Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit369-03-20021118_221700_20021119_030200-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 22:17 |
End Time | | 2002/11/19 03:00 |
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 | | 24.31 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.64 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 174.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit369-03-20021118_221700_20021119_030200-constBx0 |
Minimum Dst Value | | -52 |
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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