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-E for time period of this run.
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)
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