I have been using the technique that David Charlesworth describes in his video for squaring an edge with a cambered blade.
He has an animation that shows how to cut a slanted edge straight with a cambered blade here:
After the piece is being cut the line is perfectly straight. I cannot get this in reality, so I tried to model myself this situation.
My stock is 25 mm wide (1"). My blade is 50 mm wide (2"). My blade has a radius of 300 mm (12"). So the distance between edge and center of the blade is vertically 1,5 mm (1/16th). The situation is simplified so that you plane perfectly straight along the length of the stock with no deviation and no tilting the blade.
The premise is that the plane has to touch two highest points of the previously cut stock to form a plane on which the sole rests before the cutter engages into the wood and forms a new shape of the stock edge.
1. Initial state. One edge is 1 mm lower than the other.
2. I place the center of the blade (the most protruding part) above the highest edge and the plane of the sole touches the two high points of the current shape of the edge.
3. After the cut, we have 0,256 mm hollow in the center. Light will shine through under the try square
4. I try another cut where I move the center of the blade towards one of the edges
5. This cut made the situation worse
To conclude I can never get a truly flat edge (in theory) by this method, and I need to accept a hollow in the middle that is directly proportional to the camber size.
After retracting the blade and cutting both high ends off, I got this profile. (number 37.5 is just a canvas number and has nothing to do with the drawing)
However, if you have a straight edge on your blade, then you would just copy the original angle of the stock and you would not make it straight. Pivoting on the high side of the edge and trying to keep the plane perpendicular to the face in the air is not an option, too. So I do not have a solution for this with a straight blade, either.
I just want to know your thoughts on this and if I made an error in my methodology.
Thank you.
He has an animation that shows how to cut a slanted edge straight with a cambered blade here:
After the piece is being cut the line is perfectly straight. I cannot get this in reality, so I tried to model myself this situation.
My stock is 25 mm wide (1"). My blade is 50 mm wide (2"). My blade has a radius of 300 mm (12"). So the distance between edge and center of the blade is vertically 1,5 mm (1/16th). The situation is simplified so that you plane perfectly straight along the length of the stock with no deviation and no tilting the blade.
The premise is that the plane has to touch two highest points of the previously cut stock to form a plane on which the sole rests before the cutter engages into the wood and forms a new shape of the stock edge.
1. Initial state. One edge is 1 mm lower than the other.
2. I place the center of the blade (the most protruding part) above the highest edge and the plane of the sole touches the two high points of the current shape of the edge.
3. After the cut, we have 0,256 mm hollow in the center. Light will shine through under the try square
4. I try another cut where I move the center of the blade towards one of the edges
5. This cut made the situation worse
To conclude I can never get a truly flat edge (in theory) by this method, and I need to accept a hollow in the middle that is directly proportional to the camber size.
After retracting the blade and cutting both high ends off, I got this profile. (number 37.5 is just a canvas number and has nothing to do with the drawing)
However, if you have a straight edge on your blade, then you would just copy the original angle of the stock and you would not make it straight. Pivoting on the high side of the edge and trying to keep the plane perpendicular to the face in the air is not an option, too. So I do not have a solution for this with a straight blade, either.
I just want to know your thoughts on this and if I made an error in my methodology.
Thank you.
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