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DEGREE PROJECT IN TECHNOLOGY,
FIRST CYCLE, 15 CREDITS
STOCKHOLM, SWEDEN 2019Explicit Symplectic Integrators for
Inseparable Hamiltonian's in
Molecular Dynamics
ANNA LASSEN
JONAS CONNERYDKTH ROYAL
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02
Calculate the positions and momenta at the halfway point using the current positions and momenta along with the chosen step size
03
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04
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Who needs explicit symplectic integrators for?
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Physicists and engineers working with Hamiltonian systems
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Scientists looking for accurate and efficient integrators for symplectic systems
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What is explicit symplectic integrators for?
Explicit symplectic integrators are numerical integration methods used for solving differential equations that conserve symplectic geometric structure of the system.
Who is required to file explicit symplectic integrators for?
Explicit symplectic integrators are computational tools used by scientists, researchers, and engineers in the field of computational physics and celestial mechanics.
How to fill out explicit symplectic integrators for?
Explicit symplectic integrators are filled out by implementing the algorithm in a computer program using the necessary parameters and initial conditions of the system.
What is the purpose of explicit symplectic integrators for?
The purpose of explicit symplectic integrators is to accurately simulate the behavior of dynamical systems over time while preserving the system's energy and symplectic structure.
What information must be reported on explicit symplectic integrators for?
Information such as the system's Hamiltonian, initial conditions, time step size, and integration method must be reported on explicit symplectic integrators.
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