Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit343-04-20020918_061700_20020918_110200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/18 |
Start Time | | 2002/09/18 06:17 |
End Time | | 2002/09/18 11:00 |
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 | | 3.63 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.46 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 178.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit343-04-20020918_061700_20020918_110200-constBx0 |
Minimum Dst Value | | -31 |
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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