Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit253-12-20020217_171000_20020217_215000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/17 |
Start Time | | 2002/02/17 17:10 |
End Time | | 2002/02/17 21:48 |
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 | | 4.44 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.19 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 192.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit253-12-20020217_171000_20020217_215000-constBx0 |
Minimum Dst Value | | -17 |
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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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