Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit278-12-20020418_041200_20020418_085600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/18 |
Start Time | | 2002/04/18 04:12 |
End Time | | 2002/04/18 08:54 |
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 | | -2.08 |
Dipole Tilt, in Y-Z GSE plane, deg | | -15.39 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 189.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit278-12-20020418_041200_20020418_085600-constBx0 |
Minimum Dst Value | | -127 |
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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