Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit361-12-20021101_162400_20021101_210500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/01 |
Start Time | | 2002/11/01 16:24 |
End Time | | 2002/11/01 21:03 |
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 | | 6.52 |
Dipole Tilt, in Y-Z GSE plane, deg | | 12.13 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 159.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit361-12-20021101_162400_20021101_210500-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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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