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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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