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The current pyro solvers are:
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- linear advection (including a second-order unsplit CTU scheme, a
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method-of-lines piecewise linear solver$^\\star$, a 4th-order
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finite-volume scheme$^\\star$, a WENO method$^\\star$, and
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advection with a non-uniform velocity field$^\\star$)
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method-of-lines piecewise linear solver$^\star$, a 4th-order
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finite-volume scheme$^\star$, a WENO method$^\star$, and
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advection with a non-uniform velocity field$^\star$)
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- compressible hydrodynamics (including a second-order unsplit CTU
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scheme, a method-of-lines piecewise linear solver$^\\star$, and two
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scheme, a method-of-lines piecewise linear solver$^\star$, and two
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4th-order finite-volume schemes, one with Runge-Kutta integration
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and the other using a spectral deferred corrections
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method$^\\star$)
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method$^\star$)
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- diffusion using a second-order implicit discretization
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- incompressible hydrodynamics using a second-order approximate
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projection method.
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- low Mach number atmospheric solver$^\\star$, using an approximate
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- low Mach number atmospheric solver$^\star$, using an approximate
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projection method.
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- shallow water equations solver$^\\star$
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- shallow water equations solver$^\star$
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(solvers since the first pyro paper are marked with a $^\\star$). Also
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(solvers since the first pyro paper are marked with a $^\star$). Also
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new is support for Lagrangian tracer particles, which can be added to
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any solver that has a velocity field.
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