Minimum bending radius
The bending radius is the radius measured on the inside of the bent part after bending. Bending reduces the strength of the material. The material thickness also reduces at the bending point.
- the larger the bending radius the lower the risk of fracture and the lower the drop in strength
- the smaller the bending radius the smaller the material thickness at the bending point of the workpiece
The minimum bending radius is the smallest possible bending radius of material, before the workpiece fractures.
During the bending process the outer fibres (blue), i.e. the outside of the bent part, are stretched. The inner fibres (red), the inside of the bent part, are compressed.
Between the outer and inner fibres there are neutral fibres, which are marked green in the figure. This area is neither stretched nor compressed.
Minimum bending radii must be adhered to in order to prevent quality losses caused by stretching and compression. If the bending radius is smaller than this minimum value, cracks form on the outside, crushing (pinches) on the inside and the cross-section changes in the bending zone. There is therefore a risk of the workpiece breaking.
Various factors are important to determine the minimum bending radius, for example:
- Sheet/plate thickness
- Material strength
- Bending speed
- Bending method
- Grain/direction of rolling
Each material to be worked also has its own conversion factor. For example, the minimum bending radius of aluminium is determined by multiplying the sheet thickness by a factor of 2. If copper has to be bent a factor of 1.5 must be used. For steel the factor is 1. In this case the minimum radius equals the respective sheet thickness.
As the extensibility (ductility) of harder steels is lower than that of softer steels, the minimum bending radius of materials with high strength is also larger than for less strong steel grades. Although trial bending is carried out to determine the truly precise minimum bending radius. The values obtained in this way are kept in tables, which must be accessible for everyone involved in this operation (including the preparation phase).
The effect of the rolling direction
Another important factor is the rolling or grain direction. The stretching of material during rolling creates a fibrous material microstructure. The elongation (strain) of the fibres always sets in in the direction of rolling. If the sheet or plate is bent lengthwise in the rolling direction, the material can tear open. The minimum bending radius must therefore be larger. Therefore, bending across the rolling direction is the better variant and enables a smaller minimum bending radius.
Bending radii and bending radius
We have four press brakes with dimensions 3,500 mm, 6,000 mm 8,000 mm and 16,000 mm. On these press brakes we can use radius dies to bend high-precision inside radii. Radius stamps have to be used if extremely resistant steel grades, for example HARDOX , are to be bent. These materials are very hard, but tend to tear if the inside radii are too small.
With our radius dies and stamps we ensure that materials are bent optimally according to their specific properties, without losing their stability.
Before a radius can be bent in metal sheets or plates, the minimum bending radius must be known. Minimum bending radii depend on the types of material and sheet thicknesses. Predefined radii are required for many applications. Regardless of whether they are required for visual or design reasons.
With our radius tools (punches and dies) we can produce inside radii with 0.5 mm accuracy. We achieve larger radii through multiple bending or segment bending.
If a workpiece is to be bent with a specific angle, it must be bent beyond this angle, because the workpiece springs back slightly after bending. The spring back can be compensated for very well with modern CNC press brakes.
It only becomes critical if a metal sheet is to be bent with precisely its minimum bending radius, as the spring back means that the bending radius must be smaller than the minimum bending radius. For this reason the actual minimum bending radius must always be larger than the theoretical possible radius.