FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W1849689191> ?p ?o ?g. }

• W1849689191 endingPage "167" @default.
• W1849689191 startingPage "143" @default.
• W1849689191 abstract "This chapter provides an overview of the current practice of modeling melt and solution crystal growth processes. The continuum transport equations describing these systems are reviewed, numerical solution strategies are outlined, and the special modeling challenges posed by the crystal growth are discussed. At a microscopic scale of tens of nanometers or less, ab initio molecular dynamics (MD) methods are employed to study the atomic behavior of crystallization. Molecular dynamics methods based on classical potentials are able to compute for much larger ensembles and longer time scales. To simulate even larger length scales and longer time scales, the kinetic Monte Carlo (KMC) method can be applied to many systems. On a macroscopic scale of tens of microns and larger, the continuum methods can be applied to describe the physical phenomena. There are various phenomena associated with the crystal growth that can occur on a “meso-scale”, comprising hundreds of nanometer to tens of microns and occurring over long time scales. In the case of bulk crystal growth, modeling directly connects the processing conditions to the outcomes. Since bulk crystals are usually incorporated into the electronic, optical, or optoelectronic devices, the outcome is measured in terms of the crystal properties relevant to these devices." @default.
• W1849689191 created "2016-06-24" @default.
• W1849689191 creator A5015740563 @default.
• W1849689191 creator A5044869178 @default.
• W1849689191 date "2004-01-01" @default.
• W1849689191 modified "2023-10-15" @default.
• W1849689191 title "Modeling of Crystal Growth Processes" @default.
• W1849689191 cites W1626533966 @default.
• W1849689191 cites W1963604687 @default.
• W1849689191 cites W1967432976 @default.
• W1849689191 cites W1970052643 @default.
• W1849689191 cites W1972928271 @default.
• W1849689191 cites W1973523346 @default.
• W1849689191 cites W1974086375 @default.
• W1849689191 cites W1979560958 @default.
• W1849689191 cites W1981220107 @default.
• W1849689191 cites W1982205346 @default.
• W1849689191 cites W1991443006 @default.
• W1849689191 cites W1991971379 @default.
• W1849689191 cites W1992744169 @default.
• W1849689191 cites W1993530673 @default.
• W1849689191 cites W1993686291 @default.
• W1849689191 cites W1996761158 @default.
• W1849689191 cites W1998443398 @default.
• W1849689191 cites W2000194797 @default.
• W1849689191 cites W2001714080 @default.
• W1849689191 cites W2002109687 @default.
• W1849689191 cites W2005823105 @default.
• W1849689191 cites W2007509042 @default.
• W1849689191 cites W2008109820 @default.
• W1849689191 cites W2013308498 @default.
• W1849689191 cites W2016632717 @default.
• W1849689191 cites W2016916202 @default.
• W1849689191 cites W2020632905 @default.
• W1849689191 cites W2023248330 @default.
• W1849689191 cites W2023484359 @default.
• W1849689191 cites W2024024894 @default.
• W1849689191 cites W2024278863 @default.
• W1849689191 cites W2029398618 @default.
• W1849689191 cites W2029590394 @default.
• W1849689191 cites W2031010966 @default.
• W1849689191 cites W2032557175 @default.
• W1849689191 cites W2032699489 @default.
• W1849689191 cites W2033100597 @default.
• W1849689191 cites W2033513676 @default.
• W1849689191 cites W2033939391 @default.
• W1849689191 cites W2041020462 @default.
• W1849689191 cites W2041571383 @default.
• W1849689191 cites W2043650409 @default.
• W1849689191 cites W2044613600 @default.
• W1849689191 cites W2045309954 @default.
• W1849689191 cites W2047454324 @default.
• W1849689191 cites W2047972549 @default.
• W1849689191 cites W2048739694 @default.
• W1849689191 cites W2049637827 @default.
• W1849689191 cites W2050314899 @default.
• W1849689191 cites W2053229574 @default.
• W1849689191 cites W2059702140 @default.
• W1849689191 cites W2060626342 @default.
• W1849689191 cites W2060984323 @default.
• W1849689191 cites W2062155033 @default.
• W1849689191 cites W2067631138 @default.
• W1849689191 cites W2068902698 @default.
• W1849689191 cites W2072537595 @default.
• W1849689191 cites W2073561183 @default.
• W1849689191 cites W2073897969 @default.
• W1849689191 cites W2077091368 @default.
• W1849689191 cites W2077229134 @default.
• W1849689191 cites W2079929449 @default.
• W1849689191 cites W2088648251 @default.
• W1849689191 cites W2090311127 @default.
• W1849689191 cites W2092452405 @default.
• W1849689191 cites W2094274214 @default.
• W1849689191 cites W2099378027 @default.
• W1849689191 cites W2110799538 @default.
• W1849689191 cites W2112729030 @default.
• W1849689191 cites W2140153041 @default.
• W1849689191 cites W2141725054 @default.
• W1849689191 cites W2162235998 @default.
• W1849689191 cites W2162573200 @default.
• W1849689191 cites W2164091734 @default.
• W1849689191 cites W2165377591 @default.
• W1849689191 cites W2170882539 @default.
• W1849689191 cites W4240883847 @default.
• W1849689191 doi "https://doi.org/10.1016/b978-044451386-1/50008-8" @default.
• W1849689191 hasPublicationYear "2004" @default.
• W1849689191 type Work @default.
• W1849689191 sameAs 1849689191 @default.
• W1849689191 citedByCount "10" @default.
• W1849689191 countsByYear W18496891912015 @default.
• W1849689191 crossrefType "book-chapter" @default.
• W1849689191 hasAuthorship W1849689191A5015740563 @default.
• W1849689191 hasAuthorship W1849689191A5044869178 @default.
• W1849689191 hasConcept C105795698 @default.
• W1849689191 hasConcept C11135259 @default.
• W1849689191 hasConcept C121332964 @default.
• W1849689191 hasConcept C121864883 @default.
• W1849689191 hasConcept C135889238 @default.

• next