Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit364-04-20021107_053200_20021107_101600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/07 |
Start Time | | 2002/11/07 05:32 |
End Time | | 2002/11/07 10:14 |
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 | | 24.56 |
Dipole Tilt, in Y-Z GSE plane, deg | | 25.99 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 186.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit364-04-20021107_053200_20021107_101600-constBx0 |
Minimum Dst Value | | -43 |
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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