Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit372-04-20021126_061800_20021126_110300-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 06:18 |
End Time | | 2002/11/26 11:01 |
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 | | 26.99 |
Dipole Tilt, in Y-Z GSE plane, deg | | 20.92 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 138.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit372-04-20021126_061800_20021126_110300-constBx0 |
Minimum Dst Value | | -35 |
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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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