Titlebook: Recent Trends in Wave Mechanics and Vibrations; Select Proceedings o S. Chakraverty,Paritosh Biswas Conference proceedings 2020 Springer Na

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Love Type Surface Waves in Curved Layers,space has been considered. The variable separable and WKB methods are applied to solve the motion of differential equation of Love type surface waves propagation along with curved layer. Both the effects of two curvature of radii of curved layers which along and perpendicular to the propagation dire

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Numerical Solution of Fuzzy Stochastic Volterra-Fredholm Integral Equation with Imprecisely Definedlity distributions are considered. Accordingly, the stochastic mechanics problems govern by stochastic differential equations followed by Markov process. However, the observation still lacks some sort of uncertainties, which are important but ignored. These imprecise uncertainties involved in the va

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Characterization of Geometrical Complexity of the Landscape Patches Using Fractional Dimension,ructure while the individual patch provides the geometrical complexity that can be obtained using the modified definition of fractal dimension. Here we have considered north-western part of Orissa, India as the sampled landscape. The fractal dimension as obtained from linear regression method indica

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Transverse Vibrations of an Axially Travelling String,erage value. Applying direct perturbation method (MMS), an analytical solution is found. An analysis of principal parametric resonances is carried out when changing frequency of the axial velocity is zero, close to zero and twice the natural frequency. Mathematical analysis is carried out to determi

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Structural Parameter Identification Using Interval Functional Link Neural Network, The structural parameters are identified using the response of the structure with both ambient and forced vibration. Here interval functional link neural network has been used to train interval data. The polynomials used in the functional link are Chebyshev polynomial. Different degrees of Chebyshe

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Traveling Wave Solutions of Some Nonlinear Physical Models by Using ,-expansion Method,tion (GE), and Regularized long-wave equation (RLWE). This technique is straight forward and gives more new general solutions and various types of periodic and wave solutions, which were derived. We choose this method as it is straight, brief, elementary and compelling, and in agreement with many ot

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Control of Inherent Vibration of Flexible Robotic Systems and Associated Dynamics, in the system. The vibration, so referred, is completely built-in type and thus it is designed invariant. By nature, the vibration in FRS is self-propagating and does not follow analytical modeling and rule-base in all applications. The asynchronous data fusion, emanating out of FRS is a challengin