Table 1 Characteristic driving forces.

From: Competition between Kardar–Parisi–Zhang and Berezinskii–Kosterlitz–Thouless kinetic roughening on (001) singular surface during steady crystal growth

 

\(\Delta \mu _\text{KPZ}^{(001)}/\epsilon \)

\(\Delta \mu _\text{poly}^{*(001)}/\epsilon \)

\(\Delta \mu _\text{KtoB}^{(001)}/\epsilon \)

\(\Delta \mu _\text{BKT}^{(001)}/\epsilon \)

\(\Delta \mu _\text{BtoK}^{(001)}/\epsilon \)

\(\Delta \mu _\text{KPZ,2}^{(001)}/\epsilon \)

\({k_\text{B}T}/\epsilon \)

A

A′

C

D

E

F

0.4

\(0.55 \pm 0.05\)

\( 0.58 \pm 0.04\)

2.00 \(\pm 0.10\)

>2.6

0.63

\(0.25 \pm 0.03\)

\(0.24 \pm 0.03\)

1.30 \(\pm 0.10\)

2.10\(\pm 0.14\)

2.50\(\pm 0.14\)

0.83

\(0.101 \pm 0.015\)

\(0.06\pm 0.06\)

0.6 \(\pm 0.2\)

1.30 \(\pm 0.14\)

2.30\(\pm 0.14\)

1.0

\(0.03 \pm 0.03\)

0.07 \(\pm 0.07\)

1.00\(\pm 0.14\)

2.10 \( \pm 0.14\)

2.70 \( \pm 0.14\)

1.2

>0

2.00 \(\pm 0.14\)

\(2.60 \pm 0.10\)

1.4

>0

1.90 \(\pm 0.14\)

>2.6