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Visualizing the Life and Anatomy of
Cosmic Particles
● Subhashis Hazarika
● Rajaditya Mukherjee
Target Task
● T2:Halo Identification and Visualization
– Visualize the evolution of halos overtime
– Visualize the evolution of a specific halo of interest(i.e halo with highest
mass)
– Visualize the evolution of the internal structure of the halo of interest.
– Analyze the mass accrual pattern of the highest mass halo.
● T3:Diving Deep into Halo Substructures
– Provide a grid based representation scheme of the dark matter particles.
– Provide a Particle Based Volume Rendering framework to visualize the
particle layout in the dataset.
Evolution of Halo over time
Evolution of a Halo of Interest (largest mass)
Halo substructure
Halo Mass Accrual History
● The mass of a halo is estimated using a theorem called “Virial Theorem”
which is not a true estimator of mass[1]. Below is a plot showing how this
virial mass of the largest halo accumulates over time. Also shown is a plot of
the contribution of the dark matter particles in the mass of the halo.
● [1]: http://spiff.rit.edu/classes/phys440/lectures/gal_clus/gal_clus.html
Nearest Neighbor Particle Density Estimation
● Determining Grid Resolution: The number of grid per unit cell(cpud) is given by
● Particle Insertion: we create a 4D vector (i.e, one for every grid cell) and store all
ID's of the points associated with a particular grid location.
● Interpolation: We perform an inverse-distance based interpolation at each grid
vertex. Controlling parameters are the radius of the neighborhood and the
maximum number of contributing particles.
● Use Case: Once we have the grid we can use it for isosurface extraction and
direct volume rendering.
Nearest Neighbor Particle Density Estimation
Particle Based Volume Rendering
● Particle Generation: Traditional approach generate particles per cell by
sampling based on grid point. But here we already have a set of particle
positions. So we only have to map the particles to the individual cells,
achieved by indexing the particles to individual cells.
● Particle Projection: This involves projection from the object space to the
image plane and then designing a proper transfer function
● Spatial Superimposing: Use z-buffer to decide the particle closest to the
image plane and decide the color for a pixel. To add translucency we divide
the pixel to sub-pixels and do a weighted average to find the final value.
Particle Based Volume Rendering
Particle Based Volume Rendering
Thank You

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CSE5559::Visualizing the Life and Anatomy of Cosmic Particles

  • 1. Visualizing the Life and Anatomy of Cosmic Particles ● Subhashis Hazarika ● Rajaditya Mukherjee
  • 2. Target Task ● T2:Halo Identification and Visualization – Visualize the evolution of halos overtime – Visualize the evolution of a specific halo of interest(i.e halo with highest mass) – Visualize the evolution of the internal structure of the halo of interest. – Analyze the mass accrual pattern of the highest mass halo. ● T3:Diving Deep into Halo Substructures – Provide a grid based representation scheme of the dark matter particles. – Provide a Particle Based Volume Rendering framework to visualize the particle layout in the dataset.
  • 3. Evolution of Halo over time
  • 4. Evolution of a Halo of Interest (largest mass)
  • 6. Halo Mass Accrual History ● The mass of a halo is estimated using a theorem called “Virial Theorem” which is not a true estimator of mass[1]. Below is a plot showing how this virial mass of the largest halo accumulates over time. Also shown is a plot of the contribution of the dark matter particles in the mass of the halo. ● [1]: http://spiff.rit.edu/classes/phys440/lectures/gal_clus/gal_clus.html
  • 7. Nearest Neighbor Particle Density Estimation ● Determining Grid Resolution: The number of grid per unit cell(cpud) is given by ● Particle Insertion: we create a 4D vector (i.e, one for every grid cell) and store all ID's of the points associated with a particular grid location. ● Interpolation: We perform an inverse-distance based interpolation at each grid vertex. Controlling parameters are the radius of the neighborhood and the maximum number of contributing particles. ● Use Case: Once we have the grid we can use it for isosurface extraction and direct volume rendering.
  • 8. Nearest Neighbor Particle Density Estimation
  • 9. Particle Based Volume Rendering ● Particle Generation: Traditional approach generate particles per cell by sampling based on grid point. But here we already have a set of particle positions. So we only have to map the particles to the individual cells, achieved by indexing the particles to individual cells. ● Particle Projection: This involves projection from the object space to the image plane and then designing a proper transfer function ● Spatial Superimposing: Use z-buffer to decide the particle closest to the image plane and decide the color for a pixel. To add translucency we divide the pixel to sub-pixels and do a weighted average to find the final value.