Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit362-02-20021102_015100_20021102_063600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/02 |
Start Time | | 2002/11/02 01:51 |
End Time | | 2002/11/02 06:34 |
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 | | 26.05 |
Dipole Tilt, in Y-Z GSE plane, deg | | 22.59 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 162.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit362-02-20021102_015100_20021102_063600-constBx0 |
Minimum Dst Value | | -36 |
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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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