Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit364-03-20021107_004700_20021107_053100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/07 |
Start Time | | 2002/11/07 00:47 |
End Time | | 2002/11/07 05:29 |
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 | | 15.54 |
Dipole Tilt, in Y-Z GSE plane, deg | | 6.50 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 186.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit364-03-20021107_004700_20021107_053100-constBx0 |
Minimum Dst Value | | -38 |
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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