Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit367-12-20021115_230000_20021116_034100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/15 |
Start Time | | 2002/11/15 23:00 |
End Time | | 2002/11/16 03:39 |
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 | | 25.14 |
Dipole Tilt, in Y-Z GSE plane, deg | | 5.68 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 193.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit367-12-20021115_230000_20021116_034100-constBx0 |
Minimum Dst Value | | -39 |
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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