Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit249-01-20020206_002100_20020206_050500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/06 |
Start Time | | 2002/02/06 00:21 |
End Time | | 2002/02/06 05:03 |
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 | | 25.61 |
Dipole Tilt, in Y-Z GSE plane, deg | | -24.90 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 196.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit249-01-20020206_002100_20020206_050500-constBx0 |
Minimum Dst Value | | -73 |
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-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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