Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Emily_Hyatt_042312_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 21, 2004 |
Start Time | | 2004/06/21 03:40 |
End Time | | 2004/06/21 04:00 |
Key Words | | d |
Model | | GUMICS |
Model Version | | 4-HC-1.11 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 13.62 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.07 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 120.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Emily_Hyatt_042312_3 |
Minimum Dst Value | | 16 |
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.
Model values plot for IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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