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-B for time period of this run.
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)
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