Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit300-12-20020609_114600_20020609_163000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/09 |
Start Time | | 2002/06/09 11:46 |
End Time | | 2002/06/09 16:28 |
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 | | -30.22 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.39 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 161.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit300-12-20020609_114600_20020609_163000-constBx0 |
Minimum Dst Value | | -12 |
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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