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1

Bracht, Hartmut, S. Brotzmann, and Alexander Chroneos. "Impact of Carbon on the Diffusion of Donor Atoms in Germanium." Defect and Diffusion Forum 289-292 (April 2009): 689–96. http://dx.doi.org/10.4028/www.scientific.net/ddf.289-292.689.

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We report experiments on the diffusion of n-type dopants in isotopically controlled Ge multilayer structures doped with carbon. The diffusion profiles reveal a strong aggregation of the dopants within the carbon-doped layers and a retarded penetration depth compared to dopant diffusion in high purity natural Ge. Dopant aggregation and diffusion retardation is strongest for Sb and similar for P and As. Successful modeling of the simultaneous self- and dopant diffusion is performed on the basis of the vacancy mechanism and additional reactions that take into account the formation of carbon-vacancy-dopant and dopant-vacancy complexes. The stability of these complexes is confirmed by density functional theory calculations. The overall consistency between experimental and theoretical results supports the stabilization of donor-vacancy complexes in Ge by the presence of carbon and the dopant deactivation via the formation of dopant-vacancy complexes. These results help to develop concepts to suppress the enhanced diffusion of n-type dopants and the donor deactivation in Ge. Both issues hamper the formation of ultra shallow donor profiles with high active dopant concentrations that are required for the fabrication of Ge-based n-type metal oxide semiconductor field effect transistors.
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2

Khina, Boris B. "Extended 'Five-Stream' Model for Diffusion of Implanted Dopants in Silicon during Ultra-Shallow Junction Formation in VLSI Circuits." Defect and Diffusion Forum 277 (April 2008): 107–12. http://dx.doi.org/10.4028/www.scientific.net/ddf.277.107.

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Ion implantation of different dopants (donors and acceptors) into crystalline silicon with subsequent thermal annealing is used for the formation of ultra-shallow p-n junctions in VLSI technology. The experimentally observed phenomenon of transient enhanced diffusion (TED) during annealing hinders further downscaling of advanced VLSI circuits. However, modern mathematical models of dopant diffusion, which are based on the so-called “five-stream” approach, and software packages such as SUPREM4 encounter difficulties in describing TED. In this work, an extended five-stream model for diffusion in silicon is developed, which takes into account all the possible charge states of point defects (vacancies and silicon self-interstitials) and diffusing pairs “dopant atom–vacancy” and “dopant atom–silicon self-interstitial”. The model includes diffusion and drift of differently charged point defects and pairs in the internal electric field and the kinetics of interaction between unlike species. The expressions for diffusion fluxes and sink/source terms that appear in the non-linear, non-steady-state reaction-diffusion equations are derived for both donor and acceptor dopants accounting for multiple charge states of the diffusing species.
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3

Drabczyk, Kazimierz, Edyta Wróbel, Grazyna Kulesza-Matlak, Wojciech Filipowski, Krzysztof Waczynski, and Marek Lipinski. "Comparison of diffused layer prepared using liquid dopant solutions and pastes for solar cell with screen printed electrodes." Microelectronics International 33, no. 3 (August 1, 2016): 167–71. http://dx.doi.org/10.1108/mi-03-2016-0031.

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Purpose The purpose of this study is comparison of the diffusion processes performed using the commercial available dopant paste made by Filmtronics and the original prepared liquid dopant solution. To decrease prices of industrially produced silicon-based solar cells, the new low-cost production processes are necessary. The main components of most popular silicon solar cells are with diffused emitter layer, passivation, anti-reflective layers and metal electrodes. This type of cells is prepared usually using phosphorus oxychloride diffusion source and metal pastes for screen printing. The diffusion process in diffusion furnace with quartz tube is slow, complicated and requires expensive equipment. The alternative for this technology is very fast in-line processing using the belt furnaces as an equipment. This approach requires different dopant sources. Design/methodology/approach In this work, the diffusion processes were made for two different types of dopant sources. The first one was the commercial available dopant paste from Filmtronics and the second one was the original prepared liquid dopant solution. The investigation was focused on dopant sources fabrication and diffusion processes. The doping solution was made in two stages. In the first stage, a base solution (without dopants) was made: dropwise deionized (DI) water and ethyl alcohol were added to a solution consisting of tetraethoxysilane (TEOS) and 99.8 per cent ethyl alcohol. Next, to the base solution, orthophosphoric acid dissolved in ethyl alcohol was added. Findings Diffused emitter layers with sheet resistance around 60 Ω/sq were produced on solar grade monocrystalline silicon wafers using two types of dopant sources. Originality/value In this work, the diffusion processes were made for two different types of dopant sources. The first one was the commercial available dopant paste from Filmtronics and the second one was the original prepared liquid dopant solution.
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4

Pennycook, S. J., R. J. Culbertson, and J. Narayan. "Formation of stable dopant interstitials during ion implantation of silicon." Journal of Materials Research 1, no. 3 (June 1986): 476–92. http://dx.doi.org/10.1557/jmr.1986.0476.

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High concentrations of self-interstitials are trapped by dopant atoms during ion implantation into Si. For group V dopants, these complexes are sufficiently stable to survive solid-phase-epitaxial (SPE) growth but break up on subsequent thermal processing and cause a transientenhanced diffusion. Dopant diffusion coefficients are enhanced by up to five orders of magnitude over tracer values and are characterized by an activation energy of approximately one half of the tracer values. In the case of group III dopants, any complexes formed during implantation do not survive SPE growth but a second source of self-interstitials becomes significant and leads to similar transient effects. This is the damaged layer underlying the original amorphous/crystalline interface. These observations provide direct evidence for longrange self-interstitial migration in Si, and we believe these are the first observations of the interstitialcy diffusion mechanism with no vacancy contribution. We propose that the complexes are simply interstitial dopant atoms (in a split <100> interstitialcy configuration) that are particularly stable in the case of group V dopants. As they decay self-interstitials are released and cause the transient-enhanced diffusion.
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5

Pankratov, Evgeny L., and Elena A. Bulaeva. "Optimization of spatial dependence of diffusion coefficient for acceleration of dopant diffusion." Multidiscipline Modeling in Materials and Structures 12, no. 4 (November 14, 2016): 672–77. http://dx.doi.org/10.1108/mmms-06-2016-0026.

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Purpose It has been recently shown that diffusion of dopant during doping of inhomogeneous structure could be accelerated or decelerated in comparison with diffusion of dopant in structure with averaged diffusion coefficient. As a continuation of previous work, the purpose of this paper is to introduce an approach of estimating the limited value of acceleration of the dopant diffusion by choosing the dependence of the dopant diffusion coefficient on the coordinates. Design/methodology/approach The authors analyzed relaxation of concentration of dopant during diffusion in inhomogeneous material. The authors determine conditions for maximal acceleration and deceleration of diffusion of dopant. The authors introduced analytical approach for analysis of dopant diffusion in inhomogeneous material. Findings The authors determine conditions for maximal acceleration and deceleration of diffusion of dopant. Originality/value It has been shown that dopant diffusion could be decelerated essentially to a greater extent, rather than accelerated.
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6

PANKRATOV, E. L. "INFLUENCE OF MECHANICAL STRESS IN A MULTILAYER STRUCTURE ON SPATIAL DISTRIBUTION OF DOPANTS IN IMPLANTED-JUNCTION AND DIFFUSION-JUNCTION RECTIFIERS." Modern Physics Letters B 24, no. 09 (April 10, 2010): 867–95. http://dx.doi.org/10.1142/s0217984910022925.

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The influence of mechanical stress in a multilayer structure on spatial distribution of dopants in implanted-junction and diffusion-junction rectifiers, which was produced in the structure has been analyzed. It is shown that the stress leads to additional reduction of spatial dimensions of the p–n junction in comparison with the reduction — a result of inhomogeneity — of the diffusion coefficient of dopant and other parameters of dopant redistribution (see, for example, Refs. 1–3).
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7

Sueoka, Koji, Ken Kamimura, and Seiji Shiba. "Systematic Investigation of Gettering Effects on 4th Row Element Impurities in Si by Dopant Atoms." Advances in Materials Science and Engineering 2009 (2009): 1–3. http://dx.doi.org/10.1155/2009/309209.

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The gettering of 4th row element impurities (K, Ca, 3d transition metals, and Zn) in Si crystals by dopant atoms was systematically investigated by first-principles calculation through evaluation of the diffusion barrier and the binding energy. The dopant atoms considered include p-type dopants (B), n-type dopants (P, As, Sb), or light elements (C, O). It was found that (1) the diffusion barrier of impurity atoms decreases with an increase in their atomic number up to Ni, (2) B atom becomes an efficient gettering center for metals except for Ni, (3) most of the metals except for Fe and Co cannot be gettered by n-type dopants, and (4) C and O atoms alone do not become efficient gettering centers for the metals used in actual LSI processes. The vacancy and n-type dopant complexes (P, As, Sb) can be efficient gettering centers for Cu in n/n+ epitaxial wafers.
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8

An, Dao Khac. "Important Features of Anomalous Single-Dopant Diffusion and Simultaneous Diffusion of Multi-Dopants and Point Defects in Semiconductors." Defect and Diffusion Forum 268 (November 2007): 15–36. http://dx.doi.org/10.4028/www.scientific.net/ddf.268.15.

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This paper summarizes some of the main results obtained concerning aspects of anomalous single-dopant diffusion and the simultaneous diffusion of multi-diffusion species in semiconductors. Some important explanations of theoretical/practical aspects have been investigated, such as anomalous phenomena, general diffusivity expressions, general non-linear diffusion equations, modified Arrhenius equations and lowered activation energy have been offered in the case of the anomalous fast diffusion for single-dopant diffusion process. Indeed, a single diffusion process is always a complex system involving many interacting factors; conventional diffusion theory could not be applied to its investigation. The author has also investigated a system of multi-diffusion species with mutual interactions between them. More concretely, irreversible thermodynamics theory was used to investigate the simultaneous diffusion of dopants (As, B) and point defects (V, I) in Si semiconductors. Some attempts at theory development were made, such as setting up a system of general diffusion equations for the simultaneous diffusion of multi-diffusion species involving mutual interactions between them, such as the pair association and disassociation mechanisms which predominated during the simultaneous diffusion of dopants and point defects. The paper then gives some primary results of the numerical solution of distributions of dopants (B, As) and point defects (V, I) in Si semiconductor, using irreversible thermodynamics theory. Finally, several applications of simultaneous diffusion to semiconductor technology devices are also offered.
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9

Cowern, Nicholas, and Conor Rafferty. "Enhanced Diffusion in Silicon Processing." MRS Bulletin 25, no. 6 (June 2000): 39–44. http://dx.doi.org/10.1557/mrs2000.97.

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Semiconductor-grade silicon is one of the most perfect crystalline materials that can be fabricated. It contains less than 1 ppb of unintended impurities and negligible twins or dislocations. Dopants can diffuse in this near-ideal crystal only by interacting with atomic-scale point defects: interstitial atoms or vacancies. These defects migrate through the silicon lattice, occasionally binding with a dopant atom and displacing it by one or more lattice positions.
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10

Kuganathan, Navaratnarajah, Sashikesh Ganeshalingam, and Alexander Chroneos. "Defects, Diffusion, and Dopants in Li2Ti6O13: Atomistic Simulation Study." Materials 12, no. 18 (September 4, 2019): 2851. http://dx.doi.org/10.3390/ma12182851.

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In this study, force field-based simulations are employed to examine the defects in Li-ion diffusion pathways together with activation energies and a solution of dopants in Li2Ti6O13. The lowest defect energy process is found to be the Li Frenkel (0.66 eV/defect), inferring that this defect process is most likely to occur. This study further identifies that cation exchange (Li–Ti) disorder is the second lowest defect energy process. Long-range diffusion of Li-ion is observed in the bc-plane with activation energy of 0.25 eV, inferring that Li ions move fast in this material. The most promising trivalent dopant at the Ti site is Co3+, which would create more Li interstitials in the lattice required for high capacity. The favorable isovalent dopant is the Ge4+ at the Ti site, which may alter the mechanical property of this material. The electronic structures of the favorable dopants are analyzed using density functional theory (DFT) calculations.
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11

Ma, N., and J. S. Walker. "A Model of Dopant Transport During Bridgman Crystal Growth With Magnetically Damped Buoyant Convection." Journal of Heat Transfer 122, no. 1 (August 10, 1999): 159–64. http://dx.doi.org/10.1115/1.521446.

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This paper presents a model for the unsteady transport of a dopant during the vertical Bridgman crystal growth process with a planar crystal-melt interface and with an externally applied axial magnetic field. This dilute mass transport depends on the convective and diffusive mass transport of the dopant. The convective mass transport is driven by buoyant convection in the melt, which produces nonuniformities in the concentration in both the melt and the crystal. This convective transport is significant even for a strong magnetic field Bo=2 T. However, the electromagnetic damping of the melt motion produces a local region adjacent to the crystal-melt interface which is dominated by diffusion. Thus, this melt solidifies with a relatively radially uniform concentration, so that the radial distribution of dopants in the crystal is also relatively radially uniform. The transient model predicts the dopant distribution in the entire crystal. [S0022-1481(00)02301-X]
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12

Gösele, Ulrich M., and Teh Y. Tan. "Point Defects and Diffusion in Semiconductors." MRS Bulletin 16, no. 11 (November 1991): 42–46. http://dx.doi.org/10.1557/s0883769400055512.

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Semiconductor devices generally contain n- and p-doped regions. Doping is accomplished by incorporating certain impurity atoms that are substitutionally dissolved on lattice sites of the semiconductor crystal. In defect terminology, dopant atoms constitute extrinsic point defects. In this sense, the whole semiconductor industry is based on controlled introduction of specific point defects. This article addresses intrinsic point defects, ones that come from the native crystal. These defects govern the diffusion processes of dopants in semiconductors. Diffusion is the most basic process associated with the introduction of dopants into semiconductors. Since silicon and gallium arsenide are the most widely used semiconductors for microelectronic and optoelectronic device applications, this article will concentrate on these two materials and comment only briefly on other semiconductors.A main technological driving force for dealing with intrinsic point defects stems from the necessity to simulate dopant diffusion processes accurately. Intrinsic point defects also play a role in critical integrated circuit fabrication processes such as ion-implantation or surface oxidation. In these processes, as well as during crystal growth, intrinsic point defects may agglomerate and negatively impact the performance of electronic or photovoltaic devices. If properly controlled, point defects and their agglomerates may also be used to accomplish positive goals such as enhancing device performance or processing yield.
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13

An, Dao Khac, Phan Ahn Tuan, Vu Ba Dung, and Nguyen Van Truong. "On the Atomistic Dynamic Modelling of Simultaneous Diffusion of Dopant and Point Defect (B, V, I) in Silicon Material." Defect and Diffusion Forum 258-260 (October 2006): 32–38. http://dx.doi.org/10.4028/www.scientific.net/ddf.258-260.32.

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Understanding the atomic movements of simultanous diffusion of dopant (B) and point defects (V, I) in silicon is of great importance for both experimental and theoretical diffusion studies. This paper presents the atomistic dynamic diffusion modelling of boron (B), self-interstitial (I) and vacancy (V) process in silicon based on simultaneous diffusion of boron dopant and point defects based on a previous developed theory. The simulation is based on the random walk theory with three main diffusion mechanisms: namely vacancy, interstitial and interstitialcy mechanism. The migration frequencies of dopant and point defects have been programmed based on the experimental diffusion data of boron, vacancy and Si self-interstitial. This simulation procedure can be seen very clearly about the atomic movements, the interactions between dopant and point defects via three diffusion mechanisms. The diffusion depth of B, V, I in very short time can be estimated from the simulation picture on the screen. The simulation results reflect the simultaneous diffusion as well as the interaction of boron and point defects via the three diffusion mechanisms. The point defects (V, I) were generated during the dopant diffusion and they diffused further into the depth as shown in the results of the simulation as well as in the previous published experimental findings.
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14

Kim, Jongseob, and Ki-Ha Hong. "Retarded dopant diffusion by moderated dopant–dopant interactions in Si nanowires." Physical Chemistry Chemical Physics 17, no. 3 (2015): 1575–79. http://dx.doi.org/10.1039/c4cp04513k.

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15

Haberfehlner, Georg, Matthew J. Smith, Juan-Carlos Idrobo, Geoffroy Auvert, Meng-Ju Sher, Mark T. Winkler, Eric Mazur, Narciso Gambacorti, Silvija Gradečak, and Pierre Bleuet. "Selenium Segregation in Femtosecond-Laser Hyperdoped Silicon Revealed by Electron Tomography." Microscopy and Microanalysis 19, no. 3 (April 10, 2013): 716–25. http://dx.doi.org/10.1017/s1431927613000342.

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AbstractDoping of silicon with chalcogens (S, Se, Te) by femtosecond laser irradiation to concentrations well above the solubility limit leads to near-unity optical absorptance in the visible and infrared (IR) range and is a promising route toward silicon-based IR optoelectronics. However, open questions remain about the nature of the IR absorptance and in particular about the impact of the dopant distribution and possible role of dopant diffusion. Here we use electron tomography using a high-angle annular dark-field (HAADF) detector in a scanning transmission electron microscope (STEM) to extract information about the three-dimensional distribution of selenium dopants in silicon and correlate these findings with the optical properties of selenium-doped silicon. We quantify the tomography results to extract information about the size distribution and density of selenium precipitates. Our results show correlation between nanoscale distribution of dopants and the observed sub-band gap optical absorptance and demonstrate the feasibility of HAADF-STEM tomography for the investigation of dopant distribution in highly-doped semiconductors.
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Wolf, Herbert, F. Wagner, J. Kronenberg, and Th Wichert. "On the Formation of Unusual Diffusion Profiles in CdxZn1-xTe Crystals after Implantation of Different Elements." Defect and Diffusion Forum 289-292 (April 2009): 587–92. http://dx.doi.org/10.4028/www.scientific.net/ddf.289-292.587.

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It is known that the diffusion of Ag and Cu in Cd1 xZnxTe crystals exhibits unusual concentration profiles depending strongly on the external vapor pressure of Cd during diffusion. Recent experiments show that the dopant Na forms qualitatively the same diffusion profiles including the phenomenon of uphill diffusion. Also the transition elements Ni and Co show a strong dependence of the diffusion behavior on the external Cd pressure, but the shapes of the concentration profiles differ significantly from those known for Ag and Cu. The different behavior of Ag, Cu, and Na, on the one hand, and Ni and Co, on the other hand, are proposed to be connected to the respective charge states of the dopants at interstitial positions in Cd1 xZnxTe. For the dopants K and Au, unusual diffusion properties have not been observed. The respective diffusion coefficients are DK = 1.2(2)•10 10 cm2/s (750 K) and DAu = 8(2)•10 8 cm2/s (800 K).
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Filipowski, Wojciech. "Model of phosphorus diffusion in silicon for highly doped solar cell emitter layer." Microelectronics International 36, no. 3 (July 1, 2019): 104–8. http://dx.doi.org/10.1108/mi-12-2018-0079.

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Purpose The purpose of this paper was the development of a model enabling precise determination of phosphorus concentration profile in the emitter layer of a silicon solar cell on the basis of diffusion doping process duration and temperature. Fick’s second law, which is fundamental for describing the diffusion process, was assumed as the basis for the model. Design/methodology/approach To establish a theoretical model of the process of phosphorus diffusion in silicon, real concentration profiles measured using the secondary ion mass spectrometry (SIMS) method were used. Samples with the phosphorus dopant source applied onto monocrystalline silicon surface were placed in the heat zone of the open quartz tube furnace, where the diffusion process took place in the temperature of 880°C-940°C. The measured real concentration profiles of these samples became template profiles for the model in development. Findings The model was developed based on phenomena described in the literature, such as the influence of the electric field of dopant ionized atoms and the influence of dopant atom concentration nearing the maximum concentration on the value of diffusion coefficient. It was proposed to divide the diffusion area into low and high dopant concentration region. Originality/value A model has been established which enabled obtaining a high level of consistency between the phosphorus concentration profile developed theoretically and the real profile measured using the SIMS method. A coefficient of diffusion of phosphorus in silicon dependent on dopant concentration was calculated. Additionally, a function describing the boundary between the low and high dopant concentration regions was determined.
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18

Chumakova, Natalia A., Elena N. Golubeva, Sergei V. Kuzin, Tatiana A. Ivanova, Igor A. Grigoriev, Sergey V. Kostjuk, and Mikhail Ya Melnikov. "New Insight into the Mechanism of Drug Release from Poly(d,l-lactide) Film by Electron Paramagnetic Resonance." Polymers 12, no. 12 (December 18, 2020): 3046. http://dx.doi.org/10.3390/polym12123046.

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A novel approach based on convolution of the electron paramagnetic resonance (EPR) spectra was used for quantitative study of the release kinetics of paramagnetic dopants from poly(d,l-lactide) films. A non-monotonic dependence of the release rate on time was reliably recorded. The release regularities were compared with the dynamics of polymer structure changes determined by EPR, SEM, and optic microscopy. The data obtained allow for the conclusion that the main factor governing dopant release is the formation of pores connected with the surface. In contrast, the contribution of the dopant diffusion through the polymer matrix is negligible. The dopant release can be divided into two phases: release through surface pores, which are partially closed with time, and release through pores initially formed inside the polymer matrix due to autocatalytic hydrolysis of the polymer and gradually connected to the surface of the sample. For some time, these processes co-occur. The mathematical model of the release kinetics based on pore formation is presented, describing the kinetics of release of various dopants from the polymer films of different thicknesses.
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Filipowski, Wojciech, Kazimierz Drabczyk, Edyta Wróbel, Piotr Sobik, Krzysztof Waczynski, and Natalia Waczynska-Niemiec. "Borosilicate spray-on glass solutions for fabrication silicon solar cell back surface field." Microelectronics International 35, no. 3 (July 2, 2018): 172–76. http://dx.doi.org/10.1108/mi-12-2017-0075.

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Purpose The purpose of this paper is to develop a method of preparing spray-on dopant solutions that enable obtaining a p+ region forming a back-surface field (BSF) during the diffusion doping process. The spray-on method used allows to decrease the costs of dopant solution application, which is particularly significant for new low-cost production processes. Design/methodology/approach This paper presents steps of production of high concentration boron dopant solutions enabling diffusion doping of crystalline p-type silicon surfaces. To check the fabricated dopant solutions for stability and suitability for spray-on application, their viscosity and density were measured in week-long intervals. The dopant solutions described in this paper were used in a series of diffusion doping processes to confirm their suitability for BSF production. Findings A method of preparing dopant solutions with parameters enabling depositing them on silicon wafers by the spray-on method has been established. Due to hygroscopic properties of the researched dopant solutions, a maximum surrounding atmosphere humidity has been established. The solutions should not be applied by the spray-on method, if this humidity value is exceeded. The conducted derivatographic examination enabled establishing optimal drying conditions. Originality/value The paper presents a new composition of a dopant solution which contains high concentration of boron and may be applied by the spray-on method. Derivatographic examination results, as well as equations describing the relation between dopant solution density and viscosity and storage time are also original for this research. The established dependencies between the sheet resistance of the fabricated BSF and the diffusion doping time are other new elements described in the paper.
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Portavoce, Alain, Isabelle Berbezier, Antoine Ronda, Patrick Gas, J. S. Christensen, Andrej Yu Kuznetsov, and Bengt Gunnar Svensson. "Dopant Diffusion in Si1-xGex Thin Films: Effect of Epitaxial Stress." Defect and Diffusion Forum 249 (January 2006): 135–42. http://dx.doi.org/10.4028/www.scientific.net/ddf.249.135.

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We have investigated the lattice diffusion of B and Sb by means of molecular beam epitaxy in Si1−xGex (x < 0.2) layers grown on Si(001) substrate. Using Si1−xGex relaxed buffers we were able to differentiate the chemical effect (change in the Ge composition) as opposite to the biaxial stress effect (due to the epitaxy on Si) on dopant diffusion. B diffusion follows a behavior opposite to Sb diffusion versus Ge composition and biaxial stress. These results are explained in view of the difference of diffusion mechanism between B (interstitials) and Sb (vacancies). We also show that dopant diffusion follows contrasting behaviors under biaxial pressure and hydrostatic pressure, and that the activation volume of dopant diffusion is of opposite sign for biaxial pressure and for hydrostatic pressure. This is explained using a formalism based on the extra work done by the system for diffusion under pressure, concluding that for biaxial stress the activation volume depends mainly on the relaxation volume linked to the defect formation.
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Nilsson, Johan O., Mikael Leetmaa, Olga Yu Vekilova, Sergei I. Simak, and Natalia V. Skorodumova. "Oxygen diffusion in ceria doped with rare-earth elements." Physical Chemistry Chemical Physics 19, no. 21 (2017): 13723–30. http://dx.doi.org/10.1039/c6cp06460d.

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Dissanayake, Sashini Senali, Nicole O. Pallat, Philippe K. Chow, Shao Qi Lim, Yining Liu, Qianao Yue, Rhoen Fiutak, et al. "Carrier lifetimes in gold–hyperdoped silicon—Influence of dopant incorporation methods and concentration profiles." APL Materials 10, no. 11 (November 1, 2022): 111106. http://dx.doi.org/10.1063/5.0126461.

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Incorporating ultrahigh concentrations of deep-level dopants in silicon drastically alters silicon’s optoelectronic properties. Photodiodes built from silicon hyperdoped with gold extend light sensitivity into the shortwave infrared region, far beyond the absorption edge of a pristine silicon sample. Deep-level dopants, however, also enhance carrier recombination; even though hyperdoped silicon has great light absorption properties, short charge carrier lifetime limits its applications. In this work, using terahertz spectroscopy, we investigate the charge carrier lifetime of gold–hyperdoped silicon, where the gold dopants are introduced by either film deposition or ion implantation, followed by pulsed laser melting. Using reactive ion etching, we measure how carrier lifetime changes when dopant concentration profiles are altered. Furthermore, using a 1D diffusion and recombination model, we simulate carrier dynamics when electrons are excited by sub-bandgap light. Our results show that the dopant distribution profile heavily influences excited carrier dynamics. We found that etching improves the half-life by a factor of two. In the short-wave-infrared range, the gold dopants are both light absorption centers and recombination centers. Focusing on optoelectronic properties in the short-wave-infrared region, our results suggest that these samples are over doped—etching much of the gold dopants away has little impact on the number of excited electrons at a later time. Our results suggest that dopant profile engineering is important for building efficient optoelectronic devices using hyperdoped semiconductors.
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Rucker, Holger, Bernd Heinemann, Rainer Kurps, and Yuji Yamamoto. "Dopant Diffusion in SiGeC Alloys." ECS Transactions 3, no. 7 (December 21, 2019): 1069–75. http://dx.doi.org/10.1149/1.2355901.

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Chevallier, Jacques, François Jomard, Cecile Saguy, R. Kalish, and A. Deneuville. "Hydrogen Diffusion Mechanisms and Hydrogen-Dopant Interactions in Diamond." Advances in Science and Technology 46 (October 2006): 63–72. http://dx.doi.org/10.4028/www.scientific.net/ast.46.63.

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Electronic grade diamond is usually grown by Microwave Plasma assisted CVD from a hydrogen rich CH4/H2 mixture, hence hydrogen is likely to be incorporated during growth. It may thus affect the properties of the material. In this work, we present the state of the art on the understanding of the diffusion properties of hydrogen and of the hydrogen-dopant interactions in diamond. First, we show the existence of strong interactions between H and boron dopants in diamond. The formation of H-acceptor pairs results in the passivation of the acceptors. Further, we show that an excess of hydrogen in selected boron-doped diamond epitaxial layers can result in the creation of H and boron-containing donors with a ionization energy of 0.36 eV (about half the ionization energy of phosphorus). At 300 K, the n-type conductivity of hydrogenated borondoped diamond is several orders of magnitude higher than the conductivity of phosphorus-doped diamond. The formation process of these new donors is discussed.
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Stanis, C., O. Thomas, J. Cotte, A. Charai, F. K. LeGoues, and F. M. d’Heurle. "Dopant diffusion in silicides: Effect of diffusion paths." Journal of Vacuum Science & Technology A: Vacuum, Surfaces, and Films 10, no. 4 (July 1992): 907–11. http://dx.doi.org/10.1116/1.577693.

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26

Jäger, Wolfgang. "Diffusion and Defect Phenomena in III-V Semiconductors and their Investigation by Transmission Electron Microscopy." Diffusion Foundations 17 (July 2018): 29–68. http://dx.doi.org/10.4028/www.scientific.net/df.17.29.

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This article reviews the studies of diffusion and defect phenomena induced by high-concentration zinc diffusion in the single-crystal III-V compound semiconductors GaAs, GaP, GaSb and InP by methods of transmission electron microscopy and their consequences for numerical modelling of Zn (and Cd) diffusion concentration profiles. Zinc diffusion from the vapour phase into single-crystal wafers has been chosen as a model case for interstitial-substitutional dopant diffusion in these studies. The characteristics of the formation of diffusion-induced extended defects and of the temporal evolution of the defect microstructure correlate with the experimentally determined Zn profiles whose shapes depend on the chosen diffusion conditions. General phenomena observed for all semiconductors are the formation of dislocation loops, precipitates, voids, and dislocations and of Zn-rich precipitates in the diffusion regions. The formation of extended defects near the diffusion front can be explained as result of point defect supersaturations generated by interstitial-substitutional zinc exchange via the kick-out mechanism. The defects may act as sinks for dopants and as sources and sinks for point defects during the continuing diffusion process, thereby providing a path to establishing defect-mediated local point defect equilibria. The investigations established a consistent picture of the formation and temporal evolution of defects and the mechanisms of zinc diffusion in these semiconductors for diffusion conditions leading to high-concentration Zn concentrations. Based on these results, numerical modelling of anomalously shaped dopant concentration profiles leads to satisfactory quantitative results and yields information on type and charge states of the point defect species involved, also for near-surface Zn concentration profiles and the absence of extended defects.
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27

Gribelyuk, Michael A., Sanjay Mehta, Jeffrey B. Johnson, and Lee Kimball. "Two-dimensional dopant potential mapping in a fin field effect transistor by off-axis electron holography." Journal of Applied Physics 132, no. 4 (July 28, 2022): 045702. http://dx.doi.org/10.1063/5.0091586.

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Progress in the development of nanometer scaled Fin Field Effect Transistor (FinFET) devices is affected by a lack of understanding of relevant dopant diffusion phenomena due to limited experimental data. In particular, 2D dopant potential mapping by electron holography in 3D FinFET devices has been challenged by the overlap of electrically active fins, metal films, and dielectric films in the electron beam direction. This paper presents methodology on how to map dopant potential in modern FinFET devices. A custom-device structure was developed, which preserved all essential features of the device manufacturing process. The dopant reconstruction method is suggested to account for the presence of materials other than silicon fin between fins. A comparison of lateral dopant potential profiles with device simulations offers agreement within 0.32 V. Compositional non-uniformity of materials between fin devices is identified as the main limiting factor. A further reduction of compositional non-uniformity should allow for quantitative 2D dopant potential mapping with high sensitivity to probe the effects of dopant segregation, deactivation, and diffusion kinetics in 3D FinFET devices at the nanometer scale.
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28

Kuganathan, Navaratnarajah, Efstratia Sgourou, Yerassimos Panayiotatos, and Alexander Chroneos. "Defect Process, Dopant Behaviour and Li Ion Mobility in the Li2MnO3 Cathode Material." Energies 12, no. 7 (April 7, 2019): 1329. http://dx.doi.org/10.3390/en12071329.

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Lithium manganite, Li2MnO3, is an attractive cathode material for rechargeable lithium ion batteries due to its large capacity, low cost and low toxicity. We employed well-established atomistic simulation techniques to examine defect processes, favourable dopants on the Mn site and lithium ion diffusion pathways in Li2MnO3. The Li Frenkel, which is necessary for the formation of Li vacancies in vacancy-assisted Li ion diffusion, is calculated to be the most favourable intrinsic defect (1.21 eV/defect). The cation intermixing is calculated to be the second most favourable defect process. High lithium ionic conductivity with a low activation energy of 0.44 eV indicates that a Li ion can be extracted easily in this material. To increase the capacity, trivalent dopants (Al3+, Co3+, Ga3+, Sc3+, In3+, Y3+, Gd3+ and La3+) were considered to create extra Li in Li2MnO3. The present calculations show that Al3+ is an ideal dopant for this strategy and that this is in agreement with the experiential study of Al-doped Li2MnO3. The favourable isovalent dopants are found to be the Si4+ and the Ge4+ on the Mn site.
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29

Bodnar, O. B., I. M. Aristova, A. A. Mazilkin, A. N. Chaika, and P. Yu Popov. "Diffusion Parameters Determination by a Non-Destructive Technique with an Assumption of Mass Exchange on the Surface." Defect and Diffusion Forum 249 (January 2006): 189–92. http://dx.doi.org/10.4028/www.scientific.net/ddf.249.189.

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Theoretical base for non-destructive diffusion parameters determination technique in solids taking into account the dopant flux from the sample surface is presented. Diffusion of the nitrogen implanted in the tungsten single crystals was determined in temperature range 700–820°C. Surface concentration of nitrogen was obtained by Auger electron spectroscopy. Initial distribution of the nitrogen in subsurface region was measured by secondary-ion mass-spectroscopy. Two dopant atom fluxes found in subsurface region of the ion-implanted material are supposed to connect with the radiation damages and with the bulk diffusion mechanism.
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30

Haddara, Yaser M., Cynthia C. Lee, Jerry C. Hu, Michael D. Deal, and John C. Bravman. "Modeling Diffusion in Gallium Arsenide: Recent Work." MRS Bulletin 20, no. 4 (April 1995): 41–50. http://dx.doi.org/10.1557/s0883769400044663.

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Second to silicon (Si), the most highly developed technology for semiconductor processing exists for gallium arsenide (GaAs). Unfortunately, GaAs processing is more complex than that of Si, mainly because GaAs is a compound semiconductor. Additionally, the lack of a stable native GaAS oxide and other disadvantages relative to Si have prevented this material from expanding beyond the small niche of applications where its high intrinsic electron mobility, superior radiation hardness, and direct bandgap are essential. Adequate understanding and modeling of the process physics are important for extending the “process window” available to GaAs manufacturers and for increasing the appeal of this material. This article deals with one of the most important process events: dopant diffusion.In the next section we briefly describe device-fabrication technology and show the importance of diffusion modeling in the prediction of device characteristics. We then review some elementary diffusion mechanisms and outline the dopants that are important in GaAs-processing technology as well as the methods by which these dopants are introduced into the substrate. In subsequent sections we review the research community's current understanding of diffusion mechanisms as well as model parameters for specific dopants. Much work has been done in this field, at Stanford and by other groups, since the publication of a major review of the subject by Tan et al. in 1991. In this article, we focus on these recent contributions.
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31

PANKRATOV, E. L. "OPTIMIZATION OF DIFFUSION PROCESS FOR PRODUCTION OF SYSTEMS OF DIFFUSED-JUNCTION RECTIFIERS." International Journal of Modern Physics B 24, no. 29 (November 20, 2010): 5793–806. http://dx.doi.org/10.1142/s0217979210055597.

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It has been recently shown that difference between diffusion coefficients of dopant in layers of a multilayer structure leads to increasing of sharpness of diffusion-junction rectifier (see, for example, E. L. Pankratov, Phys. Rev. B72(7), 075201 (2005); E. L. Pankratov and B. Spagnolo, Eur. Phys. J. B 46(1), 15 (2005).), which was formed in the multilayer structure after appropriate choosing of materials of layers. It has been also shown that the difference between the diffusion coefficients also leads to increasing of homogeneity of dopant distribution in doped area. In this paper, both the effects (together increasing of sharpness of p–n-junction and increasing of homogeneity of dopant distribution) have been used to produce a system of p–n-junctions (such as bipolar transistors). Annealing time has been optimized to increase simultaneously the sharpness and the homogeneity.
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32

Portavoce, Alain, Roberto Simola, Dominique Mangelinck, Jean Bernardini, and Pascal Fornara. "Dopant Diffusion during Amorphous Silicon Crystallization." Defect and Diffusion Forum 264 (April 2007): 33–38. http://dx.doi.org/10.4028/www.scientific.net/ddf.264.33.

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We have investigated the redistribution of B during the crystallization of an amorphous Si layer homogeneously doped with P. The redistribution of B only occurs for concentrations lower than 2 × 1020 at cm−3. Crystallization leads to a non “Fickian” redistribution, allowing an abrupt interface between the regions doped and undoped with B. Once the crystallization is ended, B diffuses through the layer in the type B regime with a coefficient which is in agreement with the literature data for diffusion in polycrystalline Si. Although the P distribution is homogeneous in the entire layer, for a temperature as high as 755 °C, P diffuses towards the region the most concentrated in B. The B and P interactions are interpreted as chemical interactions.
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33

Stadler, A., T. Sulima, J. Schulze, C. Fink, A. Kottantharayil, W. Hansch, H. Baumgärtner, I. Eisele, and W. Lerch. "Dopant diffusion during rapid thermal oxidation." Solid-State Electronics 44, no. 5 (May 2000): 831–35. http://dx.doi.org/10.1016/s0038-1101(99)00287-7.

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34

Lyytik�inen, K., S. T. Huntington, A. L. G. Carter, P. McNamara, S. Fleming, J. Abramczyk, I. Kaplin, and G. Sch�tz. "Dopant diffusion during optical fibre drawing." Optics Express 12, no. 6 (2004): 972. http://dx.doi.org/10.1364/opex.12.000972.

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35

Glitzky, A., and W. Merz. "Single dopant diffusion in semiconductor technology." Mathematical Methods in the Applied Sciences 27, no. 2 (December 18, 2003): 133–54. http://dx.doi.org/10.1002/mma.447.

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36

Ahn, Jaehyun, Harry Chou, Donghyi Koh, Taegon Kim, Anupam Roy, Jonghan Song, and Sanjay K. Banerjee. "Nanoscale doping of compound semiconductors by solid phase dopant diffusion." Applied Physics Letters 108, no. 12 (March 21, 2016): 122107. http://dx.doi.org/10.1063/1.4944888.

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37

Bracht, Hartmut. "Diffusion Mechanisms and Intrinsic Point-Defect Properties in Silicon." MRS Bulletin 25, no. 6 (June 2000): 22–27. http://dx.doi.org/10.1557/mrs2000.94.

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High-purity silicon used for the growth of single crystals is a material with a high resistivity. Small traces of foreign atoms, which are mainly substitutionally dissolved on lattice sites, make the material highly conductive and therefore suitable for electronic applications. The controlled incorporation of extrinsic point defects in silicon is the main task for the production of electronic devices. Homogeneous doping is generally achieved by adding a controlled amount of the dopant element to the silicon melt. However, the fabrication of electronic devices like diodes, transistors, and complex integrated circuits requires spatially inhomogeneous dopant distributions. Control of the inhomogeneous doping profiles demanded by the considerations outlined in the article by Packan in this issue requires a detailed knowledge of the atomic mechanisms of dopant diffusion in silicon, the properties of intrinsic point defects like vacancies (V) and self-interstitials (I), and the interactions among different point defects.
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38

Pankratov, Evgeny L., and Elena A. Bulaeva. "On increasing of density of transistors in a hybrid cascaded multilevel inverter." Multidiscipline Modeling in Materials and Structures 13, no. 4 (November 13, 2017): 664–77. http://dx.doi.org/10.1108/mmms-05-2017-0041.

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Purpose The purpose of this paper is to analytically model redistribution of dopant in a heterostructure during annealing of dopant and/or radiation defects (during the modeling, the authors consider two types of infusing of the dopant: dopant diffusion and ion implantation). The authors consider a heterostructure, which consists of a substrate and an epitaxial layer. After that the authors consider doping of several specific areas to manufacture heterodiodes and heterobipolar transistors framework hybrid cascaded multilevel inverter. Design/methodology/approach Based on the modeling, the authors introduce an approach to increase density of diodes and bipolar transistors framework hybrid cascaded multilevel inverter, which has been manufactured based on the heterostructure. The approach is based on using inhomogeneity of the heterostructure and optimization of annealing of dopant and/or radiation defects. Findings The approach gives us possibility to take into account nonlinearity of considered processes. Originality/value The authors introduce an analytical approach to model diffusion and ion types of doping with account concurrent changing of parameters in space and time.
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39

Kaushalya, Ruwani, Poobalasuntharam Iyngaran, Navaratnarajah Kuganathan, and Alexander Chroneos. "Defect, Diffusion and Dopant Properties of NaNiO2: Atomistic Simulation Study." Energies 12, no. 16 (August 12, 2019): 3094. http://dx.doi.org/10.3390/en12163094.

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Sodium nickelate, NaNiO2, is a candidate cathode material for sodium ion batteries due to its high volumetric and gravimetric energy density. The use of atomistic simulation techniques allows the examination of the defect energetics, Na-ion diffusion and dopant properties within the crystal. Here, we show that the lowest energy intrinsic defect process is the Na-Ni anti-site. The Na Frenkel, which introduces Na vacancies in the lattice, is found to be the second most favourable defect process and this process is higher in energy only by 0.16 eV than the anti-site defect. Favourable Na-ion diffusion barrier of 0.67 eV in the ab plane indicates that the Na-ion diffusion in this material is relatively fast. Favourable divalent dopant on the Ni site is Co2+ that increases additional Na, leading to high capacity. The formation of Na vacancies can be facilitated by doping Ti4+ on the Ni site. The promising isovalent dopant on the Ni site is Ga3+.
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40

Law, M. E., H. Park, and P. Novell. "Theory of dopant diffusion assuming nondilute concentrations of dopant‐defect pairs." Applied Physics Letters 59, no. 26 (December 23, 1991): 3488–89. http://dx.doi.org/10.1063/1.105662.

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41

OEHME, M., and E. KASPER. "ABRUPT BORON PROFILES BY SILICON-MBE." International Journal of Modern Physics B 16, no. 28n29 (November 20, 2002): 4285–88. http://dx.doi.org/10.1142/s0217979202015273.

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Surface segregation and diffusion are the dominant mechanisms for profile smearing. However in the low temperature regime below 600°C diffusion is negligible. We investigated the dopant profile during silicon molecular beam epitaxy (MBE) in silicon (100). A method for measurement of the adlayer density of segregating dopant atoms is suggested. We utilize the results of this experiment to generate very sharp boron profiles. For the doping we use the pre-build up method with constant boron flux.
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42

Rajendran, K., and W. Schoenmaker. "Measurement and Simulation of Boron Diffusivity in Strained Si1 –xGex Epitaxial Layers." VLSI Design 13, no. 1-4 (January 1, 2001): 317–21. http://dx.doi.org/10.1155/2001/23186.

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Diffusion of boron in compressively strained Si1 –xGex alloy layers grown by rapid pressure chemical vapor deposition has been studied as a function of the composition for 0.0006 ≤ x ≤ 0.15 and annealing temperature. The comparison of the Si1 –xGex samples to the Si samples after rapid thermal and furnace annealing revealed a retarded B diffusion inside the strained Si1 –xGex layers. The influence of the Ge content on the dopant diffusion was also measured and simulated, demonstrating that the diffusion of B was found to decrease with the Ge alloy content and annealing temperature. A simple empirical expression for the B retardation is presented and incorporated into a diffusion model for dopants in heterostructures. Good agreement between the measured and simulated diffusivity that includes the model for strain and chemical effects are obtained. By comparing with experimental values, our extracted (by using experiment and simulation) B diffusivity predicted a lower value (retardation).
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43

King, J. R. "Phosphorus diffusion in silicon." European Journal of Applied Mathematics 1, no. 2 (June 1990): 151–75. http://dx.doi.org/10.1017/s0956792500000139.

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Phosphorus diffusion in silicon shows a number of anomalous effects, and we apply asymptotic methods to a model problem which includes most of these. Both constant surface concentration problems and the diffusion of implanted dopant are considered. An unusual feature of the model is the non-local dependence of the tail diffusivity on the peak concentration.
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44

Liu, Chun-Li. "Screening Beneficial Dopants to Cu Interconnect by Modeling." MRS Proceedings 677 (2001). http://dx.doi.org/10.1557/proc-677-aa7.13.

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Cu is currently being used as the new generation of advanced interconnects. Beneficial additives or dopants to Cu have been sought to improve the electromigration performance of the Cu interconnects primarily through experimental approaches [1]. As a vital alternative, we have established a virtual simulation procedure to screen the potential dopants to Cu by modeling. There are many factors such as film density, stress, stress- voiding, grain boundary defect / diffusion, interface adhesion / defect / diffusion, grain structures (texture, grain size and size distribution) and so on that can affect the electromigration. Here we assume that Cu diffusion along the grain boundaries (GBs) is the dominant mechanism that is responsible for the electromigration performance of the Cu interconnects. As schematically shown in Fig.1, if a dopant is added to Cu, most of the dopant will reside in bulk initially. In order for the dopant to play a beneficial role, it has to be able to segregate to the grain boundary. Then, the dopant is supposed to slow down Cu diffusion along the grain boundary and this can be achieved if the dopant can increase the overall activation energy of Cu grain boundary diffusion.
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45

Ural, Ant, Serene Koh, P. B. Griffin, and J. D. Plummer. "What Does Self-Diffusion Tell Us about Ultra Shallow Junctions?" MRS Proceedings 610 (2000). http://dx.doi.org/10.1557/proc-610-b4.11.

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AbstractUnderstanding the coupling between native point defects and dopants at high concentrations in silicon will be key to ultra shallow junction formation in silicon technology. Other effects, such as transient enhanced diffusion (TED) will become less important. In this paper, we first describe how thermodynamic properties of the two native point defects in silicon, namely vacancies and self-interstitials, have been obtained by studying self-diffusion in isotopically enriched structures. We then discuss what this tells us about dopant diffusion. In particular, we show that the diffusion of high concentration shallow dopant profiles is determined by the competition between the flux of mobile dopants and those of the native point defects. These fluxes are proportional to the interstitial or vacancy components of dopant and self-diffusion, respectively. This is why understanding the microscopic mechanisms of silicon self-diffusion is important in predicting and modeling the diffusion of ultra shallow dopant profiles. As an example, we show experimental data and simulation fits of how these coupling effects play a role in the annealing of shallow BF2 ion implantation profiles. We conclude that relatively low temperature furnace cycles following high temperature rapid thermal anneals (RTA) have a significant effect on the minimum junction depth that can be achieved.
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46

Ohdomari, I., K. Konuma, M. Takano, T. Chikyow, H. Kawarada, J. Nakanishi, and T. Ueno. "Dopant Redistribution During Silicide Formation." MRS Proceedings 54 (1985). http://dx.doi.org/10.1557/proc-54-63.

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ABSTRACTAfter the review of dopant redistribution phenomena observed during formation of near noble metal suicides, we describe the results of our recent experiments to get a better understanding of a mechanism of the dopant redistribution phenomenon in Si substrates. The key factors to understand the dopant redistribution are dopant segregation at the suicide/ Si interface due to lower solubility limit of dopants in suicides, enhanced diffusion of dopants into the Si substrate at much lower temperatures than the ordinary thermal diffusion, and electrical activation of the redistributed dopants. The results of As and carrier concentration measurements before and after Pd2Si formation to make clear the third factor show that the electrical activity of the redistributed As atoms in Si is strongly dependent on the initial activity before Pd2Si formation which is controlled by the temperature for the pre-annealing of As implanted Si.Shrinkage of extrinsic dislocation loops introduced by As implantation and subsequent annealing have been observed after Pd2Si formation, which is a good evidence of vacancy generation during Pd2Si formation. The role of the vacancies and interstitials on the second factor, the enhanced diffusion, has also been discussed. Finally we list a few issues to be answered in future by more detailed works in order to get a complete understanding of the redistribution phenomenon.
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47

Deal, M. D., C. J. Hu, C. C. Lee, and H. G. Robinson. "Modeling Dopant Diffusion in Gallium Arsenide." MRS Proceedings 300 (1993). http://dx.doi.org/10.1557/proc-300-365.

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ABSTRACTWe have been developing models for our process simulators, SUPREM 3.5 and SUPREM-IV, for processes used in the fabrication of GaAs devices. Our initial experiments led to relatively simple models for diffusion of common dopants in GaAs, usually dependent only on temperature and the local dopant or carrier concentration. These models were incorporated into our first GaAs simulator, SUPREM 3.5. While these simple models were adequate for some process conditions, there are many cases where anomalous diffusion occurs and these models break down. The generally accepted diffusion mechanisms for n- and p-type dopants in GaAs have been shown to be the same as, or indistinguishable from, the models used for diffusion in silicon, and are therefore compatible with the diffusion algorithms used in SUPREM-IV. These algorithms include the effects of point defects. GaAs and eight of its dopants have recently been incorporated into SUPREM-IV and we have modeled, or are attempting to model, many of the anomalous diffusion phenomena using this simulator. These phenomena include uphill diffusion of implanted dopants, time dependent diffusion, implant energy dependent diffusion, and abnormal diffusion of grown-in dopants in MBE and MOCVD material.
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48

Li, Hong-Jyh, Robin Tichy, Jonathon Ross, Jeff Gelpey, Ben Stotts, and Heather Galloway. "Dopant Diffusion Simulation in Thin-SOI." MRS Proceedings 765 (2003). http://dx.doi.org/10.1557/proc-765-d5.8.

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AbstractAs the top Si layer is thinned, the dopants' diffusion in the confined Si layer in SOI wafer with respect to different thermal treatments needs to be better understood. Boron, BF2 with/without Ge pre-amorphization were implanted into bulk Si and SOI wafers with 530 Å Si and 1475A BOX. Samples were annealed using both spike (Impulse) anneal and Flash anneal. Simulations of dopant diffusion is used to resolve apparent differences in dopant profiles that resulted for SOI in contrast with bulk Si samples. Result suggests that the implantation damage difference between SOI and bulk Si makes the B diffusion in SOI higher than in bulk Si.
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49

Tischler, M. A., and T. F. Kuech. "Incorporation and Diffusion of P-Type Dopants for Metal Organic Vapor Phase Epitaxy." MRS Proceedings 144 (1988). http://dx.doi.org/10.1557/proc-144-91.

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ABSTRACTThe control of p-type dopants is very important in producing high performance minority carrier devices such as heterojunction bipolar transistors (HBT) and lasers. In this study, an electrical characterization technique is described which is very sensitive to the p-type dopant profile in a heterojunction. Both the placement of the dopant, i.e. the as-grown profile, and thermal diffusion effects have been investigated. The factors which control the initial placement and subsequent diffusion of the dopant species have been determined and used to produce device-quality GaAs/Al0.30Ga0.70As p+/n heterojunctions.
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50

d'Heurle, F. M., A. E. Michel, F. K. LeGoues, G. Scilla, J. T. Wetzel, and P. Gas. "Dopant Diffusion in TiSi2." MRS Proceedings 77 (1986). http://dx.doi.org/10.1557/proc-77-333.

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ABSTRACTDopant elements, B and Ga, P, As and Sb, and Ge as well, have been implanted into thick (350–400 nm) layers of TiSi2 prepared by Ti-Si reaction. Both B and Sb appear to be immobile, this behavior is thought to result from very small solid solubilities, rather than from very small diffusion coefficients. The other elements display about the same behavior, with detectable grain boundary diffusion at temperatures as low as 600°C, and lattice diffusion becoming considerable at 750°C, so that with the cooperation of both phenomena almost complete homogenisation of these relatively thick layers occurs in 30 minutes at 800°C. Germanium is used in lieu of a Si radioactive tracer because it can be analyzed by Secondary Ion Mass Spectroscopy. Its behavior is thought to imply that there is little equilibrium adsorption of the dopant elements at the Si/TiSi2 interface. The comparable values of the diffusion coefficients for the mobile elements confirm the anticipation that the dopants move as substitutional atoms on the Si sublattice. Results obtained with some samples implanted with both dopant and Ti indicate that in these silicon-saturated suicide layers the diffusion process is not significantly affected by small changes in stoichiometry.
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