Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Emily_Hyatt_030212_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | July 03, 2001 |
Start Time | | 2001/07/03 05:00 |
End Time | | 2001/07/03 06:00 |
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 | | 12.62 |
Dipole Tilt, in Y-Z GSE plane, deg | | -5.30 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 136.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Emily_Hyatt_030212_1 |
Minimum Dst Value | | 18 |
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 Geotail for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |