Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit369-02-20021118_173100_20021118_221600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/18 |
Start Time | | 2002/11/18 17:31 |
End Time | | 2002/11/18 22:14 |
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 | | 12.87 |
Dipole Tilt, in Y-Z GSE plane, deg | | 5.15 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 174.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit369-02-20021118_173100_20021118_221600-constBx0 |
Minimum Dst Value | | -51 |
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-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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