Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit371-07-20021124_113000_20021124_161500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/24 |
Start Time | | 2002/11/24 11:30 |
End Time | | 2002/11/24 16:13 |
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 | | 13.79 |
Dipole Tilt, in Y-Z GSE plane, deg | | 18.90 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 142.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit371-07-20021124_113000_20021124_161500-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 GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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