Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit381-10-20021218_203600_20021219_012000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/18 |
Start Time | | 2002/12/18 20:36 |
End Time | | 2002/12/19 01:18 |
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 | | 23.83 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.91 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 190.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit381-10-20021218_203600_20021219_012000-constBx0 |
Minimum Dst Value | | 15 |
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 GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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