Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit375-02-20021203_000300_20021203_044700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/03 |
Start Time | | 2002/12/03 00:03 |
End Time | | 2002/12/03 04:45 |
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 | | 29.96 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.72 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 141.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit375-02-20021203_000300_20021203_044700-constBx0 |
Minimum Dst Value | | -28 |
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-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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