Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit249-07-20020207_045100_20020207_093500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/07 |
Start Time | | 2002/02/07 04:51 |
End Time | | 2002/02/07 09:33 |
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 | | 23.86 |
Dipole Tilt, in Y-Z GSE plane, deg | | -11.12 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 186.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit249-07-20020207_045100_20020207_093500-constBx0 |
Minimum Dst Value | | -45 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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