Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit254-06-20020218_213500_20020219_021900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/18 |
Start Time | | 2002/02/18 21:35 |
End Time | | 2002/02/19 02:17 |
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 | | 15.78 |
Dipole Tilt, in Y-Z GSE plane, deg | | -30.99 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 188.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit254-06-20020218_213500_20020219_021900-constBx0 |
Minimum Dst Value | | -24 |
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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