Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Emily_Hyatt_042312_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 06, 2002 |
Start Time | | 2002/06/06 13:20 |
End Time | | 2002/06/06 13:50 |
Key Words | | asdas |
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 | | 28.90 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.10 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 159.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Emily_Hyatt_042312_1 |
Minimum Dst Value | | 0 |
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 Cluster-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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