Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Tikemani_Bag_100423_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 08, 2010 |
Start Time | | 2010/11/08 23:00 |
End Time | | 2010/11/09 23:00 |
Key Words | | Magnetosphere |
Model | | GUMICS |
Model Version | | 4-HC-20140326 |
Validation Level | | 0 |
Coordinate System for Input | | GSE |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -17.76 |
Dipole Tilt, in Y-Z GSE plane, deg | | -6.28 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 82.20000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Tikemani_Bag_100423_3 |
Minimum Dst Value | | -14 |
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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