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^!^ HELP ! ^!^  I NEED an Einstein  I need the distance from point "A" to point "B" The diameter is 1475 inches. My desire is to have 2X6 at the 12-3-6--9 positions while 2X4 will hold the 1-2-4-5-7-8-10-11 positions Each piece will be cut at a 15degree angle, |
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I have plent of 2 X 4 but my 2 X 6 is limited so I can't just cut away experimenting on the distances. I have also not decided on the numerals. or color of wood stain if any before varnishing.... I am open to suggestions.
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Think there was just a low rumble of thunder here???? MUTTs perked up their ears and looked at me. We are currently 35F... 2 C ... Could be rain/sleet/ ice/ or snow ???? We are also under a Winter Storm Advisory until Saturday ! Trucks are still rolling. I need to go to the Courthouse this afternoon... poor little Mercedes. PS... A DUMB dream last night... Our school drama club used to put on dinner theaters where you could have a meal then watch a production. I drempt I went and fell asleep during the play.... I got robbed while sleeping then woke up and nobody knew me. Everyone were strangers.
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I would suggest you make a cardboard paper pattern to experiment on. *Measure twice. Cut once. ~~ Is what my Father always said. Good luck!! 
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I would suggest you make a cardboard paper pattern to experiment on. *Measure twice. Cut once. ~~ Is what my Father always said. Good luck!!
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I would suggest you make a cardboard paper pattern to experiment on. *Measure twice. Cut once. ~~ Is what my Father always said. Good luck!!
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What are your stain ideas for the wood? I can do just a clear coat, Fruitwood, or a dark Walnut.  Good luck with that!
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3/8/2023 2:38 pm |
If each cut is at 15 degrees you can not get equal segments in the circle. Any circle equals 360 degrees 360 divided by 15 = 24 You would need 24 boards Each board would span 1/2 way across the diameter 14.75 divided by 2 = 7 3/8 24 boards minimum 7 3/8 long needed cut them a little longer so when glued -----draw the circle from center with string, nail and pencil and sand to perfect circle. WHEN SAWING your boards to 15 degrees-----------reverse and saw the next segment from opposite end at 15 degrees if possible -------that procedure should take a lot less lumber. LOL AGAIN if all segments are at 15 degrees I can't see how the clock positions tou call out will get there.---------- some segments would have a different angle--- changing the size. Good luck
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3/8/2023 2:45 pm |
Min Wax golden oak wiping stain------ test on scrap wood if it is too light mix in a small amount of walnut until it gets slightly browner. Oak wood usually finishes well with golden oak.
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3/8/2023 2:48 pm |
When stain is right ad clear overcoat.
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3/8/2023 2:58 pm |
I made a typo up there . LOL 15 degrees WILL GIVe equal spacing in 360 degrees. LOL
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I guess I am up to my own devises then LOL!
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If each cut is at 15 degrees you can not get equal segments in the circle. Any circle equals 360 degrees 360 divided by 15 = 24 You would need 24 boards Each board would span 1/2 way across the diameter 14.75 divided by 2 = 7 3/8 24 boards minimum 7 3/8 long needed cut them a little longer so when glued -----draw the circle from center with string, nail and pencil and sand to perfect circle. WHEN SAWING your boards to 15 degrees-----------reverse and saw the next segment from opposite end at 15 degrees if possible -------that procedure should take a lot less lumber. LOL AGAIN if all segments are at 15 degrees I can't see how the clock positions tou call out will get there.---------- some segments would have a different angle--- changing the size. Good luck
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Min Wax golden oak wiping stain------ test on scrap wood if it is too light mix in a small amount of walnut until it gets slightly browner. Oak wood usually finishes well with golden oak.
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When stain is right ad clear overcoat.
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I made a typo up there . LOL 15 degrees WILL GIVe equal spacing in 360 degrees. LOL
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I'm glad Einstein was able to find you because I can't remember how to calculate that kind of stuff anymore. Good luck with your clock project.
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I have plent of 2 X 4 but my 2 X 6 is limited so I can't just cut away experimenting on the distances. I have also not decided on the numerals. or color of wood stain if any before varnishing.... I am open to suggestions.
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I'm glad Einstein was able to find you because I can't remember how to calculate that kind of stuff anymore. Good luck with your clock project.
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I think 2x4 and 2x6 lumber is a bit too big if that's what you're talking about using for the numbers, I would use some other old auto parts for the numbers like wheel weights or lug nuts you know MacGyver it's redneck stuff like that 🤣🤣
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3/9/2023 6:02 pm |
IDEA------ save time.------- through that junk into the trash and buy a shop clock at Wal Mat for about $12.00. LOL
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IDEA------ save time.------- through that junk into the trash and buy a shop clock at Wal Mat for about $12.00. LOL
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To find the circumference (the area around a circle). 3.14 x Radios x Radios = curcumference . Then divide the circumference by the number of sections wanted, here it is 12. this gives you the outside curve's measurement of each section. then divide 360 degrees by 12, this is your angle. Dwayne
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you need 360 degrees to complete the circle. twelve, 15-degree cuts will not make a complete circle. twelve pieces with a 30-degree cut will make a circle. Your circumference is 170.786" 170.786" divided by 12 = 7.375" Each cut needs to be 7.375" wide at the curve. Make them all the same size 7.375" with a 30-degree angle cut. You can combine one 2x4 and one 2x6 to make the 7.375". First, glue the 2x4 and 2x6 together with a clamp. trigger clamps work best for this. Or buy 2x8s and cut them 7.375" each. If you have any questions you know where to find me. Dwayne.
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If you have a router you can cut your Roman numbers in, then stain. You should only select 2 opposite colors and alternate every over one. Unless you're going for the rainbow effect. When you glue all the precut boards together, use a circular clamp i.e. hose clamp. This will pull in all the boards tight. You can buy a 15" or larger hose clamp at the hardware store
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To find the circumference (the area around a circle). 3.14 x Radios x Radios = curcumference . Then divide the circumference by the number of sections wanted, here it is 12. this gives you the outside curve's measurement of each section. then divide 360 degrees by 12, this is your angle. Dwayne
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