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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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