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 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. |