Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Robert_Strangeway_061110_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | February 23 2008 |
Start Time | | 2008/02/23 00:00 |
End Time | | 2008/02/23 06:00 |
Key Words | | FAST double oval |
Model | | OpenGGCM |
Model Version | | 3.1 |
Validation Level | | 0 |
Coordinate System for Input | | GSE |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -22.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | 24.20 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 70.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Robert_Strangeway_061110_1 |
Minimum Dst Value | | -16 |
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 Geotail for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |