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-10 for time period of this run.
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)
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