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.
Model values plot for Cluster-1 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. |