Horvian Cluster: Difference between revisions
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1. Provide Perplexity the dimensions of the nebula/star cluster/state's established coordinates of its central plane: | 1. Provide Perplexity the dimensions of the nebula/star cluster/state's established coordinates of its central plane: | ||
:: | ::''A closed globular form is represented on a 2D map with the following (JSON format) coordinates. Generate that 2D representation as an image with a defining boundary.'' | ||
Attach those points; ex: | Attach those points; ex: | ||
::"points":[{"x":-31.16,"y":10.75,"z":0},{"x":-32.15,"y":8.55,"z":0},{"x":-29.8,"y":7.14,"z":0},{"x":-27.71,"y":10.75,"z":0},{"x":-26.6,"y":12.82,"z":0},{"x":-28.14,"y":12.51,"z":0}] | ::''"points":[{"x":-31.16,"y":10.75,"z":0},{"x":-32.15,"y":8.55,"z":0},{"x":-29.8,"y":7.14,"z":0},{"x":-27.71,"y":10.75,"z":0},{"x":-26.6,"y":12.82,"z":0},{"x":-28.14,"y":12.51,"z":0}]'' | ||
Confirm the provided image roughly matches the actual shape in SST. | Confirm the provided image roughly matches the actual shape in SST. | ||
| Line 13: | Line 13: | ||
2. Determine the greatest length between established coordinates of the nebula/star cluster/state: | 2. Determine the greatest length between established coordinates of the nebula/star cluster/state: | ||
:: | :: ''What is the longest dimension that exists within this shape?'' | ||
3. Determine the | 3. Determine the relative center of the the nebula/star cluster/state: | ||
:: ''What is the coordinate for the geographic center of this shape'' | |||
4. Determine the upper and lower z-axis values, based on that greatest length; modify as necessary/pertinent. | |||
5. | 5. Determine the approximate volume by the central plane's established dimension: | ||
:: | :: ''Presuming a cylinder model with conic caps, a minimum Z-axis point of -'''#''' ,and a maximum z-axis point of +'''#''', what is the approximate volume of the 3D shape?'' | ||
6. For '''star clusters''', determine the possible range of stars within that volume: | |||
:: ''In an open star cluster (with an average cluster-wide density) of '''###''' cubic lightyears, what is the range of expected number of stars?'' | |||
[[Category: Star Clusters]] | [[Category: Star Clusters]] | ||
Revision as of 16:32, 18 November 2025
The Horvian Cluster, located completely in Sector 15-37-076-61, is a globular star cluster with an approximate volume of 221 cubic light-years. Though a survey has not yet been conducted (2062), it is estimated there are between 200 & 400 stars, primarily in single & binary systems.
Method
1. Provide Perplexity the dimensions of the nebula/star cluster/state's established coordinates of its central plane:
- A closed globular form is represented on a 2D map with the following (JSON format) coordinates. Generate that 2D representation as an image with a defining boundary.
Attach those points; ex:
- "points":[{"x":-31.16,"y":10.75,"z":0},{"x":-32.15,"y":8.55,"z":0},{"x":-29.8,"y":7.14,"z":0},{"x":-27.71,"y":10.75,"z":0},{"x":-26.6,"y":12.82,"z":0},{"x":-28.14,"y":12.51,"z":0}]
Confirm the provided image roughly matches the actual shape in SST.
2. Determine the greatest length between established coordinates of the nebula/star cluster/state:
- What is the longest dimension that exists within this shape?
3. Determine the relative center of the the nebula/star cluster/state:
- What is the coordinate for the geographic center of this shape
4. Determine the upper and lower z-axis values, based on that greatest length; modify as necessary/pertinent.
5. Determine the approximate volume by the central plane's established dimension:
- Presuming a cylinder model with conic caps, a minimum Z-axis point of -# ,and a maximum z-axis point of +#, what is the approximate volume of the 3D shape?
6. For star clusters, determine the possible range of stars within that volume:
- In an open star cluster (with an average cluster-wide density) of ### cubic lightyears, what is the range of expected number of stars?