General MOCVD growth features

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MOCVD growth system

General MOCVD growth features Advantages Faster growth than MBE, can be a few microns per hour; multi-wafer capability easily achievable Higher temperature growth; growth process is thermodynamically favorable Quality of layers usually better than MBE Disadvantages Difficult to monitor growth rate exactly (no Rheed possible due to higher pressure) Not as abrupt a process as MBE due to gas flow issues and memory effects Toxic gases are to be handled

MOCVD growth of III-nitrides Precursors for III: TMGa, TMAl, TMIn; for V: NH 3, Hydrogen carrier gas; 25-760 Torr pressure Growth of GaN is carried out at 1000 1100 C, which is much higher than the MBE growth temperature Growth on both SiC and sapphire substrates have been optimized and used regularly If SiC is used as substrate, it can be etched in-situ to get very smooth surface showing step flow Growth always results in Ga-face polarity irrespective of the nucleation layer used Problem of hydrogen passivation of p-type dopants, since hydrogen is used as the carrier gas

Basics of MOCVD growth of Nitrides Growth rate Kinetics-limited Best growth zone Diffusion controlled Thermodynamics-limited Temperature Important growth parameters: growth temperature T and V/III ratio T too high: desorption, nitrogen vacancies. T too low: impurities incorporation, low surface mobility, structure defects; Usually temperature ~1050 C V/III ratio too high: III-atoms low surface mobility, structure defects. Too low: decompose, nitrogen vacancies, auto background doping

MOCVD growth of Nitrides on sapphire A two-step growth method is followed with the growth of a low temperature AlN layer Before any growth, the sapphire surface is nitridated to reduce defect density by causing changes in surface energy The low temperature layer can be either GaN, AlN or even AlGaN In MOCVD growth (unlike growth by MBE), the polarity of the GaN film is always Ga-face

Hetero-epitaxial growth: MBE vs. MOCVD kt 1.414Pσ 5 10 P Mean free path λ = ~ (m), at 1000 C 4 where σ is the collision cross-section Ultra-high vacuum: 10-5 ~10-11 Torr Long mean-free path (> chamber length) III: Solid source, V: NH 3 or N plasma Hydrogen atmosphere, 25-760 Torr III: Metalorganics such as TMGa, TMAl, TMIn, V: NH 3 MBE: reactions occur only at the substrate, MOCVD: parasitic reactions can occur before the reactant species reach the substrate. MBE growth, unlike MOCVD growth, is not thermodynamically favorable and is governed by Kinetics

Growth of ternaries and quaternaries InGaN should be grown at lower temperature than GaN and at higher V/III ratio due to lower dissociation temperature and higher nitrogen partial pressure AlGaN should be grown at higher temperature than GaN and at lower V/III ratio due to higher dissociation temperature and lower nitrogen partial pressure Growth of quaternaries (InGaAlN) are difficult due to the conflicting growth conditions of AlN and GaN. Usually max. In incorporation is possible only up to ~5% T P V/III InGaN Low 740 o C 200-400 torr >5000 GaN High 1050 o C 40-100 torr 1000-2000 AlGaN Higher 1100 o C 30-50 torr <=1000

Various problems associated with mismatches Substrate Property 1. Lateral lattice constant (a-lattice constant) mismatch 2. Vertical lattice constant (c-lattice constant) mismatch 3. Coefficient of thermal expansion mismatch 4. Low thermal conductivity 5. Different chemical composition of the epitaxial film 6. Non-polar surface Consequence 1. All problems typically associated with high dislocation density 2. Anti-phase boundaries, inversion domain boundaries 3. Thermally induced stress, cracks in epitaxial films 4. Poor heat conduction; unsuitability for high power devices 5. Contamination, interface states, poor wetting of surface during growth 6. Mixed polarity; inversion domains

Lattice mismatch Strain and critical thickness f m ( x) = a epi ( x) ( x) a epi a sub asub aepi ( x) In-plane strain ε ( x) = fm( x) = aepi ( x) aepi ( x) asub Strain relaxation r( x) = aepi,0 ( x) asub a epi,0 (x) = measured lattice constant, a epi,0 (x) = relaxed lattice constant, a sub (x) = substrate lattice constant Calculation of the critical thickness is very difficult experimentally, as it depends on many different factors such as in-plane strain, burgers vector of dislocations, growth methodologies etc.

Formation of dislocations Dislocations are formed in the epitaxial layers due to Transfer of defects/dislocations already present in the substrate: Happens when substrate has high density of defects (example: dislocation in GaN epilayers when SiC is used as a substrate) Misfit dislocation: When dislocations are caused by a difference in the lattice constant of the epitaxial layer and the substrate (Ex: dislocations in AlGaN layer (d AlGaN > d critical ) grown on GaN) Imperfections resulting from island coalescence (example: dislocations in GaN buffer layers grown on AlN nucleation layer) Main types of defects in GaN Point defects (vacancies, self-interstitials, and antisites) Threading edge dislocation Threading screw dislocation Mixed screw-edge dislocations

Dislocations Simple cubic lattice Extra half plane of atoms atoms Displaced plane faces bonds Edge dislocation Reproduced from D. Hull, Introduction to Dislocations, Pergamon Press Inc., Glasgow (1965) p17. Screw dislocation

Dislocations line structure in GaN film 1 R 1 R = r 0 2 2 1 r, r = 0 µ b 8π 2 2 γ For a given R 2, R 1 should be larger (i.e. the dislocation pit flatter) if r 0 is larger. b = magnitude of Burgers vector, µ = shear modulus, γ = specific surface free energy, R 1 and R 2 inner and outer radii of curvature Whenever dislocation reach the surface it ends in a pit (this makes possible for AFM to record dislocations) due to equilibrium between the surface tension and line tension Screw dislocations have larger radii of surface pit than edge dislocations due to larger burger s vector r R 2 r 0 R 1

Dislocation induced surface pits MOCVD grown GaN MBE grown GaN on MOCVD templates Dislocation with screw component reaching the surface will terminate steps. Usually 2 steps are terminated as the Burger s vector has 2 times the magnitude of the step height (c/2) MBE grown GaN shows growth hillocks with 2 interlocking ramps around mixed screw dislocations

Dislocation characterization by AFM 2 nm /div 0.50 nm/ Div (a) 0.0 1.0 2.0 µm (b) Height (nm) 1. 40 1.00 0.60 0.0 1.0 2.0 Distance (µm) Morphologies of AlGaN/GaN heterostructure on (a) SiC and (b) sapphire

Points to note about dislocations Step heights in nitride epitaxial films are ~2.6 Å (about half the unit cell height of 5.185 Å) Dislocations chains are formed around coalescing islands formed during the initial part of the growth Density of dislocations in epitaxial films grown on either sapphire or SiC is ~10 9-10 10 cm -2 Screw and mixed edge-screw dislocations will terminate two steps as they both have a vertical component of the burgers vector equal to magnitude of the unit cell height c Screw and mixed-screw dislocations usually terminate in larger pits than edge dislocations due to larger burgers vector (pit-radius is proportional to the square of the burgers vector magnitude)

An estimate of density of acceptor states Dislocation dangling bond density = (2/5.2 10-8 ) cm -1 = 3.85 10 7 cm -1 The density (per unit area) of dislocation induced states for 2 micron thick epitaxial layer = 3.85 10 7 cm -1 10 10 cm -2 (2 10-4 cm) = 7.7 10 13 cm -2 Assuming just 10% of the states capture electrons there are 7.7 10 12 cm -2 electrons lost Since the dislocations states are so close in real space they will form energy band in the reciprocal space along the c-axis with dislocations

Detrimental effects of dislocations I Leakage through dislocation states in a schottky contact Recombination of electrons and holes via dislocation states E F, metal qv G (V G -ve) E F, semi Conduction through the dislocations states by hopping transport Tunneling assisted by the dislocation states. Dislocation induced leakage forms a major component of gate leakage current in HFETs Dislocation states form a band in reciprocal space Recombination process via defect states usually does not emit light. Even if it does, it will not be at the band-edge energy