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Institution

Applied Science Private University

EducationAmman, Jordan
About: Applied Science Private University is a education organization based out in Amman, Jordan. It is known for research contribution in the topics: Population & Catalysis. The organization has 4124 authors who have published 5299 publications receiving 116167 citations.


Papers
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Journal ArticleDOI
TL;DR: In this paper, the effect of homogenization on the microstructure and hot workability of two dilute Al-Fe-Si alloys was investigated using optical microscopy, SEM, EBSD, electrical conductivity measurements and hot compression testing.
Abstract: The effect of the homogenization treatment on the microstructure and hot workability of two dilute Al–Fe–Si alloys was investigated using optical microscopy, SEM, EBSD, electrical conductivity measurements and hot compression testing. Homogenization promoted the phase transformation from the metastable AlmFe or α-AlFeSi phase to the Al3Fe equilibrium phase and induced a significant change in solute levels in the solid solution. The AlmFe dissolved and transformed completely at 550 °C in both alloys. The α-AlFeSi was transformed at 590 °C in the low Si alloy (Al–0.3Fe–0.1Si), whereas it began to decompose and transform to Al3Fe at 630 °C in the high Si alloy (Al–0.3Fe–0.25Si). The flow stress behavior of dilute Al-Fe-Si alloys was primarily controlled by the amount of Fe and Si in the solid solution. Homogenization at 550 °C significantly reduced the solid solution levels due to the elimination of the supersaturation originating from the cast ingot and produced the lowest flow stress under all of the deformation conditions studied. An increase in the homogenization temperature from 550 to 630 °C increased the flow stress by 10–23% and 15–45% for the low Si alloy and the high Si alloy, respectively, over the range of deformation conditions examined. An increase in the silicon level from 0.10% to 0.25% raised the overall flow stresses by 4–11% due to increased solute levels for given homogenization conditions.

36 citations

Journal ArticleDOI
TL;DR: The new 3D-QSAR analysis, namely, docking-based comparative intermolecular contacts analysis (dbCICA), was used to validate docking configurations performed on a group of GKAs within GK binding site to validate consistency of docking.
Abstract: Glucokinase (GK) is involved in normal glu- cose homeostasis and therefore it is a valid target for drug design and discovery efforts. GK activators (GKAs) have excellent potential as treatments of hyperglycemia and diabetes. The combined recent interest in GKAs, together with docking limitations and shortages of docking valida- tion methods prompted us to use our new 3D-QSAR ana- lysis, namely, docking-based comparative intermolecular contacts analysis (dbCICA), to validate docking configu- rations performed on a group of GKAs within GK binding site. dbCICA assesses the consistency of docking by assessing the correlation between ligands' affinities and their contacts with binding site spots. Optimal dbCICA models were validated by receiver operating characteristic curve analysis and comparative molecular field analysis. dbCICA models were also converted into valid pharma- cophores that were used as search queries to mine 3D structural databases for new GKAs. The search yielded several potent bioactivators that experimentally increased GK bioactivity up to 7.5-folds at 10 lM.

36 citations

Journal ArticleDOI
TL;DR: In this article, an inexact piecewise quadratic programming (IPQP) model was developed through coupling piecewise linear regression with interval linear programming to handle both nonlinearity and uncertainty.
Abstract: In practical waste management systems, most relationships among different system components are nonlinear in nature. Effects of economies-of-scale can often bring about such nonlinearity in objective functions within an inexact optimization framework. To handle both nonlinearity and uncertainty, an inex act piecewise quadratic programming (IPQP) model was developed through coupling piecewise linear regression with interval linear programming. In IPQP, uncertainties expressed as intervals for transportation/operation costs, treatment capacities, waste generation rates, waste flows/amounts were reflected; a more accurate approximation for nonlinearities reflecting effects of economies-o f-scale between unit transportation costs and waste flows as well as between unit operation costs and waste treatment amounts were provided. An interactive algorithm was designed for solving IPQP. IPQP was applied to a hypothesis case of waste allocation planning and compared with a conventional inexact quadratic programming model (IQP). The results indicated that, in the investigated waste allocation system, the optimized waste flows from the districts to the waste treatment facilities (WTFs) and the optimized waste treatment amounts in WTFs had no significant differences between both models. However, most of unit transportation costs or unit operation costs in IPQP were less than those in IQP, which finally contributed to a lower net system costs in IPQP than IQP. Th is implied that the often ignored effects of economies-of-scale should be considered accurately in the real-world waste management system to obtain lower costs. Strategies to balance the tradeoff between approximation accuracy and computational complexity for IPQP were also discussed.

36 citations

Journal ArticleDOI
TL;DR: In this paper, solar radiation data computerly measured at Amman, Jordan was used to verify the performance accuracy of two models for estimation of global radiation on tilted surfaces, which are the isotropic model and Hay's anisotropic model.

36 citations

Journal ArticleDOI
TL;DR: This procedure of detecting invariance is directly applied for the identification of total or partial symmetry of a switching function whose variables of symmetry may be either all unprimed (or all primed), mixed, or of multiform nature.
Abstract: This note presents a method for identifying total or partial symmetry of switching functions based on the application of the principle of residue test by numerical methods. The invariance of a switching function under a single interchange of two variables can be readily detected from the equality of some of the residues of expansion about these two variables. This procedure of detecting invariance is directly applied for the identification of total or partial symmetry of a switching function whose variables of symmetry may be either all unprimed (or all primed), mixed, or of multiform nature.

36 citations


Authors

Showing all 4150 results

NameH-indexPapersCitations
Hua Zhang1631503116769
Menachem Elimelech15754795285
Yu Huang136149289209
Dmitri Golberg129102461788
Andrea Carlo Marini123123672959
Dionysios D. Dionysiou11667548449
Liyuan Han11476665277
Shunichi Fukuzumi111125652764
John A. Stankovic10955951329
Judea Pearl10751283978
Feng Wang107113664644
O. C. Zienkiewicz10745571204
Jeffrey I. Zink9950942667
Kazuhiro Hono9887833534
Robert W. Boyd98116137321
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Performance
Metrics
No. of papers from the Institution in previous years
YearPapers
20239
202255
2021599
2020473
2019404
2018355