Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit367-05-20021114_133800_20021114_182300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/14 |
Start Time | | 2002/11/14 13:38 |
End Time | | 2002/11/14 18:21 |
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 | | 8.83 |
Dipole Tilt, in Y-Z GSE plane, deg | | 11.04 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit367-05-20021114_133800_20021114_182300-constBx0 |
Minimum Dst Value | | -22 |
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-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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