Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit301-09-20020611_063400_20020611_111800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/11 |
Start Time | | 2002/06/11 06:34 |
End Time | | 2002/06/11 11:16 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -18.36 |
Dipole Tilt, in Y-Z GSE plane, deg | | 5.63 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 152.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit301-09-20020611_063400_20020611_111800-constBx0 |
Minimum Dst Value | | -23 |
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 GOES-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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