Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Yash_Sarkango_111521_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | May 21, 2021 |
Start Time | | 2021/05/21 19:00 |
End Time | | 2021/05/21 21:00 |
Key Words | | mhd |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 29.15 |
Dipole Tilt, in Y-Z GSE plane, deg | | 17.96 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 75.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Yash_Sarkango_111521_2 |
Minimum Dst Value | | -8 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for THEMIS-A for time period of this run.
![](data: 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)
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