Nicely done, Bryan, nicely done!
David
David
The ‘customer’ was especially taken by them but to me they were a design nuisance. Here’s why - anything off a 90-degree cut widens that mitered surface’s width, so each of those 45-degree radius cuts added half again as much material to mate up as a simple square corner would have. Lining up the interior surfaces left a good 1/16” of material sticking past the joint - I just crudely shaved it off with a chisel and rounded them off with 80 grit until I could go to a lower grade of sandpaper. With all the other warts to try and conceal, this was the worst one. Thankfully, they will love this freebie and never complain but I’m wondering how to do it correctly - if there is a way. The upcoming Tea Box Won’t have any radius corners!Thats really nice Brian ,I’m really liking the radiuses . Thanks for sharing
I like the radiuses look rather than a boxy square look. To eliminate the one angle longer than the other on the corners ,you will have to bisect the angle.The ‘customer’ was especially taken by them but to me they were a design nuisance. Here’s why - anything off a 90-degree cut widens that mitered surface’s width, so each of those 45-degree radius cuts added half again as much material to mate up as a simple square corner would have. Lining up the interior surfaces left a good 1/16” of material sticking past the joint - I just crudely shaved it off with a chisel and rounded them off with 80 grit until I could go to a lower grade of sandpaper. With all the other warts to try and conceal, this was the worst one. Thankfully, they will love this freebie and never complain but I’m wondering how to do it correctly - if there is a way. The upcoming Tea Box Won’t have any radius corners!
Can you offer a more detailed explanation, Herb? I think I understand but seriously doubt it! More pieces and smaller angles? (A drawing would be helpful...)I like the radiuses look rather than a boxy square look. To eliminate the one angle longer than the other on the corners ,you will have to bisect the angle.
Herb
Maybe this will help.Can you offer a more detailed explanation, Herb? I think I understand but seriously doubt it! More pieces and smaller angles? (A drawing would be helpful...)