Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit338-03-20020906_035700_20020906_084200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/06 |
Start Time | | 2002/09/06 03:57 |
End Time | | 2002/09/06 08:40 |
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 | | 2.78 |
Dipole Tilt, in Y-Z GSE plane, deg | | 27.80 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit338-03-20020906_035700_20020906_084200-constBx0 |
Minimum Dst Value | | -33 |
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: 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)
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