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New Configurations of the Fuzzy Fractional Differential Boussinesq Model with Application in Ocean Engineering and Their Analysis in Statistical Theory

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Computer Modeling in Engineering & Sciences 2023年第11期137卷 1573-1611页

作者： Yu-Ming Chu SaimaRashid Shazia Karim anam sultan Department of Mathematics Huzhou UniversityHuzhou313000China Department of Mathematics Government College UniversityFaisalabad38000Pakistan Department of Basic Sciences and Humanities UET LahoreFaisalabad CampusLahorePakistan

The fractional-order Boussinesq equations(FBSQe)are investigated in this work to see if they can effectively improve the situation where the shallow water equation cannot directly handle the dispersion *** fuzzy forms of analytical FBSQe solutions are first derived using the Adomian decomposition *** also occurs on the sea floor as opposed to at the functionality.A set of dynamical partial differential equations(PDEs)in this article exemplify an unconfined aquifer flow *** can accurately simulate climatological intrinsic waves,so the ripples are spread across a large demographic *** Aboodh transform merged with the mechanism of Adomian decomposition is implemented to obtain the fuzzified FBSQe in R,R^(n) and(2nth)-order involving generalized Hukuhara *** to the system parameter,we classify the qualitative features of the Aboodh transform in the fuzzified Caputo and Atangana-Baleanu-Caputo fractional derivative formulations,which are addressed in *** illustrations depict a comparison analysis between the both fractional operators under gH-differentiability,as well as the appropriate attributes for the fractional-order and unpredictability factorsσ∈[0,1].A statistical experiment is conducted between the findings of both fractional derivatives to prevent changing the hypothesis after the results are *** on the suggested analyses,hydrodynamic technicians,as irrigation or aquifer quality experts,may be capable of obtaining an appropriate storage intensity amount,including an unpredictability threshold.

关键词： Fuzzy set theory aboodh transform adomian decomposition method boussinesq equation fractional derivative operators analysis of variance test

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Plantlets Regeneration via Somatic Embryogenesis from the Nucellus Tissues of Kinnow Mandarin (Citrus reticulata L.)

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American Journal of Plant Sciences 2016年第6期7卷 798-805页

作者： Mubashir Hussain Naveed Iqbal Raja Muhammad Iqbal anam Iftikhar Huma Mehreen Sadaf Sidra Sabir Muhammad Asim sultan Muhammad Nasim Ashraf Faz Department of Botany PMAS Arid Agriculture University Rawalpindi Pakistan Department of Botany University of Sargodha Sargodha Pakistan Department of Botany Government College University Faisalabad Pakistan

Studies were initiated to explore the role of nucellus tissues and growth regulators in plantlets regeneration via somatic embryogenesis of Kinnow mandarin [Citrus reticulata L. (Blanco)]. Nucellus tissues were cultured on MS medium supplemented with different concentrations and combinations of auxins, cytokinins and malt extract for primary callus induction. The best response for primary callus induction (90%) was obtained when MS medium was supplemented with 5 mg/l 2,4-D and 500 mg/l malt extract. Best results for embryogenic callus induction (80%) were obtained in C8 medium. The induction of somatic embryos was highest when MS medium was supplemented with 1 mg/l BAP and maturation of somatic embryos occurred when MS medium was supplemented with 5 mg/l 2,4-D and 1 mg/l BAP. Maximum plantlets were regenerated (92%) from the somatic embryos on half strength MS medium with no hormones. The plantlets were successfully acclimatized in different potting mixtures and highest survival rate (100%) was achieved in potting mixture containing sand and peat moss (2:1).

关键词： Tissue Culture MS Media Citrus Nucellus Tissue Callogenesis Somatic Embryos

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