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120

J

anuary

2012

www.read-tpt.com

A

rticle

3. Each element of the standard series is a monodisperse system

of spheres of an equal diameter

4. To harmonise the numeric series of the new standard with the

functioning standards, volumes of the monodisperse system

spheres are taken equal to the volumes of the corresponding

elements of the cubic model, ie the principle of geometric

progression is preserved in the standard series

5. To determine the value of the structural 3D objects, structure

reconstruction is made over the planar section and its initial

data is distribution of chords in disperse intervals of the

standard series obtained by any known quantitative method.

The initial data are obtained in a planar section (microsection)

by determination of chord dimensions in two mutually transverse

directions

6. The structure reconstruction ismade using softwareSTRUCTURE

2001

[7]

or other software used for the reconstruction of the

spherical model of the equiaxial grain structure. The requirement

of reconstruction is obtaining of distribution of standard sphere

diameters (grain numbers) in a 3D space and numerical

characteristics of this distribution the number of independent

monodisperse spheres in a volume, average value of their

diameters, deviations from the average value and variation

coefficient determining grain anisotropy in the studied object in

the space

Table 3 shows data for assessment of grain size and anisotropy

by the new standard in accordance with standards АSТМ Е112,

DIN 50601 and GОSТ 5639. Figures 1 and 2 show examples of

assessment of a homogeneous and anisotropy structures in the

specimens taken from cold-worked tubes of АSТМ316L steel type

after rapid and furnace heating at 1150°C.

As the above figures show, Coefficient of variation shows clearly

anisotropy of the tube metal. It should be pointed out that the

average value of diameters are determined in a volume, in a plane

and in a chord, not only in a plane as the existing standards specify.

The index of anisotropy

r

attitude of variation real structure (figure1,

2) can serve as toward the variation of flat cut of monodispersible

spherical model (table 3).

This method of assessment was used in

[7]

in the analysis of

influence of the heating parameters on the grain size and structural

anisotropy in cold-worked tubes made of corrosion-resistant steel of

Kh18Н10Т, Kh17Н14МZB type and alloy Kh15N35МBТUR.

Analysis of a great number of experimental data

[1, 8-10]

shows a high

level of grain anisotropy in above Cr-Ni steels and other (16-15;

18-12; Х15Н35, Х25Н45 type) steels and alloys. It leads to the

appearance of a significant unhomogeneity of physical-mechanical

properties and can result in undesired consequences during service

of the products from such materials.

Analysis of these data makes it possible to draw the following

conclusions:

1. Relative level of grain anisotropy for all studied materials

subjected to isothermal heat treatment is higher

(1.5 ≤

r

≤ 2.5)

than during anisothermal heat treatment

(1.52 ≤

r

≤ 1.8)

Grain number, G according to…

Parameters for the determination of grain size and grain anisotropy

GОSТ 5639 ASTM E112 DIN 50601

Number of

grains in

1mm

2

In a volume

In a plane

In a line

Diameter, D,

μm

Coefficient

of variation

Diameter,

d, μm

Coefficient of

variation

Chord,

l, μm

Coefficient

of variation

-3

-3

1

1240.7

0

974.4

0.2842

815.1

0.36

-2

-2

2

877.3

0

689.0

0.2842

576.4

0.36

-1

00

-1

4

620.4

0

487.2

0.2842

407.6

0.36

0

0

0

8

438.7

0

344.5

0.2842

288.2

0.36

1

1

1

16

310.2

0

243.6

0.2842

23.8

0.36

2

2

2

32

219.3

0

172.3

0.2842

144.1

0.36

3

3

3

64

155.1

0

121.8

0.2842

101.9

0.36

4

4

4

128

109.7

0

86.1

0.2842

72.1

0.36

5

5

5

256

77.5

0

60.9

0.2842

50.9

0.36

6

6

6

512

54.8

0

43.1

0.2842

36.0

0.36

7

7

7

1024

38.8

0

30.5

0.2842

25.5

0.36

8

8

8

2048

27.4

0

21.5

0.2842

18.0

0.36

9

9

9

4096

19.4

0

15.2

0.2842

12.7

0.36

10

10

10

8192

13.7

0

10.8

0.2842

9.0

0.36

11

11

11

16384

9.7

0

7.6

0.2842

6.4

0.36

12

12

12

32768

6.9

0

5.4

0.2842

4.5

0.36

13

13

13

65536

4.8

0

3.8

0.2842

3.2

0.36

14

14

14

131072

3.4

0

2.7

0.2842

2.2

0.36

Table 3

:

Parameters of grain structure according to the new standard