Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit350-08-20021005_170900_20021005_215400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/05 |
Start Time | | 2002/10/05 17:09 |
End Time | | 2002/10/05 21:52 |
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 | | -2.23 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.37 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 155.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit350-08-20021005_170900_20021005_215400-constBx0 |
Minimum Dst Value | | -94 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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