you seem to have a problem with using a square that's accurate to one part in a thousand for woodworking. What is your limit of detection for measuring gaps between lines? I hope it's less than 0.016", but I can understand if it's not. I can estimate much finer gaps than that by eye. The thinnest feeler gauge I own is 0.001"; anything less than that is too fragile for wood shop use, and is pointless anyway. In practice, a 0.002" gauge is quite sufficient for woodworking. |
#57
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![]() wrote in message ... On Thursday, January 3, 2013 6:24:52 PM UTC-5, Dave Balderstone wrote: In article , wrote: Let me know what you guys think. I've been working on a new method (new?) for checking the squareness of a square using a dial indicator. The method works in theory. I've tried it and it seems to work in practice. A caveat is that the square needs a thick edge to support a stylus. I am going to work on a video demonstrating the process. http://www.garagewoodworks.com/square_a_square.php Thoughts? Seems totally unnecessary. A pencil and a straight edge (a la sheet good cutoff) is all you need to check if it's actually square. And it's fast to set up. read the article. A minor caveat to this method is that it can be difficult to discern small gaps between the two pencil lines (especially with a thick pencil lead). The most you might be able to detect is a 0.010" difference which equates to a minimum detection of 0.036 degrees with an 8" square. Another caveat is that the edge you place your square against must be perfectly flat, otherwise you will not get an accurate calculation of your square's angle error. ================================================== ================================================== ================================================== ======== Use a knife to mark and do it on a flat smooth surface. MDF or. better yet, a piece of metal covered in dykem blue. Make your line as light as possible. Use magnifier. A discrepancy of .001 is readily visible. ------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------ The dial indicator method is 10X more accurate ================================================== ========================================= Got a metal lathe? If you do, it can be used to make a master square that is more accurate than anything you can buy for less than several hundred dollars. Not needed though. Use the flip and mark method. |
#58
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I wrote:
A slow night in the Carolinas. --------------------------------------------- wrote: Then go out and get a drink Lew! Get off yer butt! ![]() ------------------------------------------------------ You must be kidding, it's 50F and dropping tonight. Time to throw another log on the fire and enjoy a toddy. Lew |
#59
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On Thursday, January 3, 2013 10:28:59 PM UTC-5, Doug Miller wrote:
wrote in : On Thursday, January 3, 2013 9:32:58 PM UTC-5, Doug Miller wrote: wrote in news:bc9297af-00ce-44cd-8f63-cfff2cea2c50 @googlegroups.com: I like to have at least one master square that I know is balls to wall accurate. I had no way of checking before and I do now. The Draw-A-Line and flip method will never tell you how far out of wack your square is Pfui. Of course it will. The more the lines diverge, the more out of whack it is. "More out of wack" is not a quantity. I can only be used in relative terms. 'This' is more out of wack than 'this'. Yes, and I was using it in relative terms. Where's the problem? - only that it might be out of wack. There is no way to quantitate the angle error unless you can measure the distance betwene the lines/knife marks with a caliper (good luck). That'll work. Feeler gauges will probably work better. Huh? Measure the distance between two lines with a feeler gauges? Sure, why not? You can easily see if the gauge overlaps the lines or fits between them. BTW, the width of the pencil lines isn't really relevant -- use a marking knife instead of a pencil. How much of a gap in between the marks is considered unacceptable? You can't easily answer that question so why bother checking in the first place? Of course you can easily answer that question. Decide what percentage error is acceptable in your project, and you can easily calculate the permissible gap between the marks. Suppose you want accuracy to one part in 1000 (99.9%). So you decide before hand the accuracy you want to achieve and then choose the appropriate square? Of course. Do you have different squares for different jobs? Are they labeled as such? I have a Starrett square that never leaves the wood shop. I also have a Craftsman combination square, and a Stanley framing square, that I use for carpentry projects. It never crossed my mind to use the Starrett when I built a shed in the back yard a few years ago, or when my son and I built a deck last summer -- that degree of precision simply isn't needed, and there's no point in risking an expensive precision tool on a construction site. The gap between the pencil lines at a distance of 8" -- double the error in the square, remember -- must be no more than 8 * 2/1000 = 0.016", which is easily measurable with feeler gauges, a dial caliper, or a mike. A distance of 0.016" equates to an angle error of 0.5 degrees for your 8" square. No it does not. First of all, 0.016" is double the error, so the actual error is 0.008" over 8" or 0.001. The inverse tangent of 0.001 is 0.0573 That's not how the math is done. If your gap between the two lines (drawn from the same point) is 0.016" then half the distance is 0.008" which is your "Opposite Side". Now I understand the confusion here. See: http://www.garagewoodworks.com/angle...e=0.008&angle= Your Opposite side is 0.008". The Adjacent side is 8". degrees (rounded to 3 significant digits). If you want to be really picky, the 8" distance is actually the hypotenuse of the triangle, so we should use inverse sine instead, but the result is the same to at least the seventh decimal place. Would you calibrate anything with that "Square"? I wouldn't. I wouldn't either -- *if* your number was right. It's not, though, and I'm not sure why you seem to have a problem with using a square that's accurate to one part in a thousand for woodworking. What is your limit of detection for measuring gaps between lines? I hope it's less than 0.016", but I can understand if it's not. I can estimate much finer gaps than that by eye. And I once caught a fish ------This Big------. The thinnest feeler gauge I own is 0.001"; anything less than that is too fragile for wood shop use, and is pointless anyway. In practice, a 0.002" gauge is quite sufficient for woodworking. |
#60
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wrote in
: On Thursday, January 3, 2013 9:54:35 PM UTC-5, Doug Miller wrote: wrote in news:214a7bab-b962-477d-8340- : Scenario: You make it out to the woodshop after a hard night of drinking. As the acetaldehyde takes it's effect on you, you drop your Starrett square on the concrete floor. Doesn't happen in my shop. That's a hard and fast safety rule he if I drink, I stay out of the shop until after a full night's sleep. That doesn't mean I can't or won't ever drop the square, of course -- just means that if I do, it will be the result of my own innate clumsiness, not of inebriation. What do you do? Continue to use it and hope for the best or check to see if it's still of 'Starrett Quality'? How do you check? Your imagination is lacking, Brian g. I can think of at least half a dozen things I could check it against: -- angle between the jointer fence and bed (previously set using the same Starrett square) How can you be sure it's still square to the level of accuracy required? I check it periodically, using both the Starrett and the Jevons squares. Don't you? -- angle between the fence of the Incra 3000 miter gauge, and the miter bar (ditto) ibid same answer -- angle between the Incra 3000 and the table saw blade (ditto) ibid same answer -- one of my Jevons 3D squares http://www.jevonstoolco.com/ -- I have no connection with the company, except as a *totally* satisfied customer -- these are great products, and as close to dead-on-perfect as a woodworking tool needs to be (within 0.002" in 6", according to the manufacturer) -- my crosscut sled ibid same answer -- any corner of at least seven pieces of furniture in my home that I've made using some or all of the above I hope you're joking. Why would you think that? Just for giggles and grins, I just checked a corner of an end table that I made about 12 years ago -- put the head of the Starrett square against a corner of the tabletop, and tried to slip a 0.002" feeler gauge between the blade and the tabletop. It won't fit, anywhere within 7 1/2 inches of the corner. I'm satisfied with 99.97%. |
#61
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#62
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On Thursday, January 3, 2013 10:28:59 PM UTC-5, Doug Miller wrote:
wrote in : On Thursday, January 3, 2013 9:32:58 PM UTC-5, Doug Miller wrote: wrote in news:bc9297af-00ce-44cd-8f63-cfff2cea2c50 @googlegroups.com: I like to have at least one master square that I know is balls to wall accurate. I had no way of checking before and I do now. The Draw-A-Line and flip method will never tell you how far out of wack your square is Pfui. Of course it will. The more the lines diverge, the more out of whack it is. "More out of wack" is not a quantity. I can only be used in relative terms. 'This' is more out of wack than 'this'. Yes, and I was using it in relative terms. Where's the problem? - only that it might be out of wack. There is no way to quantitate the angle error unless you can measure the distance betwene the lines/knife marks with a caliper (good luck). That'll work. Feeler gauges will probably work better. Huh? Measure the distance between two lines with a feeler gauges? Sure, why not? You can easily see if the gauge overlaps the lines or fits between them. BTW, the width of the pencil lines isn't really relevant -- use a marking knife instead of a pencil. How much of a gap in between the marks is considered unacceptable? You can't easily answer that question so why bother checking in the first place? Of course you can easily answer that question. Decide what percentage error is acceptable in your project, and you can easily calculate the permissible gap between the marks. Suppose you want accuracy to one part in 1000 (99.9%). So you decide before hand the accuracy you want to achieve and then choose the appropriate square? Of course. Do you have different squares for different jobs? Are they labeled as such? I have a Starrett square that never leaves the wood shop. I also have a Craftsman combination square, and a Stanley framing square, that I use for carpentry projects. It never crossed my mind to use the Starrett when I built a shed in the back yard a few years ago, or when my son and I built a deck last summer -- that degree of precision simply isn't needed, and there's no point in risking an expensive precision tool on a construction site. The gap between the pencil lines at a distance of 8" -- double the error in the square, remember -- must be no more than 8 * 2/1000 = 0.016", which is easily measurable with feeler gauges, a dial caliper, or a mike. A distance of 0.016" equates to an angle error of 0.5 degrees for your 8" square. No it does not. First of all, 0.016" is double the error, so the actual error is 0.008" over 8" or 0.001. The inverse tangent of 0.001 is 0.0573 degrees (rounded to 3 significant digits). If you want to be really picky, the 8" distance is actually the hypotenuse of the triangle, so we should use inverse sine instead, but the result is the same to at least the seventh decimal place. Would you calibrate anything with that "Square"? I wouldn't. I wouldn't either -- *if* your number was right. It's not, though, and I'm not sure why you seem to have a problem with using a square that's accurate to one part in a thousand for woodworking. What is your limit of detection for measuring gaps between lines? I hope it's less than 0.016", but I can understand if it's not. I can estimate much finer gaps than that by eye. The thinnest feeler gauge I own is 0.001"; anything less than that is too fragile for wood shop use, and is pointless anyway. In practice, a 0.002" gauge is quite sufficient for woodworking. Crap, you're right. It is 0.057. I misread a decimal place. Apologies. |
#63
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On Thu, 03 Jan 2013 19:09:31 -0600, -MIKE-
wrote: Again, we're back to my original point. We're talking woodworking. How exact does a 2' square need to be? If I can't see it in the finished product, it is close enough. If a bookcase does not rack and fall down, it is square enough. |
#64
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On Thursday, January 3, 2013 10:45:21 PM UTC-5, Doug Miller wrote:
wrote in news:ee116537-b047-4754-88e2-dfc87af63570 @googlegroups.com: On Thursday, January 3, 2013 10:06:49 PM UTC-5, tiredofspam wrote: Then use a marking knife. You're still left with not being able to quantitate the error. Are you following along? _Of course_ you can "quantitate" [sic] the error. What makes you think it can't be measured? Measure thousands of an inch between two lines. Sure it can be measured. Accurately? No. |
#65
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wrote in news:bccdd6ea-eb29-401f-8b92-b76c1cb38818
@googlegroups.com: That's not how the math is done. LMAO If your gap between the two lines (drawn from the same point) is 0.016" then half the distance is 0.008" which is your "Opposite Side". Now I understand the confusion here. See: http://www.garagewoodworks.com/angle...e=0.008&angle= Your Opposite side is 0.008". The Adjacent side is 8". And tangent = opposite / adjacent = 0.008 / 8 = 0.001. (As I noted previously, the 8" is actually the hypotenuse, not the adjacent side, but for angles this small, it doesn't matter.) Anyway... arctan (0.001) IS NOT 0.5 degrees. You're off by an order of magnitude. [...] What is your limit of detection for measuring gaps between lines? I hope it's less than 0.016", but I can understand if it's not. I can estimate much finer gaps than that by eye. And I once caught a fish ------This Big------. If you *can't* tell the difference between a gap of sixteen thou and a gap of six thou without using precision equipment, then you need to visit an optometrist. Seriously. |
#66
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On Thursday, January 3, 2013 10:43:22 PM UTC-5, Doug Miller wrote:
wrote in : On Thursday, January 3, 2013 9:54:35 PM UTC-5, Doug Miller wrote: wrote in news:214a7bab-b962-477d-8340- : Scenario: You make it out to the woodshop after a hard night of drinking. As the acetaldehyde takes it's effect on you, you drop your Starrett square on the concrete floor. Doesn't happen in my shop. That's a hard and fast safety rule he if I drink, I stay out of the shop until after a full night's sleep. That doesn't mean I can't or won't ever drop the square, of course -- just means that if I do, it will be the result of my own innate clumsiness, not of inebriation. What do you do? Continue to use it and hope for the best or check to see if it's still of 'Starrett Quality'? How do you check? Your imagination is lacking, Brian g. I can think of at least half a dozen things I could check it against: -- angle between the jointer fence and bed (previously set using the same Starrett square) How can you be sure it's still square to the level of accuracy required? I check it periodically, using both the Starrett and the Jevons squares. Don't you? I periodically check my jointer fence with a dial indicator (Powermatic) and it's always off by +/- 0.003". I shim the pos stop w/ paper when needed. I wouldn't square anything against it as a reference. -- angle between the fence of the Incra 3000 miter gauge, and the miter bar (ditto) ibid same answer Same goes for my Osborne EB3 that hangs on a wall. It needs periodic adjusting. -- angle between the Incra 3000 and the table saw blade (ditto) ibid same answer -- one of my Jevons 3D squares http://www.jevonstoolco.com/ -- I have no connection with the company, except as a *totally* satisfied customer -- these are great products, and as close to dead-on-perfect as a woodworking tool needs to be (within 0.002" in 6", according to the manufacturer) -- my crosscut sled ibid same answer -- any corner of at least seven pieces of furniture in my home that I've made using some or all of the above I hope you're joking. Why would you think that? Just for giggles and grins, I just checked a corner of an end table that I made about 12 years ago -- put the head of the Starrett square against a corner of the tabletop, and tried to slip a 0.002" feeler gauge between the blade and the tabletop. It won't fit, anywhere within 7 1/2 inches of the corner. I'm satisfied with 99.97%. |
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wrote in
: On Thursday, January 3, 2013 10:45:21 PM UTC-5, Doug Miller wrote: wrote in news:ee116537-b047-4754-88e2-dfc87af63570 @googlegroups.com: On Thursday, January 3, 2013 10:06:49 PM UTC-5, tiredofspam wrote: Then use a marking knife. You're still left with not being able to quantitate the error. Are you following along? _Of course_ you can "quantitate" [sic] the error. What makes you think it can't be measured? Measure thousands of an inch between two lines. Sure it can be measured. Accurately? No. What makes you think that? Do you own a set of feeler gauges? |
#68
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#69
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On Thursday, January 3, 2013 10:42:05 PM UTC-5, Lew Hodgett wrote:
I wrote: A slow night in the Carolinas. --------------------------------------------- wrote: Then go out and get a drink Lew! Get off yer butt! ![]() ------------------------------------------------------ You must be kidding, it's 50F and dropping tonight. Time to throw another log on the fire and enjoy a toddy. Man I wish we had a log fireplace. The fake gas log variety just doesn't cut it. Lew |
#70
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wrote in news:6bb06987-59c5-4cc0-a902-
: I periodically check my jointer fence with a dial indicator (Powermatic) and it's always off by +/- 0.003". I shim the pos stop w/ paper when needed. I wouldn't square anything against it as a reference. It is at least close enough to tell you if you've damaged a precision square by dropping it on the floor... |
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On Thursday, January 3, 2013 10:53:50 PM UTC-5, Doug Miller wrote:
wrote in news:bccdd6ea-eb29-401f-8b92-b76c1cb38818 @googlegroups.com: That's not how the math is done. LMAO See my other post. I misplaced a decimal. Happens sometimes. If your gap between the two lines (drawn from the same point) is 0.016" then half the distance is 0.008" which is your "Opposite Side". Now I understand the confusion here. See: http://www.garagewoodworks.com/angle...e=0.008&angle= Your Opposite side is 0.008". The Adjacent side is 8". And tangent = opposite / adjacent = 0.008 / 8 = 0.001. (As I noted previously, the 8" is actually the hypotenuse, not the adjacent side, but for angles this small, it doesn't matter.) Anyway... arctan (0.001) IS NOT 0.5 degrees. You're off by an order of magnitude. [...] What is your limit of detection for measuring gaps between lines? I hope it's less than 0.016", but I can understand if it's not. I can estimate much finer gaps than that by eye. And I once caught a fish ------This Big------. If you *can't* tell the difference between a gap of sixteen thou and a gap of six thou without I can discern a difference. But i wouldn't be able to quantitate the two gaps to the level of accuracy required. And neither can you. using precision equipment, then you need to visit an optometrist. Seriously. |
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![]() wrote in message ... On Thursday, January 3, 2013 6:57:37 PM UTC-5, -MIKE- wrote: On 1/3/13 5:30 PM, wrote: A minor caveat to this method is that it can be difficult to discern small gaps between the two pencil lines (especially with a thick pencil lead). Use a knife. The most you might be able to detect is a 0.010" difference which equates to a minimum detection of 0.036 degrees with an 8" square. Another caveat is that the edge you place your square against must be perfectly flat, otherwise you will not get an accurate calculation of your square's angle error. The dial indicator method is 10X more accurate. Great, if we need to send a rocket into space, but not necessary for woodworking. :-) I like to have at least one master square that I know is balls to wall accurate. I had no way of checking before and I do now. The Draw-A-Line and flip method will never tell you how far out of wack your square is - only that it might be out of wack. There is no way to quantitate the angle error unless you can measure the distance betwene the lines/knife marks with a caliper (good luck). How much of a gap in between the marks is considered unacceptable? You can't easily answer that question so why bother checking in the first place? ================================================== ================================================== ================================================ There are a number of ways to measure that gap. With the tools that I know you have, a drill press, a dial indicator, a piece of chewing gum (pre chewed) and a pin will allow you to measure to .002 or less. -- -MIKE- "Playing is not something I do at night, it's my function in life" --Elvin Jones (1927-2004) -- http://mikedrums.com ---remove "DOT" ^^^^ to reply |
#73
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On Thursday, January 3, 2013 10:55:23 PM UTC-5, Doug Miller wrote:
wrote in : On Thursday, January 3, 2013 10:45:21 PM UTC-5, Doug Miller wrote: wrote in news:ee116537-b047-4754-88e2-dfc87af63570 @googlegroups.com: On Thursday, January 3, 2013 10:06:49 PM UTC-5, tiredofspam wrote: Then use a marking knife. You're still left with not being able to quantitate the error. Are you following along? _Of course_ you can "quantitate" [sic] the error. What makes you think it can't be measured? Measure thousands of an inch between two lines. Sure it can be measured. Accurately? No. What makes you think that? Do you own a set of feeler gauges? I have never needed feeler gauges. They work on a very basic principle and I feel confident making that claim. |
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On 1/3/13 7:18 PM, wrote:
Again, we're back to my original point. We're talking woodworking. How exact does a 2' square need to be? In my mind, within the width of the edge of an exact blade over 2' is plenty close. When is it not close? Two blade widths? Three? And why? Isn't that up to you? If you're doing woodworking, how far in the plane of your square do you need? Like I said, are you using a 2' square to set up a rips guide to rip plywood? If so, you probably need a new technique. But even if you are, I bet I could set up a square using the mark and flip method and have it dead nuts on. Using the mark and flip method is plenty good enough. If a person doesn't have a factory edged, 2'x4' piece of plywood or mdf at his disposal somewhere, he probably shouldn't be woodworking. An aluminum straight edge clamped to a work bench does fine in that regard, as well. Something a woodworking shouldn't be without, either. Do you have an adjustment method that you dial in an amount and it corrects that much? No. But I'll know what contributed to my joints not being square. I can use the mark and flip method to know if my square contributed to my out of square joints. Again. By what means does the flip method tell you to drop the square in the trash? And why? Again, isn't that up to you. I'm ready to replace my steel square with a precision t-square. I check the the thing before every project for which I'll be using it... like these bookcases. Maybe two years ago, I had to adjust it using a nail punch. I suppose I could've thrown it away, but most squares on the hardware store shelves under $50 are hit and miss... so I adjusted mine. This really seems like a lot of arguing for you to try to validate your technique for adjusting a satellite telescope for use in woodworking. :-p -- -MIKE- "Playing is not something I do at night, it's my function in life" --Elvin Jones (1927-2004) -- http://mikedrums.com ---remove "DOT" ^^^^ to reply |
#75
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Ed Pawlowski wrote in news:62kce89sa9i1ad6g19q28uajp7vharjmau@
4ax.com: On Thu, 03 Jan 2013 19:09:31 -0600, -MIKE- wrote: Again, we're back to my original point. We're talking woodworking. How exact does a 2' square need to be? If I can't see it in the finished product, it is close enough. If a bookcase does not rack and fall down, it is square enough. g Some years ago, I formulated these rules of thumb. If a piece of any significant size is out of square, level, or plumb by... 1 part in 100 -- *immediately obvious* to a casual observer (don't believe me? get a level and check, the next time it's immediately obvious that a picture on your wall doesn't hang straight) 1 part in 200 -- apparent to anyone who is looking for flaws 1 part in 400 -- won't be seen, but can be readily found with common carpentry tools (level, tape measure, etc) 1 part in 800 -- can't be found without precision measuring tools The significance of these rules is that the accuracy of your work won't be any better than the accuracy of the tools you produce it with (e.g. you can't get 1 part in 800 results with a "square" that measures 89.7 degrees). |
#76
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wrote:
Man I wish we had a log fireplace. The fake gas log variety just doesn't cut it. ------------------------------------------------------------------ You can forget a log fireplace in SoCal. The South Coast Air Quality District outlawed open log fire burning fire places years ago as an air pollution source problem. Lew |
#77
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#78
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#79
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![]() "Doug Miller" wrote: Some years ago, I formulated these rules of thumb. If a piece of any significant size is out of square, level, or plumb by... 1 part in 100 -- *immediately obvious* to a casual observer (don't believe me? get a level and check, the next time it's immediately obvious that a picture on your wall doesn't hang straight) 1 part in 200 -- apparent to anyone who is looking for flaws 1 part in 400 -- won't be seen, but can be readily found with common carpentry tools (level, tape measure, etc) 1 part in 800 -- can't be found without precision measuring tools The significance of these rules is that the accuracy of your work won't be any better than the accuracy of the tools you produce it with (e.g. you can't get 1 part in 800 results with a "square" that measures 89.7 degrees). ---------------------------------------------------------------- Many on this list may not be old enough to remember the most useful of all formulas: "If a Flying Red Horse can't spot the difference from a thousand feet, you're good to go". Lew |
#80
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