FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W4221001044> ?p ?o ?g. }

• W4221001044 endingPage "e00667" @default.
• W4221001044 startingPage "e00667" @default.
• W4221001044 abstract "The present article is an investigation on the physical and mechanical properties of cubic inverse carbides and nitrides perovskites by means of data mining; an excellent method for examining and discovering hidden knowledge within data. The goal of the data mining technique is to detect and classify the consequences of existing property relationships and discover the implicit, yet meaningful, relationship between the data set elements locating the correlations between the properties of materials. Multivariate modeling methods, such as principal component analysis (PCA) and partial least squares regression (PLS) are used to present the investigation findings. In this study, we refer to multivariate PCA and PLS methods to predict a robust model of a lattice constant in a cubic inverse carbide and nitride perovskite having the formula ABX3 based on the atomic radius of the different species. Data mining is an ideal approach to extract the most possible information from the available data. Also, we present a data mining approach in order to predict new ultra hard coatings materials and another approach to predict which compounds among inverse perovskites possess the potential to achieve high hardness and fracture toughness for applications as a thermal barrier coating. These results may serve as a map for the design of inverse perovskite-related new multilayer ultra-hard coating materials." @default.
• W4221001044 created "2022-04-03" @default.
• W4221001044 creator A5019343900 @default.
• W4221001044 creator A5025788852 @default.
• W4221001044 creator A5026792559 @default.
• W4221001044 creator A5035391053 @default.
• W4221001044 creator A5056789881 @default.
• W4221001044 creator A5058913548 @default.
• W4221001044 date "2022-06-01" @default.
• W4221001044 modified "2023-10-14" @default.
• W4221001044 title "The use of principal component analysis (PCA) and partial least square (PLS) for designing new hard inverse perovskites materials" @default.
• W4221001044 cites W1487216078 @default.
• W4221001044 cites W1537834970 @default.
• W4221001044 cites W1543913999 @default.
• W4221001044 cites W1639352382 @default.
• W4221001044 cites W1669335044 @default.
• W4221001044 cites W1674105132 @default.
• W4221001044 cites W173925203 @default.
• W4221001044 cites W1875161738 @default.
• W4221001044 cites W1957039784 @default.
• W4221001044 cites W1966876444 @default.
• W4221001044 cites W1967213392 @default.
• W4221001044 cites W1967482181 @default.
• W4221001044 cites W1968584854 @default.
• W4221001044 cites W1968672534 @default.
• W4221001044 cites W1968708542 @default.
• W4221001044 cites W1968967162 @default.
• W4221001044 cites W1969764198 @default.
• W4221001044 cites W1970502913 @default.
• W4221001044 cites W1970738851 @default.
• W4221001044 cites W1972776617 @default.
• W4221001044 cites W1972881103 @default.
• W4221001044 cites W1973560723 @default.
• W4221001044 cites W1974657566 @default.
• W4221001044 cites W1976129753 @default.
• W4221001044 cites W1976538054 @default.
• W4221001044 cites W1977327037 @default.
• W4221001044 cites W1977701538 @default.
• W4221001044 cites W1978011117 @default.
• W4221001044 cites W1979623682 @default.
• W4221001044 cites W1980580963 @default.
• W4221001044 cites W1983763516 @default.
• W4221001044 cites W1984013910 @default.
• W4221001044 cites W1984389479 @default.
• W4221001044 cites W1984638245 @default.
• W4221001044 cites W1985129541 @default.
• W4221001044 cites W1986173863 @default.
• W4221001044 cites W1987118958 @default.
• W4221001044 cites W1987752039 @default.
• W4221001044 cites W1988546907 @default.
• W4221001044 cites W1989299523 @default.
• W4221001044 cites W1989638104 @default.
• W4221001044 cites W1989709140 @default.
• W4221001044 cites W1990085065 @default.
• W4221001044 cites W1990181966 @default.
• W4221001044 cites W1992278384 @default.
• W4221001044 cites W1993871946 @default.
• W4221001044 cites W1995671211 @default.
• W4221001044 cites W1997502281 @default.
• W4221001044 cites W1999585798 @default.
• W4221001044 cites W2002035944 @default.
• W4221001044 cites W2003076314 @default.
• W4221001044 cites W2006056956 @default.
• W4221001044 cites W2006718563 @default.
• W4221001044 cites W2007863253 @default.
• W4221001044 cites W2008221167 @default.
• W4221001044 cites W2008415031 @default.
• W4221001044 cites W2010666309 @default.
• W4221001044 cites W2011094579 @default.
• W4221001044 cites W2011824342 @default.
• W4221001044 cites W2012551975 @default.
• W4221001044 cites W2016653970 @default.
• W4221001044 cites W2017721969 @default.
• W4221001044 cites W2017902424 @default.
• W4221001044 cites W2018343072 @default.
• W4221001044 cites W2018755945 @default.
• W4221001044 cites W2018954870 @default.
• W4221001044 cites W2020165969 @default.
• W4221001044 cites W2022631839 @default.
• W4221001044 cites W2024889625 @default.
• W4221001044 cites W2025186110 @default.
• W4221001044 cites W2027133597 @default.
• W4221001044 cites W2032455723 @default.
• W4221001044 cites W2033491113 @default.
• W4221001044 cites W2033707158 @default.
• W4221001044 cites W2034183626 @default.
• W4221001044 cites W2037663477 @default.
• W4221001044 cites W2039758566 @default.
• W4221001044 cites W2039758910 @default.
• W4221001044 cites W2039794183 @default.
• W4221001044 cites W2040796732 @default.
• W4221001044 cites W2041252986 @default.
• W4221001044 cites W2042275980 @default.
• W4221001044 cites W2043287024 @default.
• W4221001044 cites W2045979429 @default.
• W4221001044 cites W2047269532 @default.
• W4221001044 cites W2048888672 @default.
• W4221001044 cites W2049959659 @default.

• next