Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit352-08-20021010_111900_20021010_160300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/10 |
Start Time | | 2002/10/10 11:19 |
End Time | | 2002/10/10 16:01 |
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 | | -0.34 |
Dipole Tilt, in Y-Z GSE plane, deg | | 30.14 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 171.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit352-08-20021010_111900_20021010_160300-constBx0 |
Minimum Dst Value | | -64 |
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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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