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 GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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