s*

(1)

${\Delta }_{s^{\ast }}$

([Ref. [1] ) (2)

C_A

(3)

${\mathcal{X}}_{\Delta }$

(4)

H

(5)

K_cr; (Ref. [2] )

(6)

( $\delta \mathcal{X}/\delta \Delta$ ) = monitor

(7)

$2{\mathcal{X}}_{xy}=0.707{\mathcal{X}}_{\Delta }$

(8)

N_xy = (5)/(8)

“Pure-shear” (9)

1

0.001936 [0.00192]

-

15.5

1032.18

6.75ρ, [6.75]

-

10.96

9.5ρ

1.15

0.0029

-

11.63

688.72

6.0ρ, []

8.22

8.5ρ

1.4

0.00465

1.059

7.68

430.35

5.68ρ, []

−2257 (−2144)

5.43

8.0ρ

1.65

0.00646

1.057

5.84

309.7

5.37

−1016 (−903)

4.13

7.6ρ

1.90

0.0081

1.054

4.91

246.5

5.09ρ, []

−581 (−468)

3.47

7.2ρ

2.15

0.0095

1.051

4.54

209.6

4.68ρ, []

−257 (−144)

3.21

6.6ρ

2.4

0.0107

1.049

4.23

186.3

4.46ρ

−258 (−145)

2.99

6.3ρ

2.65

0.0117

1.046

4.05

170.7

4.27ρ

−180 (−77)

2.863

6.04ρ

2.9

0.0125

1.043

3.96

159.8

4.09ρ; stop!!

−113 (0)**

2.80

5.78ρ

3.15

0.0132

1.043

3.92

151.79

3.92

−243 (−130)

2.77

5.55ρ