htmlabstractWe develop a hydrostatic Hamiltonian particle-mesh (HPM) method for efficient long-term numerical integration of the atmosphere. In the HPM method, the hydrostatic approximation is interpreted as a holonomic constraint for the vertical position of particles. This can be viewed as defining a set of vertically buoyant horizontal meshes, with the altitude of each mesh point determined so as to satisfy the hydrostatic balance condition and with particles modelling horizontal advection between the moving meshes. We implement the method in a vertical-slice model and evaluate its performance for the simulation of idealized linear and nonlinear orographic flow in both dry and moist environments. The HPM method is able to capture the bas...
Context. Many astrophysical processes involving plasma flows are produced in the context of a gravit...
textabstractThe Hamiltonian particle-mesh (HPM) method is generalized to the spherical shallow water...
The Hamiltonian particle-mesh (HPM) method is generalized to the spherical shallow-water equations, ...
We develop a hydrostatic Hamiltonian particle mesh (HPM) method for efficient long-term numerical in...
We develop a hydrostatic Hamiltonian particle-mesh (HPM) method for efficient long-term numerical in...
This thesis demonstrates a new non-staggered-grid finite-volume method for dynamical cores in atmosp...
This thesis demonstrates a new non-staggered-grid finite-volume method for dynamical cores in atmosp...
The Hamiltonian particle-mesh (HPM) method is used to \nsolve the Quasi-Geostrophic model generalize...
The Hamiltonian particle-mesh (HPM) method is used to solve the Quasi-Geostrophic model generalized ...
How to properly consider the impacts of non-hydrostatic perturbations is one of the challenging issu...
The Hamiltonian particle-mesh (HPM) method is generalized to the spherical shallow water equations, ...
The Hamiltonian particle-mesh (HPM) method is generalized to the spherical shallow water equations, ...
Traditionally, numerical models for simulating planetary scale weather and climate employ the hydros...
Context. Many astrophysical processes involving plasma flows are produced in the context of a gravit...
Context. Many astrophysical processes involving plasma flows are produced in the context of a gravit...
Context. Many astrophysical processes involving plasma flows are produced in the context of a gravit...
textabstractThe Hamiltonian particle-mesh (HPM) method is generalized to the spherical shallow water...
The Hamiltonian particle-mesh (HPM) method is generalized to the spherical shallow-water equations, ...
We develop a hydrostatic Hamiltonian particle mesh (HPM) method for efficient long-term numerical in...
We develop a hydrostatic Hamiltonian particle-mesh (HPM) method for efficient long-term numerical in...
This thesis demonstrates a new non-staggered-grid finite-volume method for dynamical cores in atmosp...
This thesis demonstrates a new non-staggered-grid finite-volume method for dynamical cores in atmosp...
The Hamiltonian particle-mesh (HPM) method is used to \nsolve the Quasi-Geostrophic model generalize...
The Hamiltonian particle-mesh (HPM) method is used to solve the Quasi-Geostrophic model generalized ...
How to properly consider the impacts of non-hydrostatic perturbations is one of the challenging issu...
The Hamiltonian particle-mesh (HPM) method is generalized to the spherical shallow water equations, ...
The Hamiltonian particle-mesh (HPM) method is generalized to the spherical shallow water equations, ...
Traditionally, numerical models for simulating planetary scale weather and climate employ the hydros...
Context. Many astrophysical processes involving plasma flows are produced in the context of a gravit...
Context. Many astrophysical processes involving plasma flows are produced in the context of a gravit...
Context. Many astrophysical processes involving plasma flows are produced in the context of a gravit...
textabstractThe Hamiltonian particle-mesh (HPM) method is generalized to the spherical shallow water...
The Hamiltonian particle-mesh (HPM) method is generalized to the spherical shallow-water equations, ...