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  1. Application of Euler–Newton homotopy method for azeotrope prediction in vacuum distillation

    This paper presents a method to predict azeotrope for binary alloys under vacuum conditions based on the Euler–Newton homotopy method and the Wilson...

    Tianhao Gui, Hongwei Yang in Journal of Mathematical Chemistry
    Article 16 November 2022
  2. Generalized Newton-Busemann Law for Two-dimensional Steady Hypersonic-limit Euler Flows Passing Ramps with Skin-frictions

    By considering Radon measure solutions for boundary value problems of stationary non-isentropic compressible Euler equations on hypersonic-limit...

    Ai-fang Qu, Xue-ying Su, Hai-rong Yuan in Acta Mathematicae Applicatae Sinica, English Series
    Article 19 April 2024
  3. Newton vs. Euler–Lagrange approach, or how and when beam equations are variational

    There is a clear and compelling need to correctly write the equations of motion of structures in order to adequately describe their dynamics. Two...

    Enrico Babilio, Stefano Lenci in Meccanica
    Article Open access 23 May 2024
  4. Newton-Euler Dynamics for a 3-UPU Parallel Robot in Screw Coordinates

    This paper investigates Newton-Euler dynamics in Screw coordinates for a parallel robot. In Screw coordinates, we get the absolute displacement...
    **g-Shan Zhao, **ao-Cheng Sun, ... Daniel Martins in Advances in Mechanism and Machine Science
    Conference paper 2024
  5. A Differentiable Newton–Euler Algorithm for Real-World Robotics

    The identification of dynamical systems from data is a powerful tool in robotics [3]. Learned analytic models may be used for control synthesis and...
    Chapter 2023
  6. Complex Dynamics of the Implicit Maps Derived from Iteration of Newton and Euler Methods

    Special exotic class of dynamical systems—the implicit maps—is considered. Such maps, particularly, can appear as a result of using of implicit and...
    Andrei A. Elistratov, Dmitry V. Savin, Olga B. Isaeva in Mathematical Modeling and Supercomputer Technologies
    Conference paper 2022
  7. Robust inverse dynamics by evaluating Newton–Euler equations with respect to a moving reference and measuring angular acceleration

    Maintaining stability while walking on arbitrary surfaces or dealing with external perturbations is of great interest in humanoid robotics research....

    Maximilian Gießler, Bernd Waltersberger in Autonomous Robots
    Article Open access 28 February 2023
  8. Finite difference based stress integration algorithm for crystal plasticity finite element method

    In this study, we present a Finite Difference Method (FDM)-based stress integration algorithm for Crystal Plasticity Finite Element Method (CPFEM)....

    Donghwan Noh, Jeong Whan Yoon in International Journal of Material Forming
    Article Open access 04 January 2024
  9. Modelling of a 12-DoF Parachute–Riser–Payload system dynamics using Kane’s method

    The dynamic behaviour of parachutes is highly complex and characterised by non-linear, time-dependant, Fluid–Structure Interactions, which is...

    Prashant G. Iyer in Multibody System Dynamics
    Article 06 October 2023
  10. The Recursive Newton-Euler Algorithm

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    Roy Featherstone in Encyclopedia of Robotics
    Living reference work entry 2021
  11. High-Order CENO Finite-Volume Scheme with Anisotropic Adaptive Mesh Refinement: Efficient Inexact Newton Method for Steady Three-Dimensional Flows

    A high-order finite-volume scheme with anisotropic adaptive mesh refinement (AMR) is combined with a parallel inexact Newton method for the solution...

    L. Freret, C. N. Ngigi, ... C. P. T. Groth in Journal of Scientific Computing
    Article 21 January 2023
  12. Study on the Dynamic Rollover Indicators of Tractor Semi-trailer Vehicle While Turning Maneuvers Based on Multibody System Dynamics Analysis and Newton-Euler Equations

    Tractor semi-trailer vehicle often poses serious highway safety risks due to its excessive weight, larger dimensions, directional and roll stability...
    Conference paper 2022
  13. Fitted numerical method for singularly perturbed Burger–Huxley equation

    This paper deals with the numerical treatment of a singularly perturbed unsteady Burger–Huxley equation. We linearize the problem using the...

    Imiru T. Daba, Gemechis F. Duressa in Boundary Value Problems
    Article Open access 20 December 2022
  14. Simulation of generally shaped 3D elastic body dynamics with large motion using transfer matrix method incorporating model order reduction

    The multibody system transfer matrix method (MSTMM) is an efficient formalism for systems involving rigid bodies and simple elastic elements like...

    Qinbo Zhou, Jörg Fehr, ... **aoting Rui in Multibody System Dynamics
    Article 29 December 2022
  15. A Novel Dynamic Model of the Straight Beam Using the Rigid Body Element Method

    In this paper, a novel dynamic model of the straight beam is proposed based on the rigid body element (RBE) method. Firstly, the beam is divided into...
    Conference paper 2024
  16. An In-Bore Projectile and a Flexible Tube Seen as a Superelement in Launch Dynamics Using Reduced Multibody System Transfer Matrix Method

    Launch dynamics of multibody systems (LDMS) studies the forces and motions of the rigid-flexible coupled multibody system composed of an artillery...
    Conference paper 2024
  17. Research on Dynamic Modeling and Distributed Cooperative Control Method of Dumbbell-Shaped Spacecraft

    Purpose

    To suppress the vibration of dumbbell-shaped spacecraft by combining distributed cooperative control (DCC) and component synthesis vibration...

    Qingmu Ai, Qian Wang, ... Shunli Li in Journal of Vibration Engineering & Technologies
    Article 10 June 2023
  18. What is Method?

    As Timothy Reiss pointed out, in the Discours de la Méthode Descartes includes the description of two methods. The first is given in the second part...
    Chapter 2024
  19. Design and dynamics modeling of a novel 2R1T 3-DOF parallel motion simulator

    In this paper, a novel 3-DOF parallel motion simulator with two rotative and one translatory DOF is proposed and analyzed. The simulator can complete...

    Article 01 April 2023
  20. Newton Method with Incomplete Linearization

    The Newton method with incomplete linearization is developed for solving the invariance equation. It is the basis of an iterative construction of the...
    Alexander N. Gorban, Ilya V. Karlin in Invariant Manifolds for Physical and Chemical Kinetics
    Chapter
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