AETA 2016: Recent Advances in Electrical Engineering and by Vo Hoang Duy, Tran Trong Dao, Sang Bong Kim, Nguyen Tan

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By Vo Hoang Duy, Tran Trong Dao, Sang Bong Kim, Nguyen Tan Tien, Ivan Zelinka

This publication gathers the court cases of the foreign convention on complex Engineering – conception and functions (AETA 2016), held in Busan, Korea, from December eight to ten, 2016. It provides a range of state of the art contributions from interrelated fields like electric engineering, keep watch over engineering, strength electronics and distribution, telecommunication units, and so on. the most issues coated are: power (energy-saving strength electronics, electric machines and force structures, green-energy IT, nontrivial dynamics of digital devices), regulate Engineering (robotics, automated regulate, bio-sensor IT), and conversation and defense (broadcasting IT, communications, cyber security).

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Extra info for AETA 2016: Recent Advances in Electrical Engineering and Related Sciences: Theory and Application

Sample text

The implementation of modified VBO into FEM software is described in detail by expanding the mathematical formulas of modified VBO model for coding in FORTRAN programming language. This coding, called VUMAT subroutine, is implemented into FEM software for simulating ISF process with PP. The simulated results and practically experimental results are compared in the geometric accuracy of product shape to verify the possibility of modified VBO model for predicting the mechanical properties of ISF process.

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Y ¼ y_ t þ Dt À y_ t Dt ð2Þ where the velocity y_ is further discretized as y_ t þ Dt ¼ yt þ Dt À yt Dt ð3Þ By combining Eqs. (1–3) the discretize form about governing equation of the valve movement can be written as yt þ Dt ¼ y Fflow À Wvalve m ! Dt2 þ yt þ y_ t Dt ð4Þ Ansys CFX can’t read and execute Eq. (3) directly the equation. So it requires to be programmed using the Ansys CFX interpreted language CEL (CFX Expression Language) (Fig. 1). Fig. 1. 2 Mesh Deformation In Ansys CFX [7], the integral form of the conservation equation for a general scalar u on the control volumes V, whose boundary is moving, can be expressed as d dt Z Z qu dV þ S  Z qðUj À Wj Þu dnj ¼ S Ceff S  Z @u Su dV dnj þ @xj V where q is the fluid density, Uj is the flow velocity, Wj is the velocity of the control volume boundary, Ceff is the diffusion coefficient.

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