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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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