Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Emily_Hyatt_030212_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | December 05, 2004 |
Start Time | | 2004/12/05 16:45 |
End Time | | 2004/12/05 18:20 |
Key Words | | dipole |
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 | | -12.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | -6.54 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 93.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Emily_Hyatt_030212_3 |
Minimum Dst Value | | 27 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |