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Theory for the Mathematical Particle Tracing Interface
The equation system solved by the Mathematical Particle Tracing interface depends on the formulation selected. In the following, the particle has a position vector
q
, a velocity vector
v
, and a momentum vector
p
.
The Mathematical Particle Tracing Interface
theory is described in this section:
•
Newtonian Formulation
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Hamiltonian Formulation
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Lagrangian Formulation
•
Massless Formulation
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Particle Tracing in Rotating Frames
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Initial Conditions: Position
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Initial Conditions: Velocity
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Particle-Particle Interactions
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Auxiliary Dependent Variables
•
About the Boundary Conditions for the Particle Tracing Interfaces
•
Accumulator Theory: Domains
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Accumulator Theory: Boundaries
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References for the Mathematical Particle Tracing Interface