Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Ankush_Bhaskar_070422_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 05, 2009 |
Start Time | | 2009/04/05 00:00 |
End Time | | 2009/04/05 08:00 |
Key Words | | Magnetosphere |
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 | | 3.56 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.28 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 70.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Ankush_Bhaskar_070422_1 |
Minimum Dst Value | | 0 |
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-E for time period of this run.
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)
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