Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Martin_Connors_101511_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | March 28 2009 |
Start Time | | 2009/03/28 00:00 |
End Time | | 2009/03/29 12:00 |
Key Words | | magnetopause, 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 | | -0.50 |
Dipole Tilt, in Y-Z GSE plane, deg | | 33.80 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 70.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Martin_Connors_101511_1 |
Minimum Dst Value | | -9 |
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. |