ASTM E 112ASTM E 112
STANDARD TEST METHOD FORSTANDARD TEST METHOD FOR
DETERMINING AVERAGE GRAINDETERMINING AVERAGE GRAIN
SIZESIZE
TERMINOLOGIESTERMINOLOGIES
 Grain : The area within the confines of the original
boundary observed on the 2-dimensional p...
 Grain intercept count : determination of the number of
times a test line cuts through individual grains on the plane
of ...
Grains in steel at 100x magnification
Grain boundary intersection count
SIGNIFICANCE AND USESIGNIFICANCE AND USE
 These test methods cover procedures for estimating and
rules for expressing the...
 It has been established that the mechanical properties of
the sample improve as the grain size decreases.
 Therefore, a...
Generalities of ApplicationGeneralities of Application
 It is important using that methods, to recognize
estimation of av...
SamplingSampling
 Specimen should be selected to represent average
condition within a heat lot, treatment lot, or to asse...
Test SpecimensTest Specimens
 If the grain structure is equiaxed then any specimen
orientation is acceptable. The presenc...
 The surface to be polished should be large enough in area
to permit measurement of at least five field at the desired
ma...
CalibrationCalibration
 Use a stage micrometer to determine the true linear
magnification for each objective, eyepiece an...
Preparation of PhotomicrographsPreparation of Photomicrographs
When photomicrographs are used for estimating
the average ...
Methods of grain size measurementMethods of grain size measurement
COMPARISON METHODCOMPARISON METHOD
 In former times, and even still in practice today, most
laboratories would analyze gr...
◦ Comparison of the grain structure to a series of graded
images
 Wall chart
 Clear plastic overlays
 An eyepiece retic...
◦ Repeatability and reproducibility of ±1 grain size
number.
◦ Specimens consisting of equiaxed grains.
 To minimize erro...
Examples of Grain size standardsExamples of Grain size standards
from Plates I, II, III, IVfrom Plates I, II, III, IV
Untw...
Twin Grains(Contrast Etch)
from Plate III. Grain size
0.090 mm at 75X
Austenite Grains in steel from
Plate IV. Grain size ...
The table below lists a number of materials and the
comparison charts that are suggested for use in estimating
theis avera...
 The estimation of microscopically determined grain size
should be made by direct comparison at the same
magnification as...
PLANIMETRIC PROCEDUREPLANIMETRIC PROCEDURE
◦ Involves an actual count of the number of grains within a
known area.
◦ Numbe...
PROCEDURE
o Inscribe a circle or rectangle of known area on a micrograph
or on the ground glass screen of the metallograp...
Relationship Between Magnification Used and Jeffries’
Multiplier, f, for an Area of 5000 mm2 (f= 0.0002 M2
)
The ASTM grai...
GENERAL INTERCEPT METHODGENERAL INTERCEPT METHOD
◦ Actual count of the number of
 grains intercepted
 grain boundary, pe...
ASTM No. 0 has a mean intercept
size of 32.00 at 100X.
 lo = 32.00mm
Heyn Lineal Intercept Procedure
◦ The number of grains intercepted by one or more
straight lines sufficiently long to yie...
◦ When counting intercepts, segments at the end of a test
line which penetrate into the grain are considered half
intercep...
Circular Intercept Method
◦ Automatically compensate for departures from equiaxed
grain shapes
◦ Ambiguous intersections ...
Hilliard Single Circle Procedure
◦ Any circle size of known circumference may be used.
Circumferences of 100,200, or 50 a...
Abrams Three-Circle Procedure
◦ The test pattern consists of three concentric and equally
spaced circles having a total c...
◦ After applying the test circles, the total grain boundary
intersections are counted by a manually operated
counter.
◦ Fo...
Statistical AnalysisStatistical Analysis
 No determination of average grain size can be an exact
measurement.
 Thus, no ...
 Many specimens vary measurably in grain size from one
field of view to another, this variation being responsible for
a m...
 Then, calculate 95% confidence interval, of each
measurement according to :
Table listing values of t as a function of n
Specimens with non-equiaxedSpecimens with non-equiaxed
Grain shapesGrain shapes
 If the grain size was altered by process...
Planimetric Method :
◦ When the grain shape is not equiaxed but elongated,
make grain counts on each of the three princip...
Intercept Method:
 For the case of randomly determined values of PL or NL on
the three principal planes, compute the ave...
 Additional information on grain shape may be obtained by
determining lparallel(0°) and perpendicular(90°) to the
deforma...
ReportReport
 The test report should document all of the pertinent
identifying information regarding the specimen, its
co...
Precision and BiasPrecision and Bias
 The precision and bias of grain size measurements depend
on the representativeness ...
 Bias in measurements will occur if specimen preparation is
inadequate. The true structure must be revealed and the
grain...
THANK YOU!THANK YOU!
ASTM E 112 GRAIN SIZE MEASURING METHODS full standard, mecanical
ASTM E 112 GRAIN SIZE MEASURING METHODS full standard, mecanical
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ASTM E 112 GRAIN SIZE MEASURING METHODS full standard, mecanical

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ASTM E 112 GRAIN SIZE MEASURING METHODS full standard, mecanical

  1. 1. ASTM E 112ASTM E 112
  2. 2. STANDARD TEST METHOD FORSTANDARD TEST METHOD FOR DETERMINING AVERAGE GRAINDETERMINING AVERAGE GRAIN SIZESIZE
  3. 3. TERMINOLOGIESTERMINOLOGIES  Grain : The area within the confines of the original boundary observed on the 2-dimensional plane of polish or that volume enclosed by the original boundary in the 3- dimensional object.  ASTM grain size number : the ASTM grain size number, G, is defined as : NAE = 2G-1 where NAE is the number of grains per square inch at 100X magnification.  Grain boundary intersection count : Determination of the number of times a test line cuts across, or is tangent to, grain boundaries.
  4. 4.  Grain intercept count : determination of the number of times a test line cuts through individual grains on the plane of polish.  Intercept length : The distance between two opposed, adjacent grain boundary intersection points on a test line segment that crosses the grain at any location due to random placement of the test line.
  5. 5. Grains in steel at 100x magnification Grain boundary intersection count
  6. 6. SIGNIFICANCE AND USESIGNIFICANCE AND USE  These test methods cover procedures for estimating and rules for expressing the average grain size of all metals, consisting entirely , or principally, of a single phase.  In the metallographic laboratory, analyzing grains in metallic and alloy samples is important for quality-control. Most metals are crystalline in nature and contain internal boundaries, commonly known as "grain boundaries".  When a metal or alloy is processed, the atoms within each growing grain are lined up in a specific pattern, depending on the crystal structure of sample. With growth, each grain will eventually impact others and form an interface where the atomic orientations differ.
  7. 7.  It has been established that the mechanical properties of the sample improve as the grain size decreases.  Therefore, alloy composition and processing must be carefully controlled to obtain the desired grain size.  After metallographic sample preparation, grains in a specific alloy are often analyzed via microscopy, where the size and distribution of these grains can demonstrate the integrity and quality of the sample
  8. 8. Generalities of ApplicationGeneralities of Application  It is important using that methods, to recognize estimation of average grain size is not a precise measurement. Metal structure is an aggregate of 3-D crystal of varying size and shapes.  The size and location of grains in a microstructure are normally completely random. No nominally random process of positioning a test pattern can improve the randomness, but random process can yield poor representation by concentrating measurement parts of specimen.
  9. 9. SamplingSampling  Specimen should be selected to represent average condition within a heat lot, treatment lot, or to assess variation anticipated across or along a product or component , depending on nature of material being tested and purpose to study.  Specimen should not be taken from areas affected by shearing, burning, or other processes that will alter the grain structure.
  10. 10. Test SpecimensTest Specimens  If the grain structure is equiaxed then any specimen orientation is acceptable. The presence of equiaxed grain structure in wrought specimen can only determined by examination of a plane of polish parallel to the deformation axis.  If the grain structure on longitudinal oriented specimen is equaixed, then grain size measurement on this plane or other will be equivalent within the statistical precision of test method.  If the grain structure is not equaixed but elongated, then grain size measurements on specimen with different orientation will vary. In this case grain size should be evaluated on atleast two of three principle planes.
  11. 11.  The surface to be polished should be large enough in area to permit measurement of at least five field at the desired magnification. In most cases, except for thin sheet or wire specimens, a minimum polished surface area of 160 mm square is adequate.  The specimen shall be sectioned, mounted, ground, and polished according to the recommended procedure. The specimen shall be etched using a reagent, as given in practice E 407, to delineate most, or all of the grain boundaries
  12. 12. CalibrationCalibration  Use a stage micrometer to determine the true linear magnification for each objective, eyepiece and bellows or zoom setting to be used within error of 2%.  Use a ruler with a millimeter scale to determine the actual length of straight test lines or the diameter of test circles used as grids.
  13. 13. Preparation of PhotomicrographsPreparation of Photomicrographs When photomicrographs are used for estimating the average grain size, they shall be prepared in accordance with Guide E 883.
  14. 14. Methods of grain size measurementMethods of grain size measurement
  15. 15. COMPARISON METHODCOMPARISON METHOD  In former times, and even still in practice today, most laboratories would analyze grains via the "Chart Comparison" method.  Here, operators perform a visual estimation of the grain size by comparing a live image under an optical microscope to a micrograph chart, often posted on the wall near the microscope.
  16. 16. ◦ Comparison of the grain structure to a series of graded images  Wall chart  Clear plastic overlays  An eyepiece reticle. The following chart was used to make this image METHODS FOR DETERMINING THE AVERAGE GRAIN SIZE ASTM METHODS E 112 PCN 12-501 120-10 Plate 1B Untwinned Grains 100X
  17. 17. ◦ Repeatability and reproducibility of ±1 grain size number. ◦ Specimens consisting of equiaxed grains.  To minimize errors, the comparison charts are presented in four categories as below : ◦ Plate I—Untwinned grains (flat etch). ◦ Plate II—Twinned grains (flat etch) ◦ Plate III—Twinned grains (contrast etch) ◦ Plate IV—Austenite grains in steel
  18. 18. Examples of Grain size standardsExamples of Grain size standards from Plates I, II, III, IVfrom Plates I, II, III, IV Untwinned Grains(Flat Etch) from Plate I. Grain size no. 3 at 100x Twin Grains(Flat Etch) from Plte II. Grain size no.3 at 100x
  19. 19. Twin Grains(Contrast Etch) from Plate III. Grain size 0.090 mm at 75X Austenite Grains in steel from Plate IV. Grain size no. 3 at 100X
  20. 20. The table below lists a number of materials and the comparison charts that are suggested for use in estimating theis average grain sizes.
  21. 21.  The estimation of microscopically determined grain size should be made by direct comparison at the same magnification as the appropriate chart.  The photomicrograph of the test specimen is compared with the photomicrographs of the standard chart, and the photomicrograph which most nearly matches the specimen image is selected.  This estimated grain size is reported as the ASTM grain size number.
  22. 22. PLANIMETRIC PROCEDUREPLANIMETRIC PROCEDURE ◦ Involves an actual count of the number of grains within a known area. ◦ Number of grains per unit area, NA, is used to determine the ASTM grain size number, G. ◦ Repeatability and reproducibility of ±0.25 grain size units ◦ Require marking off of the grains as they are counted.
  23. 23. PROCEDURE o Inscribe a circle or rectangle of known area on a micrograph or on the ground glass screen of the metallograph. o Select a magnification which will give at least 50 grains in the field. o When the image is focussed properly, count the number of grains within this area. o Therefore, the number of grains per square millimeter at 1X, NA ,is calculated from o Where, Ninside = No. of grains included completely within the known area Nintercepted = No. of grains intersected by the circumference of the area f = Jeffries’ multiplier
  24. 24. Relationship Between Magnification Used and Jeffries’ Multiplier, f, for an Area of 5000 mm2 (f= 0.0002 M2 ) The ASTM grain size number, G, can be calculated from NA from
  25. 25. GENERAL INTERCEPT METHODGENERAL INTERCEPT METHOD ◦ Actual count of the number of  grains intercepted  grain boundary, per unit length of test line ◦ Lineal intercept length, used to determine the ASTM grain size number, G. ◦ Repeatability and reproducibility are less than ± 0.5 grain size units. ◦ Faster than the planimetric method for the same level of precision. ◦ Recommended for structures that depart from the uniform equiaxed form
  26. 26. ASTM No. 0 has a mean intercept size of 32.00 at 100X.  lo = 32.00mm
  27. 27. Heyn Lineal Intercept Procedure ◦ The number of grains intercepted by one or more straight lines sufficiently long to yield at least 50 intercepts. ◦ The precision of grain size estimates by this method is a function of number of grain intercepts counted(hence, either a longer test line or a smaller magnification is used). ◦ Either intercept or intersection may be counted.
  28. 28. ◦ When counting intercepts, segments at the end of a test line which penetrate into the grain are considered half intercepts. ◦ When counting intersections, the end points of a test line are not counted as intersections, except when it exactly touches a grain boundary(½ intersection). ◦ A tangential intersection is considered as 1 intersection. ◦ An intersection coinciding at the junction of 3 grains is considered 1½. ◦ In case of non-equiaxed grains, test lines require averaging of values made at variety of orientation.
  29. 29. Circular Intercept Method ◦ Automatically compensate for departures from equiaxed grain shapes ◦ Ambiguous intersections at ends of test lines are eliminated. ◦ Most suitable for use as fixed routine manual procedures for grain size estimation in quality control. ◦ There are 2 circular intercept methods:  Hilliard Single-Circle Procedure  Abrams Three-Circle Procedure
  30. 30. Hilliard Single Circle Procedure ◦ Any circle size of known circumference may be used. Circumferences of 100,200, or 50 are usually convenient. ◦ The test circle diameter should never be smaller than the largest observed grain. ◦ A small reference mark is usually placed at the top of the circle to indicate the place to start and stop the count. ◦ Apply the selected circle to the microscopic image at a convenient magnification and count the intersections of the circle with grain boundaries. ◦ The precision of the measurement increases as the number of counts increases.
  31. 31. Abrams Three-Circle Procedure ◦ The test pattern consists of three concentric and equally spaced circles having a total circumference of 500mm ◦ Successively apply this pattern to at least 5 blindly selected and widely spaced fields, separately recording the count of intersections per pattern for each of the tests. ◦ Examine the grain structure and select a magnification that will yield 40-100 intercepts or intersections. ◦ For most grain structures, a total count of 400-500 intercepts over 5-10 fields produce better than 10% relative accuracy.
  32. 32. ◦ After applying the test circles, the total grain boundary intersections are counted by a manually operated counter. ◦ For each field count, calculate NL or PL according to: where Ni and Pi are the number of intercepts or intersections counted on the field, L is the total test line length(500mm) and M is the magnification.
  33. 33. Statistical AnalysisStatistical Analysis  No determination of average grain size can be an exact measurement.  Thus, no determination is complete without also calculating the precision within which the determined size may, with normal confidence, be considered to represent the actual average grain size of the specimen examined.  It is assumed that the normal confidence to represent the expectation that the actual error will be within the stated uncertainty 95% of the time.
  34. 34.  Many specimens vary measurably in grain size from one field of view to another, this variation being responsible for a major portion of the uncertainty.  So, after the desired number of fields have been measured, mean value of NA or l from the individual field values is calculated according to  Next, standard deviation of individual measurements is calculated.
  35. 35.  Then, calculate 95% confidence interval, of each measurement according to : Table listing values of t as a function of n
  36. 36. Specimens with non-equiaxedSpecimens with non-equiaxed Grain shapesGrain shapes  If the grain size was altered by processing so that the grains are no longer equiaxed in shape, grain size should be made on longitudinal(l), transverse(t), and planar(p) oriented surfaces for rectangular bar, plate or sheet type materials.  For round bars, radial longitudinal and transverse sections are used.  If directed test lines are used for the analysis, measurements in the 3 principal directions can be made using only two of the three principal test planes.
  37. 37. Planimetric Method : ◦ When the grain shape is not equiaxed but elongated, make grain counts on each of the three principal planes, i.e., longitudinal, transverse and planar oriented surfaces. ◦ Determine the number of grains per mm2 at 1X on the three planes, NAl , NAt , NAp , and calculate the mean number of grains per unit area NA from :
  38. 38. Intercept Method:  For the case of randomly determined values of PL or NL on the three principal planes, compute the average value according to : or  Alternatively, calculate ll , lt , lp from the PL or NL values on each plane.
  39. 39.  Additional information on grain shape may be obtained by determining lparallel(0°) and perpendicular(90°) to the deformation axis on a longitudinally oriented surface. The grain elongation ratio or anisotropy index, AI, can be determined from,  The mean value of l for the measurements in the three principal test directions is obtained by averaging the directed NL or PL values and then computing l from this mean value; or by calculating directed l values in each of the principal directions and then averaging them
  40. 40. ReportReport  The test report should document all of the pertinent identifying information regarding the specimen, its composition, specification designation or trade name, date of test, heat treatment or processing history, specimen location and orientation, etchant and etch method, grain size analysis method, etc, as required.  List the number of fields measured, the magnification, and field area. The number of grains counted or the number of intercepts or intersections counted, may also be recorded  A photomicrograph illustrating the typical appearance of the grain structure may be provided  List the mean measurement value, its standard deviation, 95% confidence interval, percent relative accuracy, and the ASTM grain size number.
  41. 41. Precision and BiasPrecision and Bias  The precision and bias of grain size measurements depend on the representativeness of the specimens selected and the areas on the plane of polish chosen for measurement.  The relative accuracy of the grain size measurement improves as the number of specimen taken from the product increases.  The relative accuracy improves as the number of fields sampled and the number of grains or intercepts counted increase.
  42. 42.  Bias in measurements will occur if specimen preparation is inadequate. The true structure must be revealed and the grain boundaries must be fully delineated for best precision and freedom from bias.  In accurate determination of the magnification of the grain structure will produce bias.  If the grain structure is not equiaxed in shape, measurement of the grain size on only one plane will bias test results.  When using the comparison chart method, the chart selected should be consistent with the nature of the grains(i.e. twinned or untwinned, or carburized and slow cooled) and the etch(flat etch or contrast etch) for best precision.
  43. 43. THANK YOU!THANK YOU!

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