Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit372-03-20021126_013200_20021126_061700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/26 |
Start Time | | 2002/11/26 01:32 |
End Time | | 2002/11/26 06:15 |
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 | | 31.28 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.54 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 138.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit372-03-20021126_013200_20021126_061700-constBx0 |
Minimum Dst Value | | -36 |
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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