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금속이 혼입된 DLC 박막의 응력감소 거동 ; 제일원리계산

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Presentation on theme: "금속이 혼입된 DLC 박막의 응력감소 거동 ; 제일원리계산"— Presentation transcript:

1 금속이 혼입된 DLC 박막의 응력감소 거동 ; 제일원리계산
17, Feb., 2006 광운대학교 제 30회 학술발표회 반도체 및 박막 T-13 금속이 혼입된 DLC 박막의 응력감소 거동 ; 제일원리계산 한국과학기술연구원 미래기술연구본부 최정혜, 안효신, 이승철, 이광렬

2 Diamond-like carbon (DLC) films
High hardness High wear resistance Low friction coefficient Optical transparency Chemical inertness Smooth surface Bio-compatibility Protective coating Bio materials Video Head Drum Coronary Artery Stent Hard disk Hip Joint

3 Disadvantages of DLC films
High residual compressive stress (6~20 GPa) poor adhesion Hard disk Before deposition After deposition Substrate bending Delamination M. W. Moon, Acta Mater., (2002).

4 Stress and sp3 bond fraction
Hardness

5 To reduce residual scomp in DLC films
Substrate biasing Post-annealing ; T-11 이영광 발표 Metal atom incorporation ; Ti, W, Mo, Cr, Al….

6 W-incorporated DLC films
Ion beam deposition & Magnetron sputtering 1.9 at % W Mechanism ? Not fully understood yet !!! A.-Y. Wang APL (2005).

7 Purpose of this work ; First Principles Calculation DLC Diamond
; ideal sp3 bonding 109.5o ≠109.5o DLC ; distorted sp3 + sp2, sp bonding Known as a primary cause of the residual stress in DLC structure dependency of total energy of the system on the bond angle & the electron density distribution and its effects on the stress reduction behavior of DLC films ; First Principles Calculation

8 First principles calculation
Quantum modeling “first principle” or “ab-initio” calculation Without any empirical parameters For a given atomic number, coordination  Schroedinger eq HY = EY Theoretically accurate Cohesive energy Charge density Electronic structure (band, DOS) Nature of bonding STM image simulation……. femtosec picosec nanosec microsec sec 1 nm 0.1 nm 1 mm 1 cm 1 m Quantum modeling Atomistic min Continuum

9 Tetrahedron bond model
C 109.5o Me tetrahedral bonding of carbon(or Me)-carbon structure relaxation total energy calculation ; reference state DEC-C DEMe-C 90o~ 130o C 90o~ 130o Me Bond angle distortion bond distance relaxation total energy calculation

10 Calculation condition
Code; DMOL3 ; Density Functional Calculation Exchange-correlation potential; Generalized Gradient Approximation (GGA-PBE) Atomic orbital; double-zeta polarization basis set Cutoff radius of atomic orbitals; 9 Å All electron calculation Spin consideration

11 Total energy change by the bond angle distortion

12 Formation energy of Me-C tetrahedron
DEfM-C = (EtotM-C + EatomC) - (EtotC-C + EatomM) Me DEfM-C Me

13 Isosurface of electron density; C-C-tetrahedron
0.5 1.5 1.0 90o C 1.5 1.0 0.5 Inset values are the electron density [Å-3] of the isosurface

14 Isosurface of electron density right before it is separated
V Ti Ni Si Mn W Cr Mo Co Fe C 109.5o

15 Isosurface of electron density right before it is separated
Ag Ar Cd Au Al Zn Cu Pd C 109.5o

16 Electron density right before its isosurface is separated (res)
Weaker bonding Lower angular dependency of total energy  stress reduction Lower res Lower shape anisotropy of electron density

17 W-incorporated DLC films

18 Conclusion C Mn Au Al


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