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Simulation and experimental study on the surface morphology and energy lost of the target material under non-overlapping impact of angular particles 被引量:1
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作者 Xuewen Cao Chenyang Fu +2 位作者 Zhenqiang Xie Chao Wu Xiaoyang Sun 《Chinese Journal of Chemical Engineering》 SCIE EI CAS CSCD 2021年第1期47-56,共10页
In order to further understand the effect of solid impurities on pipeline wall during erosion,the particle impact process without fluid was extracted for specific study.The effect of multi-impact particles on the wall... In order to further understand the effect of solid impurities on pipeline wall during erosion,the particle impact process without fluid was extracted for specific study.The effect of multi-impact particles on the wall of pipeline was studied experimentally and simulated.In this experiment,an improved ejection apparatus was implemented to carry out multi-impacts non-overlapping impingement by rhombic particles made of high speed steel(W18Cr4V)on the AA6061 aluminum alloy plate through changing particle angle,incident angle,orientation angle and impact velocity.As a result,each particle's penetration depth was investigated and particles' rebound trajectory can be described through this experiment as well as surface morphology of the target material after impingement.The ductile damage criterion,shear damage criterion and MSFLD damage criterion were jointly implemented in ABAQUS/CAE software to simulate the whole process of collision which proved to be effective by getting consistent result compared with experimental data.It is found that under the condition of continuous non-overlapping impact,the target material produces a small work hardening effect in the impact area by converting kinetic energy of moving particles into internal energy of plate so as to reduce the penetration depth of each impact particle. 展开更多
关键词 Multi-impact experiment Angular particle Surface morphology Energy lost ABAQUS/CAE simulation
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Magnetic Charge Theory Part 4: Fermion Angular Momentum
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作者 Keith G. Lyon 《Journal of Modern Physics》 2023年第10期1305-1309,共5页
The magnetic charge concept is further developed to define the vibrational motion of a charged particle moving in the ether/dark matter. The angular momentum of the resulting motion is derived to be ħ/2 at all velocit... The magnetic charge concept is further developed to define the vibrational motion of a charged particle moving in the ether/dark matter. The angular momentum of the resulting motion is derived to be ħ/2 at all velocities. The vibrational motion also provides additional justification for the Coulomb and gravitational forces not having a singularity. Additional insights into antimatter composition and annihilation are also developed. 展开更多
关键词 particle Spin ANTIMATTER particle Vibration particle Angular Momentum Magnetic Charge Dark Matter ETHER
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Motion of a spherical particle in a fluid forced vortex by DQM and DTM 被引量:6
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作者 M.Hatami D.D.Ganji 《Particuology》 SCIE EI CAS CSCD 2014年第5期206-212,共7页
In this study, coupled equations of the motion of a particle in a fluid forced vortex were investigated using the differential transformation method (DTM) with the Pad6 approximation and the differential quadrature ... In this study, coupled equations of the motion of a particle in a fluid forced vortex were investigated using the differential transformation method (DTM) with the Pad6 approximation and the differential quadrature method (DO_M). The significant contribution of the work is the introduction of two new, fast and efficient solutions for a spherical particle in a forced vortex that are improvements over the previous numerical results in the literature. These methods represent approximations with a high degree of accuracy and minimal computational effort for studying the particle motion in a fluid forced vortex. In addition, the velocity profiles (angular and radial) and the position trajectory of a particle in a fluid forced vortex are described in the current study. 展开更多
关键词 Spherical particle Forced vortex Differential transformation method (DTM)Angular velocity Differential quadrature method (DQM)
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