Pages that link to "Item:Q1087342"
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The following pages link to An energy conserving modification of numerical methods for the integration of equations of motion (Q1087342):
Displaying 14 items.
- A counterexample of the use of energy as a measure of computational accuracy (Q750096) (← links)
- Correcting mesh-based force calculations to conserve both energy and momentum in molecular dynamics simulations (Q996478) (← links)
- An explicit energy-conserving numerical method for equations of the form \(d^ 2x/dt^ 2=f(x)\) (Q1117674) (← links)
- Conservative methods for the numerical integration of equations of motion for beams of charged particles (Q1374918) (← links)
- Conservative numerical methods for integrating differential equations in nonlinear mechanics (Q1595603) (← links)
- Adding an energy-like conservation law to the leapfrog integrator (Q2866978) (← links)
- On Energy Conservation by Trigonometric Integrators in the Linear Case with Application to Wave Equations (Q3385681) (← links)
- Energy-Conserving Algorithms for a Corotational Formulation (Q3395075) (← links)
- The structure of energy conserving low-order models (Q3536221) (← links)
- CLOSED‐FORM METHOD FOR SOLVING THE STEADY‐STATE GENERALISED ENERGY‐MOMENTUM CONSERVATION EQUATIONS (Q3760197) (← links)
- (Q4495091) (← links)
- Indirect reduced-order modelling: using nonlinear manifolds to conserve kinetic energy (Q5161185) (← links)
- On energy conservation of the simplified Takahashi-Imada method (Q5192612) (← links)
- A new class of energy-preserving numerical integration methods (Q5443423) (← links)
