Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit384-03-20021224_143800_20021224_192300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/24 |
Start Time | | 2002/12/24 14:38 |
End Time | | 2002/12/24 19:21 |
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 | | 13.72 |
Dipole Tilt, in Y-Z GSE plane, deg | | 2.62 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 142.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit384-03-20021224_143800_20021224_192300-constBx0 |
Minimum Dst Value | | -46 |
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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