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