Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Tony_Stark_071017_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 13, 2009 |
Start Time | | 2009/02/13 00:00 |
End Time | | 2009/02/13 12:00 |
Key Words | | IB |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -17.85 |
Dipole Tilt, in Y-Z GSE plane, deg | | 29.52 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 68.30000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Tony_Stark_071017_1 |
Minimum Dst Value | | -17 |
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-E for time period of this run.
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)
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