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 Wind for time period of this run.
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)
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