Commenced in January 2007
Frequency: Monthly
Edition: International
Paper Count: 2
Search results for: N. Viswanadham
2 Catalytic Conversion of Biomass Derived Intermediates into Gasoline
Authors: Sandeep K. Saxena, N. Viswanadham, Ala’a H. Al-Muhtaseb
Abstract:
In an attempt to facilitate effective conversion of biomass derived products into gasoline rich in aromatics and iso-paraffins, various zeolite catalysts with special features such as nano crystallite size and acidity has been synthesized and evaluated. The catalyst (NZ) exhibits highest gasoline yield of about 74wt% with aromatics and iso-paraffins as major components. The product measures Research Octane Number (RON) of about 95, which is desirable for the gasoline specifications. Moreover, considerable amount of the Liquefied Petroleum Gas (LPG) (15wt%) and light olefins (14wt%) are also formed as bi-product that adds value to the process. The study reveals the effective conversion of bio- ethanol to high-octane gasoline.Keywords: biomass, ethanol, acetone, gasoline, zeolite
Procedia PDF Downloads 4461 Collocation Method for Coupled System of Boundary Value Problems with Cubic B-Splines
Authors: K. N. S. Kasi Viswanadham
Abstract:
Coupled system of second order linear and nonlinear boundary value problems occur in various fields of Science and Engineering. In the formulation of the problem, any one of 81 possible types of boundary conditions may occur. These 81 possible boundary conditions are written as a combination of four boundary conditions. To solve a coupled system of boundary value problem with these converted boundary conditions, a collocation method with cubic B-splines as basis functions has been developed. In the collocation method, the mesh points of the space variable domain have been selected as the collocation points. The basis functions have been redefined into a new set of basis functions which in number match with the number of mesh points in the space variable domain. The solution of a non-linear boundary value problem has been obtained as the limit of a sequence of solutions of linear boundary value problems generated by quasilinearization technique. Several linear and nonlinear boundary value problems are presented to test the efficiency of the proposed method and found that numerical results obtained by the present method are in good agreement with the exact solutions available in the literature.Keywords: collocation method, coupled system, cubic b-splines, mesh points
Procedia PDF Downloads 208