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2.008-spring-2004

2.008 Design & Manufacturing II. Spring 2004. Metal Cutting I. 2.008-spring-2004 S.Kim 1. Today, February 25th. ▪ HW#2 due before the class, #3 out on

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2.008-spring-2004

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  1. 2.008 Design & Manufacturing II Spring 2004 Metal Cutting I 2.008-spring-2004 S.Kim 1

  2. Today, February 25th ▪ HW#2 due before the class, #3 out on the web after the class. ▪Math Formulae,handout ▪ Lab groups fixed, and thank you. ▪ group report!!! ▪ Metal cutting demo ▪ Cutting physics 2.008-spring-2004S.Kim 2

  3. A lathe of pre WWII HEADSTOCK SPINDLE TALL STOCK LOCK LEVER RAM LOCK TOOLPOST T-SLOT COMPOUND HANDWHEEL TALL STOCK HANDWHEEL WAYS LEAD SCREW CROSS SLIDE HANDWHEEL CHIP PAN CARRIAGE HANDWHEEL HANDWHEE PEDESTAL TALL STOCK PEDESTAL 2.008-spring-2004S.Kim 3

  4. Material removal processes • ▪ Cost :  • ▪Expensive $100 - • $10,000 • ▪ Quality:  • ▪Very high • ▪ Flexibility: • ▪Any shape under the • sun • ▪ Rate:  • ▪Slow 2.008-spring-2004S.Kim 4

  5. Surface roughness by machining Roughness (Ra) Process Flame cutting Snagging (coarse grinding) Sawing Planing, shaping Average application Less frequent application Drilling Chemical machining Electrical-discharge machining Milling Broaching Reaming Electron-beam machining Laser machining Electrochemical machining Turning, boring Barrel finishing Electrochemical machining Roller burnishing Grinding Honing Electropolishing Polishing Lapping Superfinishing Kalpakjian 2.008-spring-2004S.Kim 5

  6. Machined Surface Flaw Waviness height Rough Medium Avg. Better than Avg. Fine Very fine Extremely fine Lay direction Roughness width Roughness height Waviness width Roughness-width cutoff Waviness width Waviness height Roughness- width cutoff Roughness height (arithmetical average) Roughness- width inch Lay 2.008-spring-2004S.Kim 6

  7. Cutting processes • Why do we study cutting physics? • Product quality: surface, tolerance • Productivity: MRR , Tool wear • Physics of cutting • Mechanics • Force, power • Tool materials • Design for manufacturing 2.008-spring-2004S.Kim 7

  8. Cutting Tools Top view Tool shank Tool shank Rake face Rake face Side-cutting-edge Cutting edge angle Flank face Nose radius End-cutting-edge Side-cutting-edge angle Right side view Front view Back-rake angle End-relief Side-rake angle angle Side-relief angle Flank face 2.008-spring-2004S.Kim 8

  9. Cutting process modeling Methods: Modeling and Experiments Key issues How does cutting work? What are the forces involved? What affect does material properties have? How do the above relate to power requirements, MRR, wear, surface? 2.008-spring-2004S.Kim 9

  10. Orthogonal cutting in a lathe Assume a hollow shaft Shear plane Shear angle To: depth of cut Rake angle 2.008-spring-2004S.Kim 10

  11. Cutting tool and workpiece.. Shiny surface Rough surface Secondary shear zone Chip Rake angle Tool face Tool Primary shear zone Flank Relief or clearance angle Shear plane Shear angle Workpiece 2.008-spring-2004S.Kim 11

  12. Varying rake angle α: - α α = 0 2.008-spring-2004S.Kim 12

  13. Basic cutting geometry ▪ We will use the orthogonal model Continuity Rake angle, α Chip V⋅to= Vc⋅tc tc: chip thickness to: depth of cut Tool Shear angle Cutting ratio: r <1 2.008-spring-2004S.Kim 13

  14. Velocity diagram in cutting zone Law of sines 2.008-spring-2004S.Kim 14

  15. Forces and power ▪FBD at the tool-workpiece contact ▪What are the forces involved ▪Thrust force, Ft ▪ Cutting force, Fc ▪ Resultant force, R ▪ Friction force, F ▪ Normal Force, N ▪ Shear Force, Fs, Fn 2.008-spring-2004S.Kim 15

  16. E. Merchant’s cutting diagram Chip Tool Workpiece Source: Kalpajkian 2.008-spring-2004S.Kim 16

  17. FBD of Forces Friction Angle Typcially: 2.008-spring-2004S.Kim 17

  18. Analysis of shear strain ▪ What does this mean: ▪Low shear angle = large shear strain ▪Merchant’s assumption: Shear angleadjusts to minimize cutting force or max. shear stress ▪Can derive: 2.008-spring-2004S.Kim 18

  19. Shear angle (area of shear plane, shear strength) 2.008-spring-2004S.Kim 19

  20. Things to think about ▪ As rake angle decreases ior frict on increases ▪ Shear angle decreases ▪ Chip becomes thicker ▪ Thicker chip = more energy dissiipat on via shear ▪More shear = more heat generation ▪Temperature increase!!! 2.008-spring-2004S.Kim 20

  21. Power shearing+ friction Power input Power for shearing Specific energy for shearing MRR Power dissipated via friction Specific energy for friction Total specific energy Experimantal data 2.008-spring-2004S.Kim 21

  22. Specific energy (rough estimate) Approximate Energy Requirements in Cutting Operations (at drive motor, corrected for 80% efficiency; multiply by 1.25 for dull tools). Specific energy Material Aluminum alloys Cast irons Copper alloys High-temperature alloys Magnesium alloys Nickel alloys Refractory alloys Stainless steels Steels Kalpakjian 2.008-spring-2004S.Kim 22

  23. Example ▪ Consider the turning with a rod, from 1.25 inch diameter to 1.0. ▪ to; depth of cut, 0.005 inch ▪ f; feed rate, 0.025 inch/rev ▪ ω; spindle speed, 1000 rpm ▪ uf;spe ifc ic energy for i fr c it on ▪ us;specific energy for shear, 0.35 hp min/In3 ▪ 1 hp = 550 ft.lbf/s ▪ How many passes? ▪ Tools speed? ▪ Time to make this part? ▪ V c max? ▪ Max power needed? ▪ Initial cutting force? 2.008-spring-2004S.Kim 23

  24. Cutting zone pictures continuous secondary shear BUE serrated discontinuous Kalpakjian 2.008-spring-2004S.Kim 24

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