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.
Model values plot for THEMIS-B for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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