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-D for time period of this run.
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)
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