Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Vitor_Souza_010914_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 29, 2007 |
Start Time | | 2007/04/29 11:50 |
End Time | | 2007/04/29 13:30 |
Key Words | | Dayside Reconnection, near-simultaneous crossing |
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 | | 17.20 |
Dipole Tilt, in Y-Z GSE plane, deg | | 8.49 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 86.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Vitor_Souza_010914_1 |
Minimum Dst Value | | -17 |
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.
Model values plot for GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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