Synonyms were used for: model phase model
Search without synonyms: keywords:(discrete phase model)

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    Numerical simulation of raindrops distribution on canopy surface of hemispherical parachute in heavy rain via two-phase flow approach

    Yue, Jian / Gao, Puyun / Zhang, Mingliang et al. | SAGE Publications | 2017
    Keywords: two-phase flow , discrete phase model

    Near-field plume-surface interaction and regolith erosion and dispersal during the lunar landing

    Rahimi, A. / Ejtehadi, O. / Lee, K.H. et al. | Elsevier | 2020
    Keywords: Discrete phase model

    Numerical study of dry snow accretion characteristics on the bogie surfaces of a high-speed train based on the snow deposition model

    Cai, Lu / Lou, Zhen / Li, Tian et al. | Taylor & Francis Verlag | 2022
    Keywords: discrete-phase model , snow deposition model

    Study on the dynamic numerical simulation of flow and combustion in hybrid rocket motors based on a discrete phase model

    Meng, Xiangyu / Gao, Jingfei / Tian, Hui et al. | Elsevier | 2023
    Keywords: Discrete phase model , Dynamic mesh model

    Anti-snow performance of snow shields designed for brake calipers of a high-speed train

    Wang, Jiabin / Gao, Guangjun / Zhang, Yan et al. | SAGE Publications | 2019
    Keywords: discrete phase model

    Numerical study on the anti-snow performance of deflectors in the bogie region of a high-speed train using the discrete phase model

    Gao, Guangjun / Zhang, Yan / Xie, Fei et al. | SAGE Publications | 2019
    Keywords: discrete phase model

    Discrete phase modeling study for particle motion in storm water retention

    Ho, Jungseok / Kim, Wonil | Online Contents | 2012
    Keywords: numerical model , physical model , discrete phase model , multiphase model

    Research on movement and deposition of snow particles with different shapes in the bogie region

    Lan, Hong / Cai, Lu / Zhang, Jiye et al. | SAGE Publications | 2023
    Keywords: discrete phase model

    A numerical study of snow accumulation on the bogies of high-speed trains based on coupling improved delayed detached eddy simulation and discrete phase model

    Liu, Mingyang / Wang, Jiabin / Zhu, Huifen et al. | SAGE Publications | 2019
    Keywords: discrete phase model

    Discrete phase modeling study for particle motion in storm water retention

    Ho, Jungseok / Kim, Wonil | Springer Verlag | 2012
    Keywords: discrete phase model , multiphase model , numerical model , physical model

    Aerodynamic study of low Reynolds number airfoil and mini-unmanned aerial vehicle in simulated rain environment

    V., Somashekar / A., Immanuel Selwynraj | Emerald Group Publishing | 2022
    Keywords: Discrete phase model (DPM)

    Numerical Study on the Effects of Anti-Snow Deflector on the Wind-Snow Flow Underneath a High-Speed Train

    Free access
    L. Cai / Z. Lou / T. Li et al. | DOAJ | 2021
    Keywords: high-speed train; bogie; underbody flow; wind-snow flow; discrete phase model; deflector; anti-snow.

    A new two-level model for multiclass freeway traffic

    Di Febbraro, A. / Ferrara, A. | Tema Archive | 1996
    Keywords: discrete event simulation , discrete event systems , two-level model , macroscopic multiclass model , discrete events , model experimental validation phase

    Design of DFB fibre lasers

    Lauridsen, V.C. / Povlsen, J.H. / Varming, P. | IET Digital Library Archive | 1998
    Keywords: discrete phase shift , numerical model

    Comparative analysis of synchronization algorithms based on PLL, RDFT and Kalman Filter

    Free access
    Pádua, M. S. / Deckmann, S. M. / Sperandio, G. S. et al. | BASE | 2007
    Keywords: Discrete Fourier transforms , Phase locked loops , Phase modeling , Phase-locked loop , Single-phase model

    Design of Traffic Safety Control Systems for Emergency Vehicle Preemption Using Timed Petri Nets

    Yi-Sheng Huang | Online Contents | 2015
    Keywords: Discrete event system , discrete event systems , traffic transition phase , model reversibility , model liveness

    Inferring Traffic Signal Phases From Turning Movement Counters Using Hidden Markov Models

    Gahrooei, Mostafa Reisi | Online Contents | 2015
    Keywords: discrete-time hidden Markov model , hidden Markov models , Hidden Markov model , traffic signal phase estimation

    Wavelet‐based short‐term forecasting with improved threshold recognition for urban expressway traffic conditions

    Free access
    Xiangxue, Wang / Lunhui, Xu | Wiley | 2018
    Keywords: model performance evaluation , discrete wavelet transforms , three‐phase traffic flow theory , three‐phase traffic flow transition , data‐driven mixed models

    Wavelet-based short-term forecasting with improved threshold recognition for urban expressway traffic conditions

    Free access
    Xiangxue, Wang / Lunhui, Xu | IET | 2018
    Keywords: three-phase traffic flow theory , three-phase traffic flow transition , data-driven mixed models , model performance evaluation , discrete wavelet transforms

    Modelling and experimental identification of spring-damping properties of the off-road vehicle rubber tracks, rubber belts, and rubber-bushed tracks subjected to flexural vibrations

    Chołodowski, Jakub | Elsevier | 2023
    Keywords: coefficients of the equation Eq. (12) that describes the angular displacement of the node connecting the torsion spring and damper of the i-th Maxwell-element of the joint model shown in Fig. 10b resulting from a sinusiodally varying angular displacement applied to the entire Maxwell-element, [rad] , through b9, damping coefficient of the torsion damper representing structural damping of the track model in Fig. 10 [Nm·s/rad] , the stress in the Coulomb material model or a Coulomb rheological element, [MPa] , the modulus of elasticity of the Hooke material model or a Hookean rheological element, [MPa] , errAp, errB p, error functions analysed to estimate the spring-damping parameters of the model shown in Fig. 10 for a real track or belt (see Section 3.3) , the error exhibited by the model shown in Fig. 10 in predicting the amplitude of the reaction moment induced in a real rubber track due to cyclic bending , the error exhibited by the model shown in Fig. 10 in predicting the phase shift between the sinusoidally varying deflection angle and reaction moment induced in a real rubber track , k n , k 0 through k 9, stiffness of the torsion spring representing the elastic properties of a real track or belt in the model shown in Fig. 10, [Nm/rad] , stiffness of a torsion spring implemented in a discrete beam model, [Nm/rad] , length of a single section of a discrete model of a one-dimensional mechanical structure, [mm] , the moment that acts on the node connecting the torsion spring and damper of the i-th Maxwell-element of the joint model shown in Fig. 10b due to a non-zero deflection rate of the torsion damper, [Nm] , the total reaction moment induced in a real track or belt subjected to a sinusoidally varying deflection angle, the total reaction moment induced in the joint model shown in Fig. 10b due to a sinusoidally varying angular displacement of the entire joint, or the reaction moment measured using the test stand in Fig. 12 or predicted with the track model in Fig. 10, [Nm] , the reaction moment induced in a single Maxwell-element of the joint model shown in Fig. 10b due to a sinusiodally varying angular displacement applied to the entire Maxwell-element, [Nm] , the moment of the spring that acts on the node connecting the torsion spring and damper of the i-th Maxwell-element of the joint model shown in Fig. 10b, [Nm] , the reaction moment induced in the spring-element of the joint model shown in Fig. 10b due to a sinusoidally varying deflection of the spring, [Nm] , the number of: springs or dampers of the model joint shown in Fig. 10b, spring or damping elements of a rheological model, or experiments in a test series , the amplitude of the sinusoidally varying angular displacement in the joint of the track or belt model shown in Fig. 10, [rad, °] , the amplitude of the reaction moment resulting from a sinusoidally varying angular displacement in the model joint shown in Fig. 10b, [Nm] , the amplitude of the reaction moment predicted by the model shown in Fig. 10 for a track or belt under cyclic bending at the angular frequency ωp and the deflection angle amplitude Xωp, [Nm] , the viscosity of the Newton material model or a Newtonian rheological element, [MPa·s] , the ratio of the stiffness coefficient ki to the damping coefficient bi of the elements of the i-th Maxwell-element of the joint model shown in Fig. 10b, [s−1] , the angular displacement in the entire joint of the track or belt model shown in Fig. 10, [rad] , the angular displacement of the node that connects the spring and damper of the Maxwell-element of the joint model shown in Fig. 10b, [rad] , the angular velocity of the node that connects the spring and damper of the i-th Maxwell-element of the joint model shown in Fig. 10b, [rad/s] , the phase shift between the sinusoidally varying angular displacement and the reaction moment induced in the model joint shown in Fig. 10b, [rad] , the phase shift between the sinusoidally varying deflection angle and the reaction moment induced in a real track or belt under cyclic bending at the angular frequency ωp, [rad] , the phase shift between the deflection angle and the reaction moment predicted by the discrete model shown in Fig. 10 for a real track or belt under cyclic bending at the angular frequency ωp, [rad]