Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Emily_Hyatt_021712_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 11, 2003 |
Start Time | | 2003/11/11 22:05 |
End Time | | 2003/11/11 22:40 |
Key Words | | MSheath |
Model | | SWMF |
Model Version | | v8.01 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
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 | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 94.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Emily_Hyatt_021712_3 |
Minimum Dst Value | | 0 |
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-12 for time period of this run.
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)
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