Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Robert_Strangeway_112905_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | July 17 1997 |
Start Time | | 1997/07/17 0:00 |
End Time | | 1997/07/17 12:00 |
Key Words | | FAC_Comparison_97_07_17 |
Model | | OpenGGCM |
Model Version | | 2.1-1 |
Validation Level | | 2 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 17.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.90 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Robert_Strangeway_112905_2 |
Minimum Dst Value | | -13 |
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. |