Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Varun_Maheshwari_021522_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 07, 2015 |
Start Time | | 2015/01/07 20:30 |
End Time | | 2015/01/07 23:30 |
Key Words | | ULF |
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 | | -16.93 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.39 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 142.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Varun_Maheshwari_021522_2 |
Minimum Dst Value | | -49 |
SW Source | | ACE-realtime |
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 Geotail for time period of this run.
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)
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