Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Sotiris_Stamkos_050119_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 04, 2010 |
Start Time | | 2010/04/04 00:00 |
End Time | | 2010/04/07 00:00 |
Key Words | | satellite anomaly |
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 | | 3.07 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.34 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 78.70000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Sotiris_Stamkos_050119_1 |
Minimum Dst Value | | -81 |
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 THEMIS-C for time period of this run.
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)
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