Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: tikemani_bag_101323_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | November 07, 2010 |
Start Time | | 2010/11/07 12:00 |
End Time | | 2010/11/09 00:00 |
Key Words | | queittime |
Model | | OpenGGCM |
Model Version | | 5.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSE |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -13.84 |
Dipole Tilt, in Y-Z GSE plane, deg | | -26.49 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 83.50000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | tikemani_bag_101323_1 |
Minimum Dst Value | | -10 |
SW Source | | WIND |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Cluster-2 for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |