Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit381-05-20021217_205100_20021218_013500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/17 |
Start Time | | 2002/12/17 20:51 |
End Time | | 2002/12/18 01:33 |
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 | | 24.47 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.47 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 205.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit381-05-20021217_205100_20021218_013500-constBx0 |
Minimum Dst Value | | -2 |
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-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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