1 / 17

The Evaluation of Cutting-Force Coefficients Using Surface Error Measurements

The Evaluation of Cutting-Force Coefficients Using Surface Error Measurements Journal of Materials Processing Technology 196 (2008) 42-51 Mariana Dotcheva, Huw Millward, Alan Lewis Presenter: Andrew Gerla 07 October 2009. Purpose.

nerea-hale
Download Presentation

The Evaluation of Cutting-Force Coefficients Using Surface Error Measurements

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. The Evaluation of Cutting-Force Coefficients Using Surface Error Measurements Journal of Materials Processing Technology 196 (2008) 42-51 Mariana Dotcheva, Huw Millward, Alan Lewis Presenter: Andrew Gerla 07 October 2009

  2. Purpose To provide a new approach for the determination of cutting forces.

  3. References

  4. Cutting Force Affects... • Required machine power rating • Tool wear • Tolerances • Surface finish • Required lubrication and cooling • Economy of prototyping and small batches

  5. Old Methods • Use mechanistic models with empirical coefficients • Require expensive instrumentation to gather empirical data • Require skilled technicians to record and process data • Applicable only to the conditions under which test was performed • Not easily implemented for prototyping or small batch work

  6. The Proposed Method • Cutting force is proportional to tool deflection • Tool deflection is related to surface finish • Empirical relationship may apply to operations with different cutting conditions Find equations like these: • Tangential force KT(tc) = Ct1(tc)−kt1 • Radial force KR(tc) = Ct2(tc)−kt2

  7. Method

  8. Method • Discretize cutting tool by: • Flute • Angle of rotation • Discs normal to axis of rotation

  9. Analytical Models Cutting Forces: FX(θ(i, k, j)) = KT(EX1 + KREX2) FZ(θ(i, k, j)) = KT(EZ1 + KREZ2) FY(θ(i, k, j)) = KT(EY1 + KREY2)

  10. Analytical Models Tool Deflection: δ(h) = δs + θs(h) + δt(h)

  11. Experimental Procedure

  12. Experimental ProcedureCutting Test • Cut two strips with the same cutting conditions • Vary axial depth by ∆a • Calculate difference in surface finish • Difference in surface finish mainly due to additional forces from elemental disc ∆a • 12 different feed rates

  13. Experimental ProcedureCutting Test • End milling operation • HSS 3-flute 16mm cutter • Aluminum alloy 6082 • Down-milling (climb-milling) • Radial depth 3 mm, axial depths 8 and 9mm • ∆a = 1mm

  14. Experimental ProcedureData Acquisition • CNC operated profilometer • Maximum error 3.2% • Straight measuring tool paths, 0.1mm increment

  15. Analysis

  16. Results MATLAB curve fit:

  17. Conclusions • Analytical model accurately predicts experimental data in similar cutting conditions • Uncut chip thickness can be calculated • Study needs more verification of accuracy for different cutting conditions • Different materials require different coefficients

More Related