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: |
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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 |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for THEMIS-C for time period of this run.
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