Titlebook: Mathematical Modeling and Computational Tools; ICACM 2018, Kharagpu Somnath Bhattacharyya,Jitendra Kumar,Koeli Ghoshal Conference proceedin

Injunction

Dynamical System Theory of Flow Instability Using the Impulse and the Frequency Response Approachesexperiments. The zero-pressure-gradient (ZPG) boundary layer is analyzed to find complementary aspects of these approaches. The drawbacks of instability study are in formulating it as a homogeneous system. Another difficulty for the instability is in classifying it for either temporal or spatial gro

Aviary

饑荒

Mixed Convection in a Lid-Driven Inclined Cavity with Discrete Heater on the Lower Wallveloped numerically. A heater is placed at the middle of the bottom wall whereas the upper wall, moving horizontally at a constant speed, is maintained at a lessened temperature. Governing discretized equations are solved by applying the finite volume method with a pressure correction-based SIMPLE a

accessory

Discrete Prey–Predator Model with Square Root Functional Response Under Imprecise Biological Parametrridor of the herd of the prey. Due to the unavailability of numerical information of the biological parameters, we consider the model with interval parameters in the parametric functional form. The existence and stability of the proposed model are analyzed. We give a flip bifurcation analysis and c

使習(xí)慣于

Comparison of Explicit and Implicit Finite Difference Schemes on Diffusion Equationquations are useful tools for mathematical modeling. A few problems can be solved analytically, whereas difficult boundary value problem can be solved by numerical methods easily. A very popular numerical method known as finite difference methods (explicit and implicit schemes) is applied expansivel

Apogee

Numerical Solution of Space and Time Fractional Advection–Diffusion Equation by Meshless Approachical advection–diffusion equation (ADE) by substituting the space and time derivatives with a generalized Caputo fractional derivative. Moreover, we have proposed novel discretization for space and time using radial basis functions and Chebyshev polynomials, respectively. The proposed scheme is trul

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ta used for the chapters in this book were collected within the Cranfield Network on European Human Resource Management (Cranet-E). What was originally called the Price Water-house Cranfield Project and began in 1989 with five countries is now a research network consisting of 20 European and five no

陳舊

incubus

徹底明白