| 1 |
Modeling of dislocation dynamics in germanium Czochralski growth
Artemyev VV, Smirnov AD, Kalaev VV, Mamedov VM, Sidko AP, Podkopaev OI, Kravtsova ED, Shimansky AF
Journal of Crystal Growth, 468, 443, 2017 |
| 2 |
Physical modelling of temperature fluctuations in a high aspect ratio model of the Czochralski crystal growth
Pal J, Cramer A, Grants I, Eckert S, Gerbeth G
Journal of Crystal Growth, 432, 69, 2015 |
| 3 |
Temperature Distribution Reconstruction in Czochralski Crystal Growth Process
Abdollahi J, Izadi M, Dubljevic S
AIChE Journal, 60(8), 2839, 2014 |
| 4 |
Model predictive temperature tracking in crystal growth processes
Abdollahi J, Izadi M, Dubljevic S
Computers & Chemical Engineering, 71, 323, 2014 |
| 5 |
Three-dimensional numerical simulation of flow, thermal and oxygen distributions for a Czochralski silicon growth with in a transverse magnetic field
Chen JC, Chiang PY, Chang CH, Teng YY, Huang CC, Chen CH, Liu CC
Journal of Crystal Growth, 401, 813, 2014 |
| 6 |
Order-Reduction of Parabolic PDEs with Time-Varying Domain Using Empirical Eigenfunctions
Izadi M, Dubljevic S
AIChE Journal, 59(11), 4142, 2013 |
| 7 |
Control of parabolic PDEs with time-varying spatial domain: Czochralski crystal growth process
Ng J, Aksikas I, Dubljevic S
International Journal of Control, 86(9), 1467, 2013 |
| 8 |
Optimal boundary control of a diffusion-convection-reaction PDE model with time-dependent spatial domain: Czochralski crystal growth process
Ng J, Dubljevic S
Chemical Engineering Science, 67(1), 111, 2012 |
| 9 |
Optimal control of convection-diffusion process with time-varying spatial domain: Czochralski crystal growth
Ng J, Dubljevic S
Journal of Process Control, 21(10), 1361, 2011 |
| 10 |
Equilibrium segregation coefficient and solid solubility of B in Czochralski Ge crystal growth
Taishi T, Ohno Y, Yonenaga I
Thin Solid Films, 518(9), 2409, 2010 |
