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 GOES-11 for time period of this run.
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)
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