Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit369-01-20021118_124500_20021118_173000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/18 |
Start Time | | 2002/11/18 12:45 |
End Time | | 2002/11/18 17:28 |
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 | | 10.74 |
Dipole Tilt, in Y-Z GSE plane, deg | | 18.71 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 174.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit369-01-20021118_124500_20021118_173000-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-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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