Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit303-06-20020615_103000_20020615_151500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/15 |
Start Time | | 2002/06/15 10:30 |
End Time | | 2002/06/15 15:13 |
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 | | -28.29 |
Dipole Tilt, in Y-Z GSE plane, deg | | 7.73 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 139.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit303-06-20020615_103000_20020615_151500-constBx0 |
Minimum Dst Value | | -4 |
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-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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