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METAL CUTTING from Science to Art

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Title: METAL CUTTING from Science to Art


1
METAL CUTTING from Science to Art
  • Ranga Komanduri
  • Oklahoma State UniversityStillwater, OK

2
ACKNOWLEDGMENTS
  • National Science Foundation
  • DARPA, EPA, OSU
  • A. H. Nelson, Jr. Endowed Chair in Engineering
  • Teachers, professional colleagues, and students

3
DEDICATION
  • This lecture is respectfully dedicated to the
    pioneers around the world in the science and art
    of manufacturing processes.

4
Count Rumford (1798)
  • Rumford conducted a systematic analysis of heat
    generated in the boring of a cannon to inquire
    into the source of heat excited by friction. He
    was fascinated by the heat acquired by a brass
    cannon in a short time and with the still more
    intense heat of the metallic chips.
  • Thompson, B., An Enquiry Concerning the Heat
    Which is Excited by Friction, Phil. Trans. Royal
    Soc. (Lon) (1798) 278-287

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J. P. Joule (1850)
  • That justly celebrated natural philosopher
    demonstrated by his ingenious experiments that
    the very great quantity of heat excited by the
    boring of the cannon could not be ascribed to a
    change taking place in the calorific capacity of
    the metal. It appears to me extremely difficult
    to form any distinct idea of anything, capable of
    being excited and communicated in these
    experiments except it be motion.
  • On the Mechanical Equivalent of Heat, Phil
    Trans. Royal Soc. (Lon) (1850) 61-81

7
Joule On the Mechanical Equivalent of Heat
  • Referring to Rumford article, Joule states One
    of the most important part of the paper to which
    little attention has been paid, is the estimation
    he made of the quantities of mechanical force
    required to produce a certain amount of heat.
    This result is not very different from that which
    I deduced from own experiments viz. 772 ft-lbs

8
Schmidt and Roubik (1949)
  • Distribution of Heat Generated in Drilling

9
Mallock (1881)
  • The Action of Cutting Tools, Proc. Roy. Soc.
    (Lon) 33 (1881) 127-139

10
F. W. Taylor (1907)
  • Taylors Tool Life Equation
  • VTn C
  • where V is the cutting speed and T is the tool
    life in min.
  • Taylor, F. W.,On the Art of Cutting Metals,
    Trans ASME 28 (1907) 31-248

11
Merchants Circle (1944)
  • Basic Mechanics of the Metal Cutting, Trans
    ASME 66 (1944) A65-A71

12
SUPER LATHE
Dont blame the ceramic tools, blame the machine
tools. - Jack Binns (1964)
13
CONTRIBUTIONS TO THERMAL ANALYSIS
  • Rosenthal's moving heat source and the moving
    coordinate system (1945)
  • Blok's heat partition method (1937)
  • Jaeger's heat source method (1942)

14
THERMAL ANALYSISOF METAL CUTTING
  • Hahn used an oblique shear plane heat source
    moving in the direction of cutting at the
    velocity of cutting. This approach does not
    require a priori, the assumption of heat
    partition between the work material and the chip
    but results as an output
  • Chao and Trigger pointed out the importance of
    variable heat partition at the interface between
    the stationary tool and the moving chip.

15
THEORY Vs. EXPERIMENT
  • A theory is something nobody believes, except
    the person who developed it. An experiment is
    something everybody believes, except the person
    who conducted it.
  • (attributed to) Albert Einstein

16
THEORY Vs MODEL
  • A theory has only the alternative of being right
    or wrong. A model has a third possibility it may
    be right but irrelevant.
  • --- Manfred Eigen

17
MATHEMATICAL SUPERIORITY
  • In most sciences one generation tears down what
    another has built, and what one has established
    another undoes it. In mathematics alone each
    generation builds a new story to the old
    structure.
  • -- Hermann Hankel

18
FOR ANY PROBLEM THERE ARE THREE APPROACHES
  • 1. Analytical,
  • 2. Numerical, and
  • 3. Experimental.

19
ANALYTICAL METHODS
  • Requires some simplifying assumptions to solve
    complex partial differential equations, such as
    quasi-steady state conditions, simple geometry
    and boundary conditions, constant thermal
    properties, etc.

20
NUMERICAL METHODS
  • while variable thermal properties with
    temperature can be incorporated in the simulation
    methods, the accuracy of these techniques are
    somewhat limited by the size of the grid and the
    distances between the nodes. While finer grid
    gives more accuracy, it can be at the expense of
    inordinate computational time, stability, and
    accumulated errors.

21
EXPERIMENTAL METHODS
  • experimental techniques are limited by the
    accuracy and limitations of the sensors and the
    instrumentation used.

22
THEORY Vs. EXPERIMENT
  • While experiment reveals the particular features
    of every process, the theory permits the
    establishment of the general laws and thus
    contributes to the fundamental knowledge of the
    process.
  • --- Rosenthal

23
SIMULATION OF MACHINING AT THE ATOMIC SCALE
  • 1. Nanometric cutting of nonferrous materials,
    such as Cu and Al,
  • 2. Effect of process parameters, such as, rake
    angle, edge radius, depth of cut on the cutting
    and thrust forces, force ratio, and specific
    energy,
  • 3. Nanometric cutting of known crystal
    orientation of the workmaterials,
  • 4. Milling
  • 5. Nanometric cutting of semiconductor materials,
    such as silicon, and
  • 6. Oblique machining.

24
  • Effect of Rake Angle

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Oblique Machining
29
Oblique Machining
30
  • Great theoreticians know that hypothesis must be
    confirmed with experiment

31
Einsteins Hot Time
  • When a man sits with a pretty girl for an hour,
    it seems like a minute. But let him sit on a hot
    stove for a minute and its longer than any hour.
    Thats relativity.
  • Einstein, A., On the Effects of External Sensory
    Input on Time Dilation, J of Exothermic Science
    and Technology 1, No.9, 1938.

32
CONCLUSION
  • The state of mind of the observer plays a crucial
    role in the perception of time

Mirsky, S., Einsteins Hot Time, Scientific
American (Sept. 2002), 102
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