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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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