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-D for time period of this run.
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)
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