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Merchants circle-diagram
- 1. Merchant’s Circle Diagram (MCD) Cutting Tool Materials Cutting Fluids in machining
- 3. Benefit of knowing and purpose of determining cutting forces • The aspects of the cutting forces concerned : • Magnitude of the cutting forces and their components • Directions and locations of action of those forces • Pattern of the forces : static and / or dynamic. Knowing or determination of the cutting forces facilitate or are required for : • Estimation of cutting power consumption • enables selection of the power source(s) during design of the machine tools • Structural design of the machine – fixture – tool system • Evaluation of role of the various machining parameters ( process – tool – material and geometry, environment – cutting fluid) on cutting forces • Study of behaviour and machinability characterisation of the work materials • Condition monitoring of the cutting tools and machine tools.
- 4. Forces in Machining Fc Cutting Force Ft Tangential Force Ff Friction Force N Normal Force Fs Shear Force Fn Normal Shear Force
- 5. Fc Ft TOOL Fc Ft TOOL R Fc Cutting Force Ft Tangential Force These forces are measured with the help of force sensors.
- 6. R Ff N TOOL Ff Friction Force N Normal Force
- 7. TOOLTOOL Fs Fn Shear plane Fs Shear Force Fn Normal Shear Force R
- 8. Fc Ft TOOL Fc Ft TOOL R Ff N Fs Fn Shear plane Fc Cutting Force Ft Tangential Force Ff Friction Force N Normal Force Fs Shear Force Fn Normal Shear Force
- 9. Fc Ft TOOL Fc Ft TOOL R Ff N Fs Fn Shear plane Fc Cutting Force Ft Tangential Force Ff Friction Force N Normal Force Fs Shear Force Fn Normal Shear Force Φ ζ
- 10. Rc Cos г tan Φ = 1 – Rc Sin г To Where Rc = Cutting Ratio = Tc Ff = Ft Cos г + Fc Sin г N = Fc Cos г - Ft Sin г Fs = Fc Cos Φ - Ft Sin Φ Fn = Fc Sin Φ + Ft Cos Φ
- 11. Rc Cos г tan Φ = 1 – Rc Sin г To Where Rc = Cutting Ratio = Tc Ff = Ft Cos г + Fc Sin г N = Fc Cos г - Ft Sin г Fs = Fc Cos Φ - Ft Sin Φ Fn = Fc Sin Φ + Ft Cos Φ Coefficient of Friction µ = Ff N Friction angle ζ = tan (µ)
- 13. What is MCD? 1. It’s a Graphical method to calculate the forces in machining 2. It is calculated from the measured forces Fc Cutting Force Ft Tangential Force Ff Friction Force N Normal Force Fs Shear Force Fn Normal Shear Force
- 15. TOOL
- 16. TOOL Fc
- 17. Fc Ft TOOL
- 18. Fc Ft TOOL
- 19. Fc Ft TOOL R
- 20. Fc Ft TOOL R
- 21. Fc Ft TOOL R
- 23. Fc Ft TOOL R
- 40. 40 Theory of Metal Cutting: Force & PowerTheory of Metal Cutting: Force & Power • Exercise: – During an experiment on machining, the dynamometer showed Fc to be 1557 N and Ft = 1271 N while the workpiece was machined at a cutting speed of 100 m/min. The rack angle is to be 10°. Depth of cut is set at 0.5 mm. After machining, the chip thickness was measured to be 1.125 mm at w = 3 mm. a) By graphical method of MCD, find the forces FS, F, and angles ϕ, β.
- 41. • If the values of C and n for the basic Taylor tool-life equation are 200 and 0.25, respectively, answer the followingquestions. A cutting speed of 50 ft/min is used. What is the tool life? The cutting speed is increased 20 percent (to 60 ft/min). What is the effect upon tool life?
- 42. Φ = Π 4 1 2 ζ Shear plane angle determined by Merchant ζ = Friction angle = Rake angle Where
- 44. 1. High Carbon Steel 2. High Speed Steel (HSS) 3. Cast Alloys 4. Cemented carbides (cermet) (sintered carbide) 5. Coated Carbides 6. Ceramics 7. Diamonds CUTTING TOOL MATERIALS
- 45. 1. High Carbon Steel This material is one of the earliest cutting materials used in machining. It is however now virtually superseded by other materials used in engineering because it starts to temper at about 220oC . This softening process continues as the temperature rises. As a result cutting using this material for tools is limited to speeds up to 0.15 m/s for machining mild steel with lots of coolant. 2. High Speed Steel (HSS) This range of metals contain about 7% carbon, 4% chromium plus additions of tungsten, vanadium, molybdenum and cobalt. These metals maintain their hardness at temperature up to about 600o, but soften rapidly at higher temperatures. These materials are suitable for cutting mild steel at speeds up maximum rates of 0.8 m/s to 1.8 m/s. 3. Cast Alloys These cutting tools are made of various nonferous metals in a cobalt base. They can withstand cutting temperatures of up to 760oC and are capable of cutting speeds about 60% higher than HSS. 4. Cemented carbides (cermet) (sintered carbide) This material usually consists of tungsten carbide or a mixture of tungsten carbide, titanium, or tantalum carbide in powder form, sintered in a matrix of cobalt or nickel. As this material is expensive and has low rupture strength it is normally made in the form of tips which are brazed or clamped on a steel shank. The clamped tips are generally used as throw away inserts. 5. Coated Carbides The cutting system is based on providing a thin layer of high wear-resistant titanium carbide fused to a conventional tough grade carbide insert, thus achieving a tool combining the wear resistance of one material with the wear resistance of another. These systems provide a longer wear resistance and a higher cutting speed compared to conventional carbides. 6. Ceramics Ceramics are made by powder metallurgy from aluminium oxide with additions of titanium oxide and magnesium oxide to improve cutting properties. These have a very high hot resistance and wear resistance and can cut at very high speed. However they are brittle and have little resistance to to shock. Their use is therefore limited to tips used for continuous high speed cutting on vibration-free machines. 7. Diamonds Diamonds have limited application due to the high cost and the small size of the of the stones. They are used on very hard materials to produce a fine finish and on soft materials. especially those inclined to clog other cutting materials. They are generally used at very high cutting speed with low feed and light cuts. Due to the brittleness of the diamonds the machine has to be designed to be vibration free. The tools last for 10 (up to 400) times longer than carbide based tools.