scispace - formally typeset
Y

Yeda Lian

Researcher at Northwestern Polytechnical University

Publications -  5
Citations -  29

Yeda Lian is an academic researcher from Northwestern Polytechnical University. The author has contributed to research in topics: Vibration & Computer science. The author has co-authored 1 publications.

Papers
More filters
Journal ArticleDOI

A comprehensive study of the anisotropic tensile properties of laser additive manufactured Ni-based superalloy after heat treatment

TL;DR: In this paper, the anisotropic tensile properties of laser additive manufactured (LAMed) GH4169 in as deposited and different heat-treated conditions are presented and the underlying mechanisms are analyzed in detail.
Journal ArticleDOI

Global Optimization of UAV Area Coverage Path Planning Based on Good Point Set and Genetic Algorithm

TL;DR: The current paper proposes an area coverage path planning method for a fixed-wing unmanned aerial vehicle (UAV) based on an improved genetic algorithm that improves the primary population generation of the traditional genetic algorithm with the help of better crossover operator and mutation operator for the genetic operation.
Journal ArticleDOI

Vibration fatigue behavior and life prediction of directionally solidified superalloy based on the phase transformation theory

TL;DR: In this paper , a vibration fatigue life prediction model based on the phase transformation theory is developed for DZ125L alloy, which is the main material used to manufacture aviation gas turbine blades and hot-end structural parts.
Journal ArticleDOI

Random vibration fatigue behavior of directionally solidified superalloy: Experiments and evaluation of life prediction methods

TL;DR: In this paper , various frequency domain methods were employed to predict the random vibration fatigue life of DZ125L directionally solidified superalloy under different vibration signal intensities, and an intensity function fξ was established using the spectral width parameters α1 and α2 of the random process and the vibration signal intensity ξ, which was used to modify the traditional Rayleigh method.