Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit247-05-20020202_011500_20020202_060000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/02 |
Start Time | | 2002/02/02 01:15 |
End Time | | 2002/02/02 05:58 |
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 | | 27.64 |
Dipole Tilt, in Y-Z GSE plane, deg | | -22.04 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 233.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit247-05-20020202_011500_20020202_060000-constBx0 |
Minimum Dst Value | | -39 |
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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