... geometry licht coefficient artificial intelligence simulated result eric rupert stephen licht compliance simulation soft gripper design inlet nozzle polynomial gripper regression experiment validation Proceedings of the Thirty-fourth (2024) International Ocean and Polar...

... ABSTRACT The Harmonic Polynomial Cell (HPC) method is a recently proposed efficient and accurate method for solving the Laplace equation, which represents the velocity potential by a linear superposition of a set of complete harmonic polynomials within each cell to solve the potential flow...

.... Various fixed and floating offshore wind concepts are shown in Fig. 1. social responsibility subsea system constraint polynomial mooring system proxy model extensible section coefficient offshore wind turbine wave height sustainability wind energy load case fairlead tension surge...

... numerical algorithms based on integration along complex contours have been developed for numerical computations with an absolute error of order 10 −8 . Furthermore, the formulation is designed that the depth-effect functions are fully smooth varying and then approximated by Chebychev polynomials. Not only...

... that once coefficients in a polynomial equation are determined by training, validating and testing data, the forecast can be done by manually solving the polynomial equation. The study uses three different global wave forecast data for inputs produced by JMA, NOAA and ECMWF, and observation data for outputs...

... of rolling body. is the displacement of the body and is the heeling arm dependent on the roll angle. Following the generally accepted assumption (Lewandowski, 2011), the nonlinear roll damping and restoring moment was assumed to be the form of simple polynomials; second order for the roll angular velocity...

... polynomial multiple specimen method equation fracture mechanics bs 8571 mechanics pure tension numerical result specimen hydraulic fracturing proceedings calculation analytical solution deep crack geometry function shen specimen method Corrected Stress Intensity Factor for BS 8571 Single...

... and frequency resolution problems of the Fourier-based methods. dominant frequency vibration riser stft prony series frequency resolution prony-ss method decomposition prony-based method matrix eigenvalue coefficient viv signal prony time-frequency analysis equation polynomial variance...

... at crack front in the complex structures. complex structure sif analytical solution evaluation calculation stress distribution toe crack elliptical crack surface crack fe analysis stress intensity factor polynomial coefficient fe mesh traction loading finite element artificial...

... requires the discretization of whole closed boundaries, which increase the storage requirement for computation and calculation time is proportional to the squared number of unknowns. subsea system th isope conference free-free beam mode equation bottom 1 polynomial incident wave chebyshev...

... ABSTRACT Based on the basic theory of oscillating fluid mechanics, mathematical models of unsteady, incompressible, viscous vibrating flow are established. According to parametric polynomial method, the expressions for differential coefficients of velocity and pressure in flow are derived...

...-dimensional polynomials as Ritz functions. The twisting moments and shear forces are observed to violate the natural boundary conditions and contain "oscillations". The use of Chebyshev polynomials and trigonometric series as Ritz functions do not solve the problem. Penalty functionals enable the stress...

... studies have attempted to establish the wave height distribution using either a linear wave assumption or narrow banded spectrum one. experimental data spectrum occurrence probability height distribution order nonlinear interaction polynomial exceedance probability wave height distribution...

... ABSTRACT: For the flexural vibration analysis of symmetrically laminated composite rectangular plates, the Rayleigh-Ritz method based on the first order anisotropic shear deformation plate theory is presented. Polynomials with properties corresponding to those of the Timoshenko beam functions...

... of the line equation into the surface equation is discussed. An intersection polynomial is computed, whose real roots signify intersection points. For the parametric patches, the square of the distance between the line and patch is an objective function, equal to zero at an intersection, which can...