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 Polar 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. |