10/25/10
Abstract:
This project is a global climate change project utilizing a rotational tank to check the sensitivity of our climate system to external perturbations. The focus is on rotation rate and differential temperature contrast. In order to better understand how sensitive the Earth’s climate is to external perturbations, we have begun to supplement the laboratory experiments with numerical simulations using ANSYS-Fluent, a Computational Fluid Dynamics (CFD) solver that can produce three-dimensional temperature and velocity under specified geometry and boundary conditions. Mimicking climate change, several flat-bottom runs have produced a wide range of behaviors of the fluid flows by changing the imposed temperature gradient and rotation rate. In addition, we have finished a design of a sloping bottom component to our rotational system and submitted it to ASU’s research machine shop for further analysis in our climate system. It will enrich the dynamics of the fluid system by including Rossby waves. An attempt is also underway to cross validate the laboratory experiments with numerical simulations using the computational fluid dynamical solver in ANSYS-Fluent. With this new system an entirely new set of experiments will be conducted with the rotating tank plus a sloping bottom to show the outcome the experiments that will be compared to the experiments without a sloping bottom as well as the numerical simulations using Fluent to help understand global climate change with a focus on information and technology to produce a meaningful change on the grand challenge aspect of sustainability.
10/2/2010
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What we have simulated in the lab thus far:
Here, we are preparing the tank for simulation of the global atmosphere.
Here is the begining stage of the zonal flow taking place in the rotating tank with no pertrusion.
A three wave structure pattern can be viewed here . One can appreciate the beauty of water flow simulated in a rotating tank that correlates
to our atmosphere.
Heat (or diffusion) equation:
∂u/ ∂t = ∂2u/∂ x2 ,
describes the diffusion of temperature or the
density of a chemical constituent from an initially concentrated distribution (e.g., a "hot spot" on a metal
rod, or a speck of pollutant in the open air)
Linear advection equation: ∂u/∂t = c ∂u/∂ x , describes the constant movement of an initial
distribution of u with a "speed" of - c along the x-axis. The distribution moves while preserving its shape.
These are Rossby waves.
They are large waves that occur in our atmosphere.
Reference from: http://en.wikipedia.org/wiki/Rossby_wave,
1. Picture Mesh of Tank in ANSYS-Fluent 12.1 with now an added object to perturbe the system.The Mesh size of the cylinder is 42,1392 cells.
The primary reasoning in adding this newly object is to create a distrurbance within the system to aid in the creation of wave patterns.
Source can be found here: http://www.ipcc.ch/publications_and_data/ar4/wg1/en/suppl/chapter10/Ch10_indiv-maps.html
9/18/2010
Temperature Profile
Heat Flux Profile
Picture Mesh of Tank in ANSYS-Fluent 12.1
The geometry/Mesh of the rotating tank generated in ANSYS. The inner cylinder represents Earth’s polar region, and the outer warm cylinder represents Earth's equator region.