Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit304-10-20020618_140700_20020618_184800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/18 |
Start Time | | 2002/06/18 14:07 |
End Time | | 2002/06/18 18:46 |
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 | | -33.14 |
Dipole Tilt, in Y-Z GSE plane, deg | | -5.57 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 147.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit304-10-20020618_140700_20020618_184800-constBx0 |
Minimum Dst Value | | -2 |
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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