Vol 9 Issue 1 April 2021-September 2021

Abstract: Adsorption Characteristics of basic dye (Basic Blue 17) using fruit waste obtained from juice processing industry was studied. The adsorption equilibrium capacity of basic dye onto the fruit waste increased with increasing initial pH and with increasing temperature of the solution. Adsorption equilibrium of basic dye onto the adsorbent could be represented by Langmuir isotherm equation. The kinetic data were fitted to the pseudo second order and Elovich models. Thermodynamic parameters such as change in the free energy, the enthalpy and the entropy were also evaluated. Desorption studies of dye in organic acid suggest that the adsorption of basic dye onto fruit waste involves chemisorption mechanism. The adsorbent material could be employed as low cost adsorbent as alternative material to commercial activated carbon for the removal of Basic blue 17.

Keywords: Adsorption, Fruit waste, Basic blue 17, Adsorption Isotherm, Equilibrium Kinetics and Thermodynamic parameters, Intra particle study, Desorption.

Title: LOW COST ADSORBENT FOR THE REMOVAL OF BASIC BLUE 17 FROM AQUEOUS SOLUTION

Author: Dr. P. PARIMALA DEVI

International Journal of Mathematics and Physical Sciences Research  

ISSN 2348-5736 (Online)

Research Publish Journals

Abstract: The global aim of the proposal is to evaluate the utility and effective of hyperoxygenation water against hepatocellular carcinoma ( HCC ) and introducing unique technique for treatment of hepatocellular carcinoma through reoxygenation of tumor by dissolved oxygen in water and increasing alkalinity and also testing against viruses specific corona virus and c virus

Keywords: hepatocellular carcinoma, oxygen, coronavirus, c virus.

Title: Treating cancer and viruses by dissolved oxygen in water and alkalinity increasing

Author: Dr. Makhlouf Mahmoud Makhlouf

International Journal of Mathematics and Physical Sciences Research  

ISSN 2348-5736 (Online)

Research Publish Journals

Abstract: Fractional calculus is widely used in many scientific fields. This paper uses a new method to study fractional integral calculus. Based on the Jumarie type of modified Riemann-Liouville (R-L) fractional derivative, we make use of a new multiplication and some techniques include integration by parts for fractional calculus to solve some problems of fractional integral. The modified Jumarie’s R-L fractional derivative is closely related to classical calculus, which can make the fractional derivative of constant function to zero. Seven kinds of special fractional integral problems are provided, and the results we obtained are the generalizations of classical integral problems. Furthermore, Mittag-Leffler function plays an important role in this study, which is similar to the exponential function in traditional calculus. On the other hand, several examples are given to illustrate our results. 

Keywords: Jumarie type of modified R-L fractional derivative, New multiplication, Integration by parts for fractional calculus, Problems of fractional integral, Mittag-Leffler function.

Title: A New Approach to Study Fractional Integral Problems

Author: Chii-Huei Yu

International Journal of Mathematics and Physical Sciences Research  

ISSN 2348-5736 (Online)

Research Publish Journals

Abstract: The field of Mathematics has managed to achieve unprecedented success across many fields. One of the most useful topics is clique, it has many potential applications especially in bioinformatics. Clique applications are becoming useful more and more nowadays. Many algorithms for finding cliques have been studied and being applied. In this article, we attempt to address the facts and wonders of reducing the procedure of finding cliques. We describe how to reduce the way of multiplying the rows and columns of matrices which is mostly boring to calculate.

Keywords: Clique, graph theory, directed graph, undirected graph, vertex, series, maximal subset, symmetric matrix.

Title: THE HARD AND EASY WAY TO DETERMINE CLIQUE (A comparative Review)

Author: Azizullah Paeyndah and Adela Murid

International Journal of Mathematics and Physical Sciences Research  

ISSN 2348-5736 (Online)

Research Publish Journals