Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit361-10-20021101_065200_20021101_113700-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 06:52 |
End Time | | 2002/11/01 11:35 |
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 | | 19.76 |
Dipole Tilt, in Y-Z GSE plane, deg | | 28.96 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 159.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit361-10-20021101_065200_20021101_113700-constBx0 |
Minimum Dst Value | | -30 |
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-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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