Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit373-05-20021128_201000_20021129_005500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/28 |
Start Time | | 2002/11/28 20:10 |
End Time | | 2002/11/29 00:53 |
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 | | 20.82 |
Dipole Tilt, in Y-Z GSE plane, deg | | -1.27 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 136.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit373-05-20021128_201000_20021129_005500-constBx0 |
Minimum Dst Value | | -37 |
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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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