Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Martin_Connors_101411_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | October 27 2009 |
Start Time | | 2009/10/27 20:00 |
End Time | | 2009/10/29 14:00 |
Key Words | | plasma sheet |
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 | | -6.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | -10.80 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 80.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Martin_Connors_101411_1 |
Minimum Dst Value | | -19 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for THEMIS-A for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |