Force required to bend sheet metal with a bending brake

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Discussion Overview

The discussion centers on determining the force required to bend a piece of sheet metal using a hand bending brake. Participants explore the factors influencing this force, including material thickness, bend radius, and the geometry of the bending process.

Discussion Character

  • Exploratory, Technical explanation, Debate/contested

Main Points Raised

  • One participant inquires about the force needed to bend a .032" thick aluminum sheet, 3 feet long, to an angle of 110°.
  • Another participant notes that the required force depends on the actual bend radius and the sharpness of the edge on the brake.
  • A participant specifies the edge radius as .04" and the bend radius as .045".
  • There is a question raised about the volume of metal in the bend that undergoes permanent deformation.
  • A participant provides a volume estimate of .11 in³ for the metal in the bend.
  • Another participant challenges this volume calculation, suggesting that the volume should be calculated differently, referencing the dimensions provided.
  • A participant suggests using online calculators for estimating the force required to bend sheet metal, providing a link to relevant resources.

Areas of Agreement / Disagreement

Participants express differing views on the calculations related to the volume of metal and the force required, indicating that the discussion remains unresolved with multiple competing perspectives.

Contextual Notes

Limitations include potential missing assumptions about material properties and the specifics of the bending process, as well as unresolved mathematical steps in the volume calculations.

HCaduser
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I want to know the force required to bend a piece of sheet metal in a hand bending brake. The sheet metal is clamped down and then bent upwards to a desired angle. The action is performed in the video below . Let's say I wanted to bend a piece of .032" thick AL 3' long to 110° (given the brake was able to make this degree of bend). How much force would be required to make this bend using this bending method?

 
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"How much force?" Depends on the actual bend radius, how sharp an "edge" you have on the break.
 
"Edge" is a radius of .04" And the bend radius is .045".
 
What's the volume of metal in the bend that is being permanently deformed?
 
.11in^3
 
Last edited:
HCaduser said:
.032" thick AL 3' long
times
HCaduser said:
bend radius is .045".
times 2pi/4
HCaduser said:
6.912in^3
Don't think so.
 

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