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-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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