Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Anmin_TIan_050614_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 16, 2008 |
Start Time | | 2008/08/16 21:00 |
End Time | | 2008/08/16 22:10 |
Key Words | | disturbance |
Model | | SWMF |
Model Version | | v20110131 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 18.23 |
Dipole Tilt, in Y-Z GSE plane, deg | | -10.09 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 68.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Anmin_TIan_050614_1 |
Minimum Dst Value | | 2 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
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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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