Cheshirechappie
Established Member
I did say earlier that I didn't want to take part in this debate, and most of me still doesn't. However, I have been thinking about the forces acting on a handplane during use. I've ended up with a question to pose, which I ll come to in a bit.
A planing stroke usually consists of a start (accelerating the plane) a middle (plane moving steadily, so the forces acting on it are in equilibrium) and a finish (decelerating the plane, lifting it off the work, and returning to the start point). For now, let's forget the start and finish, and just consider the middle, steady planing at a constant pace, bit.
The forces acting on the plane are fourfold:
1) The user will be applying a force to the handle, to move the plane forward and overcome the cutting resistance of the wood, and possibly also slightly downward to keep the plane sole on the wood.
2) The user will be applying a force to the front of the plane, mostly downwards to keep the plane 'in cut'.
3) There will be some friction between the plane sole and the workpiece, resisting the forward motion of the plane.
4) There will be a force exerted by the wood on the tip of the plane iron.
All these forces will vary, depending on such things as the resistance to cutting of the workpiece, the width and thickness of cut being taken, the sharpness or otherwise of the cutting iron, the position of the user's hand on the rear handle (pushing low down with the heel of the hand or higher up), the coefficient of friction between the plane sole material and the workpiece and the area of contact, the mass of the plane and the load applied by the user to the toe end of the plane.
Also - and here's the question - what exactly is happening where the tip of the plane iron is engaged with the wood? There's a resistance to forward motion - a horizontal force opposing the user's push - but is there also a component of force acting vertically upwards on the plane iron tip trying to force it out of cut? If so, how large is it relative to the horizontal force? Does the angle at which the plane iron is bedded relative to the plane sole affect the way the horizontal and vertical components of force acting on the plane iron tip are absorbed by the plane, and does the user notice the difference between high and low bedding angles?
The problem with questions like this is that there are too many variables. What sort of plane - jack, try, smoother? Planing a face or an edge? What species of timber? Does thickness of iron affect results?
Must admit, despite my engineer's analytical mind, I'm more inclined to go along with centuries of practical experience and set the planes up and use them according to long-held knowledge of what usually works rather than bother about quantifying forces acting.
Still, might give someone something to mull over as they're digesting their Christmas pud.
A planing stroke usually consists of a start (accelerating the plane) a middle (plane moving steadily, so the forces acting on it are in equilibrium) and a finish (decelerating the plane, lifting it off the work, and returning to the start point). For now, let's forget the start and finish, and just consider the middle, steady planing at a constant pace, bit.
The forces acting on the plane are fourfold:
1) The user will be applying a force to the handle, to move the plane forward and overcome the cutting resistance of the wood, and possibly also slightly downward to keep the plane sole on the wood.
2) The user will be applying a force to the front of the plane, mostly downwards to keep the plane 'in cut'.
3) There will be some friction between the plane sole and the workpiece, resisting the forward motion of the plane.
4) There will be a force exerted by the wood on the tip of the plane iron.
All these forces will vary, depending on such things as the resistance to cutting of the workpiece, the width and thickness of cut being taken, the sharpness or otherwise of the cutting iron, the position of the user's hand on the rear handle (pushing low down with the heel of the hand or higher up), the coefficient of friction between the plane sole material and the workpiece and the area of contact, the mass of the plane and the load applied by the user to the toe end of the plane.
Also - and here's the question - what exactly is happening where the tip of the plane iron is engaged with the wood? There's a resistance to forward motion - a horizontal force opposing the user's push - but is there also a component of force acting vertically upwards on the plane iron tip trying to force it out of cut? If so, how large is it relative to the horizontal force? Does the angle at which the plane iron is bedded relative to the plane sole affect the way the horizontal and vertical components of force acting on the plane iron tip are absorbed by the plane, and does the user notice the difference between high and low bedding angles?
The problem with questions like this is that there are too many variables. What sort of plane - jack, try, smoother? Planing a face or an edge? What species of timber? Does thickness of iron affect results?
Must admit, despite my engineer's analytical mind, I'm more inclined to go along with centuries of practical experience and set the planes up and use them according to long-held knowledge of what usually works rather than bother about quantifying forces acting.
Still, might give someone something to mull over as they're digesting their Christmas pud.