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: |
|
|
|
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 |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Wind for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |