Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Emine_Kalafatoglu_101711_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | December 31 2007 |
Start Time | | 2007/12/31 19:00 |
End Time | | 2007/12/31 21:29 |
Key Words | | substorm |
Model | | GUMICS |
Model Version | | 4-HC-1.11 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 0.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.00 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 74.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Emine_Kalafatoglu_101711_1 |
Minimum Dst Value | | -6 |
SW Source | | DSCOVR-realtime |
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-D for time period of this run.
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)
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