tests:collision:challenge2
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- | ====== Challenge 2 ====== | ||
- | ===== Clusters with a mass function ===== | ||
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- | Leader: Miklos Peuten\\ | ||
- | Other active participants: | ||
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- | Questions to address: | ||
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- | - Can the mass segregation be reproduced by multi-mass King models? | ||
- | - How important is the effect of mass segregation? | ||
- | - How correct is the assumption of energy equipartition? | ||
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- | Example of comparison between isotropic multi-mass model and N-body model with 100% retention fraction of stellar BHs:\\ | ||
- | {{: | ||
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- | ==== Effect of metallicity ==== | ||
- | Density and velocity profiles of clusters with different mass function:\\ | ||
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- | Importance for mass-to-light ratio: (Shanahan et al. to be submitted): | ||
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- | The relevant snapshots from simulations with a mass function are available in [[: | ||
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- | The definition of the stellar types (KSTAR) used in the '' | ||
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- | ==== Anisotropy in multi-mass models ==== | ||
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- | {{: | ||
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- | Anisotropy profile of different components in multi-mass clusters. Left: N-body simulation with 10% retention fraction of black holes. Right: Three-component multi-mass Michie model. | ||
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- | Anisotropy profile of different mass components in Michie-King multi-mass model constructed with a dependence of the anisotropy radius on stellar mass. | ||
- | {{: | ||
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- | Anisotropy profile of different components in multi-mass cluster, N-body simulation with 100% retention fraction of black holes. | ||
- | {{: |
tests/collision/challenge2.1414765921.txt.gz · Last modified: 2022/10/24 12:26 (external edit)