Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit350-11-20021006_072700_20021006_121200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/06 |
Start Time | | 2002/10/06 07:27 |
End Time | | 2002/10/06 12:10 |
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 | | 8.29 |
Dipole Tilt, in Y-Z GSE plane, deg | | 33.14 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 161.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit350-11-20021006_072700_20021006_121200-constBx0 |
Minimum Dst Value | | -71 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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