Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Vitor_Souza_112613_1b | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | July 07, 2009 |
Start Time | | 2009/07/07 14:00 |
End Time | | 2009/07/07 15:00 |
Key Words | | Magnetopause, Magnetic Reconnection |
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 | | 30.41 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.54 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 0 |
F10.7 | | 74.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Vitor_Souza_112613_1b |
Minimum Dst Value | | 10 |
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 THEMIS-E for time period of this run.
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)
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