Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Emily_Hyatt_022712_2 | |
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 | | MagnetoSheath |
Model | | OpenGGCM |
Model Version | | 3.1 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
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 | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 93.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Emily_Hyatt_022712_2 |
Minimum Dst Value | | 27 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Polar for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |