Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit362-09-20021103_111300_20021103_155800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/03 |
Start Time | | 2002/11/03 11:13 |
End Time | | 2002/11/03 15:56 |
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 | | 23.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | 27.10 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 166.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit362-09-20021103_111300_20021103_155800-constBx0 |
Minimum Dst Value | | -57 |
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 Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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