Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Vitor_Souza_010914_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | May 22, 2009 |
Start Time | | 2009/05/22 16:00 |
End Time | | 2009/05/22 17:00 |
Key Words | | Dayside Reconnection, Magnetopause |
Model | | SWMF |
Model Version | | v8.01 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 30.64 |
Dipole Tilt, in Y-Z GSE plane, deg | | 9.35 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 74.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Vitor_Souza_010914_3 |
Minimum Dst Value | | -9 |
SW Source | | DSCOVR-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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